2
Henry Tong
표
​2
plotomy Frie
April 3 2 18
از
Comes Commercii,
OR, THE
TRADER'S COMPANION.
CONTAINING
1. An exact and uſeful Table, ſhewing the Value of
any Quantity of Goods or Wares ready caft up, more
adapted to Merchants Uſe than any other extant, which
is demonſtrated by Seventeen Examples, relating chierly
to Buying and Selling, with ſeveral new Additions and
Improvements
II. A Table calculated for Univerſal Ure, which
Vle is the trn in the Solution of Queſtions, in Multiplica-
tion, Diviſion, Reduction, Merchandizing, and Meaſuring
all kinds of Superficies and Solids, or Gauging Vesſels
and Casks; rendered perfe&t and compleat.
III. The Mannner of caſting up Dimenſions in ge-
neral, whether the fame be taken in Inches, Peet and
Inches, Vards, Perches, &c and how to give the Anſwer
by Redu&ion, Duo-Decimals, or Decimals, plainly and
IV. The ſeveral Cuſtoms uſed by Surveyors and
Meaſurers, in meaſuring Gafs, Wainſcot, Painting, Pla.
ſtering, Flooring, Tyling, Partitioning, Brick, or Stone-
Work, r. and the common Rate of Tuch Work by the
Rol, Yard, Foot, o'c.
V. Inſtructions for Entering Goods at the Cuſtom
houſe, Inward, Outward, and by Certificate, with le-
cral material Claules In ſuch Statutes as relate to Expor-
tation and Importation,
VI. Concerning Water-fide Buſineſs,
and the Con-
Nitntion of the Keys, Wharis, Porters, &c. there : Alſo
the Charge of Wharfige, Lighterago, and Porterage, for
Landing, Loadius, Weighi. and Houſing Goods, and
what is uſually paid for the Ule of the Warehouſe at the
Water-Aide.
VII. Rules concerning Freight, Bills of Lading,
Primage, and how the fame is and for, &c.
VIII. Concerning Infuring Ships, Merchandizes,
and Houſes, and how to make Rates and Averages in caſe
of Lofs ; with the Advantages of the Practice of Lafu-
ring in ſeveral Inſtances, with regret to foreign and In-
land Trade ; and many other things never before made
To which is added,
A Supplement concerning Simple and Compound
Intereſt, with Tables thereof at Three, Three and a half,
Foir, Five,
&a per Cent, and the Uſe and Manier of
Calculating the ſame, and to make up Accompts of
Mortgages, where the Mortgagce has received Rent, &c.
The
Whole adapted to the Uſe of Merchants 2011
Traders, Lawyers, Surveyors, si Meaſurers of Bulld.
ing, &c.
By Edward Hatton, Gent.
Che 9th Edition, with large Additions.
Accurately Reviſed, Corrected, Improved, and Augmen-
ted, By W. HUME, Philomath.
( florine imperito nunquam quidquam injuftaus
Qui nifi quod ipſe facit nil reélum putat, Ter.
LO N D ON:
Printed for W. Innys, and J. Richardſon; R. Ware,
J. and P. Knapton ; S. Birt, T. and T. Longman
C. Hitch and L. Hawes; J. Hodges, R. Manby, B. Dod,
H. Cox, J. and J. Rivington ; J. Ward, W. Johnſton,
and M. Cooper M. DCC. LIV.
K............
HF
5697
.A37
7
769477-19
THE
AUTHOR'S EPISTLE
TO THE
R E A D E R.
Here's ſcarce any thing more imper-
tinent and uſeleſs than the cringing
Apologies and Excuſes wherewith Epiflis
to Books of this Nature do abound; for if
the Author has been frithful to inſert no.
thing but what is Genuine, and to advance
any thing New, it canuoi ba denied but that
the Obligation is to him from the Publick,
and not ihe contrary, is ſuch Epiſtles fuent
to imply: I am ſure in caſe of perſonal In-
formation, the Learner always looks on
himſelf obliged to the Teacher, not the
Teacher to the Learner; and why it ſhould
not be the ſame in conveying uſeful know-
ledge by Books, is altogether unaccountable;
eſpecially if it be conſidered, that the com
municating any Secret by the Preſs, is a
Way much more generou, becauſe more
univerſally uſeful, not only to the intimate
Friends of the Author, but even to thoſe
oft remote from his Knowledge.
Beſides, 'tis not only needleſs to apologize
for a Work well done, but vain for wha!
is not ſo, becauſe the Reader cannot be fup-
poſed to fufpend lis Judgment, and ba-
lieve that Truth is falſe, or that what
erroneous and imperfeet is directly other-
wiſe, meerly becauſe the Author's Preface
requefis that Favoar.
There are tbree things which do fuffici -
ently recommend any Treatiſe to the World ;
as, 1. That the Subject tend to improve
the Reader, either to the Knowledge of
things Spiritual, which relate to the fului e
Life; or Temporal, as Moralily, and ar-
complishing the Mind with commendable
Aris and Sciences, which relates to the
A 2
To the READER.
prefent. 2. That the Matter be True and
Genuine, without Errors and falſe Noti-
3. That it be bardled in a good
Method, and intelligible Stile : The two
laft of which Qualifications ought always
to be found in every Treatiſe, it the Sub-
jett of the Work be what it will ; which,
if duly performed, by b-cu much ile mere
the Matter contained is ufiful and u*-
known, by so much the more is id voluable ;
and confiquently by so much the lejo needs
the Author to court the approbation of
dibers, or to fiat their Cenfires.
Indeed, as to Preſs Errors, there are
for Broks free from them in a greater or
lifs degree, and an Author bus hard Mea-
fure if his Work is condemned on their
account; lut where there are sio other
Fonts, there are ſome (judicious Readers,
as ibey fancy themſelves ) who, for the
fake of the Deficiency or Super fuity of a
Letter, or a Conima, will like bungi y
Curs over their Viands) ſnarl, tho' at
the fane time they are repienilling their
Empty Pericranies with iba plentiful Crops
of the Author's Induſtry, which they are
Jiarte afprekenfive encugh to underſiland,
tuch Irfs to correct and amend.
Bat'i fhall not capitulote vill theſe
Sparks, 19 di penje su ith the Errors in the
following Treotiſe, becauſe I know af none
material, ſuch as will render me obnoxious
to the Conjure of a modeft Reader ; and for
the conceited Criticks, I no more value
brirs,ihan the Governor of a Fortrrs does
Bettery by Small Sbot from a Piflol, or the
meſt valiant Soldier the Noiſe of a Drum.
For as to the Subject of the Book in géne-
ral, I hate this Satisfaction, that (morally
Araling ) there's none more uſeful, becault
0672 mire advantageous for it is to
TRAFFICK that the Ricbes, Strength,
And Grardeur of all Nations is chief
wving, and particularly that of this our
Jiand, which he country (though much
ſuperior
To the READER.
- V
&c. at 16 or 18 s. per End, as it is Pounds:
fuperior in Acres) exceeds in Univerſal
Commerce, nor any that makes a greater
Figure in the World.
And as the Subjeet itſelf is no way de-
ficable, but of general Uſe in this Nation,
where the Current of moſt Mens Genias
tend toward Trade, ſo have I taken all the
Care I could to embelliſh the Matter with
Truth, and more especially the Tables,
which I believe to be uithout Error; to
that any Merchant may make uſe of them
without fear of Lofs, either on the Buyer
or Seller's account. For if it be conſidered,
that I calculated every particular Number
by Addition, and not by Multiplication,
and always proved the Truth of the laſt,
it muſt be next to impoſible there ſhould be
any Error in calculating : And that no
Miſtakes have been made in Printing, I
have been ſo cautious in examining, that
I have to leſs reaſon to reſt ſatisfied.
Laſtly, The Method I have uſed, is
that which I believe moſt pertinent to the
Subject, and moſt bencficial to the Reader:
The Tables differ from all others extant
both in Plainnels and Uſefulneſs; the for.
mer is eaſily diſcovered by thoſe that will
be at the Trouble to compare them with
othery of like Nature : And that they are
more adapted to Merchants Uſe, I am affu-
red from my own Experience in Traffick)
none can deny; for there are a great many
material Numbers inſerted, both in the
Price and Numbers of Things to be valued,
which are omitted in others, who have
( I ſuppoſe for want of Experience in a
W bolefale Trade) exhibited, for Infiance,
the Price of as many Units at 18 s. each,
as they have done at 8 d. as tho' it were
fo common to buy as many Ends of Fuflian,
***
of Cotton, &c. at 8 d. per Round, tho'
ico is an extraordinary Parcel to buy (of
ane Price) of the former, and 2000 but
an ordinary Parcel of the latter Gommo.
dily.
And
4
:
To the READER.
and Indufity does
And as to the Uſe of both Tables, it was
nouer before fully jhewn, which in all
probability, is the Cauſe ſuch Tables were
hever defervedly valued; but whoever
with Care does but read the Uſes
following,
will, I doubt not, be able to do almoſt any
thing that may occur in Trade (thi he is
httle of an Accomptant) with more Speed
and Eaſe, and as much Exa:ineſs as he
that is better ſkilled in the Power of Num-
bers, to whom alſo the Tables uill be of
great Ufe, either in eaſing him in cafting
up ſuch things as they few the Reſult of,
or in confirming the Truth of what he does
himſelf, and ſo fave the Trouble of double
Working, which met Men do to prevent
Errors and Miſtakes.
And for the other Parts of the Book,
they are moſtly what was not before pub.
liſhed 10 the World, tbo'what I knozu to be
very uſeful, and what too many are igno-
rant of; as the Diſcourſe concerning Wa-
ter ſide Buſineſs, i. e. the Wherfs, Keys,
Porters, Sb pping off, and Landing Goods,
&c. as alſo what concerns Freight, Infu-
rance of Goods, Ships, Houfes, &c. And
as for the Entring of Goods at the Culom-
Houſe, Intereſt of Money, &c. I have
faid ſo much by way of Argument thereto,
that it would be Tautology to repeat any
thing bere. I fall only therefore tell the
candid Reader, that as what I have al.
ready done of this Nature has found Ac-
ceptation in the World; ſo I barve endea-
voured to accommodate the following
Traxt to the fartber Uſe and Benefit of
that Part of Mankind, whoſe Ingenuity
frandi zing this our Ille.
Temple-Par,
July 13, 1722.
The
The CORRECTOR'S
PREFACE.
T
the Preſs Errors fo numerous, that the Book-
Courteous READER,
HE AUTHOR of this Treatiſe, intituled
COMES COMMERCII, has met with ſuch
Approbation from the Publick, that there needs
no greater Confirmation of the faine, than the
various EDITIONS of this Book, and the ſeveral
Thouſands which have been vended of each Ime
greffon, all of them being ſo many Indications of
its
Worth and Excellency,
But as there is ſeldom any Gold without ſome
Alloy, ſo the ſeveral Impreſſions (moſt of them
being expeditiouſly required) has, at laft, rendered
SELLERS found it indiſpenfibly needful to make
this Nintb Edition, &c. in order that the Pub.
lick may receive the Benefit of this Elay, now
duly reviſed, corrected, improved, and augmented
with ſuch Care and Circumſpection, as that its
Veracity must now as evidently appear, as its Uti.
lity has done formerly.
Therefore, as the fame was originally compoſed
for a Publick Benefit, in the Way of Trade and
Commerce, ſo, we doubt not, but the Judicicus
READER will immediately diſcover the Excel-
Jency of this EDITION beyond others, with re
gard to ſuch needful Emendations, Improvements,
and Augmentations, as are therein orderly and
methodically contained, according to thoſe Obfer.
vations, which are briefly inſerted in the following
ARTICLES; viz.
1. The Autbor's General TABLE of Mercban-
dize, for valuing by Inſpection enly any Quantity.
of Goods, at any Rate propoſed, in all the various
Circumstances of Trade and Commerce, is not only
duly examined and corrected, but even alſo im-
proved and augmented by 15 particular Tables,
newly compoſed and added, in order to render it
every way perfect and compleat.
II. The Reviſal of his TABLE for univerſal
Ure, ſhewing now, with great Eaſe and Certainty,
how Merchandize by it may be readily and accu.
rately performed, as well as the Solution of many
ufeful Queſtions in Multiplication, Diviſion, Re
duction, &c. together with the Meaſuring of all
Kinds of Superficies and Solids, apply'd to the
Menſuration of Board, Glaſs, Timber, &c. as
well as the Gauging of Veſſels and Caſks.
III. A due Correction and Improvement of his
Met bod, in taking Dimenſions in general, accord.
ing to the uſual Denominations of Inches, Feet,
Yards, Perches, &c, and how to give plainly and
exactly
The Corrector's PREFACE.
exactly the Anſwer by Reduction, Duodecimals,
or Decimals.
IV. The Examination and Correction of the
General Cuftoms, uſed by Surveyors and Meaſurers
of Glaſs, Wainſcot, Painting, Plaſtering, Floor-
ing, Ge, as well as other Articles in Building
with the common Rates of thoſe Works by the
Rod, Yard, Foot, &c.
V. In his SUPPLEMENT concerning Simple
and Compound Intereſt, you have likewiſe, newly
calculated and adapted to the Statute now in force
TABLES of Intereſt, both Simple and Compound,
for any Time affigned, according to the various
Rates of Intereft now in Uſe, viz. at 3, 3 4,
51. &c. per Cent. per Annum together with the
Uſe and Manner of calculating the fame; and
adapting them to all other Rates of Simple and
Compound Intereſt whatſoever, as well as to the
Affairs of Merchants, Traders, Lawyers, &c.
VI. That the Decimal Parts of Coin, relating
to the TABLES abovefaid or otherwiſe, may be
truly valued by the Pen or Inſpection only, there
is alſo calculated a new Decimal Table, very con-
ciſe, as well as uſeful upon thoſe Occaſions,
In brief, as the whole feems adapted to that
Part of Mankind, whoſe Ingenuity and Induſtry
does ſo much tend to the aggrandizing of this our
Ille, by the Promotion of Trade and Commerce,
ſo I have endeavoured to cultivate and improve the
fame, with the utmoſt Care and Fidelity; not
doubting, but if the READER ſhould happily reap
the Benefit of my Labours herein, I ſhall have,
at leaſt, the Satisfaction of being ſerviceable to my
Country, in the Quality of
Your Humble Servant,
London,
Apr, 18, 1740.
W. HUME.
So
TheValue of m+0 No
0 0 0 0 ON
The O
O O O O O
0 0 0
52
3 0
55
2 o
53
siliso
6
0 3 2
(56)
54)
3
6
6
62
6 .
Price of the Pound, El, Yard,
Ounce, or other thing, Being
of a Priny, or half a facthing
do s. d. f, 901
Value 3. d. f
of 7 OO
57
o
I
O
70
O O O O O
58
7. I
0 0 0 0 0 0 0
60 o 07
0
63
O AO
64
оооооооооо
oooooooooooooo
O O O O O
0 0 0
IO
I 0
59
7 I
1
72
12
61
7 2 2
13
12
62
7 3
14
7 3
I 13
8 o
16
2 0 C
65 0 0 8 o
17
66
8
18
67
8 1
12
19
68
8
20
O O 2 O
69 0 8 2 2
70
O O 2 30
85
0 10
[8] O 102
24
0 0 3 0 0
90 0 11 1
00302
1001 O
26
261 00310 [112] 2
27 O O 3 I 2 2001 o 10
[281 00320
300 o 3
29 0 0 3 2 2 4001
30
0.3.3
O
gooo
31
O O 3 3
6000 6
32
O 0 4 0 0 700 o 7 3
33 0 0 4 C 2 800 0 8 4 o
34
4
9000
4
35 00.4 1 2
1000 6 10 50
36
OO 4.2 0 2000 Y 0 10 O
37 010 4 2 2
3000 I 11 30
0 0 4 3 0
4000 2 1
8
39
0 0 4 3 2
food.2 12
0 0 5 0 0 6000 32 6 d
od 5
7000.3 12 11
II 0
olo 5 vo 8000 4 3
43 0 0 5 1 2
9000 4 13 9
oco S 2 0 10000! 3 4
4 2 o
45 O O S 22 20000 10
45
00 5.30
30000 15 12
6.0
47 13 10 0 5 3 40000, 20 16 go
48 I oko 6oo
50000 26 o 1o'o
49 porouo 6002) 160ogo 3'ı 95 of o
So 18.00 6.00:170odo 36
9 2 0
B
38
4 o
90
8 4 0
13
TheValue of 15
a momonosov
The 1
1
64
3. d0 0 0 0 0 0
oooo
.
61
1
2 *****
3
1
I
52
o
3
57
(5658)
59
601
1
53
54I
O O OOO 551
OOOOO
)
3
1 O 0
1
3
Price of the Pound, EU, Yard,
Ounce, or other thing, being
Die farthing
Value 1, S. d. f.
of 51 is o
)
2 3
3
31
621
631
651
I
17
1
661
67
69
69
3
19
20
oblo
70
4 3
50
51
5
8 o
90
Edla
I
ao aumur
8
[84]
90
O
I
0 1
26
O
2
[112]
200
300
(28]
ооооо
oooooooooooooo
og0000000000000000000000
3
6
o 8
O 10
30
500
600
31
in drono on
700
O 14 7
800
16
oplo o bo po oo Nuo
33
34
35
36
0 18 9
006
0oor
o lo
2000
I
9
37
39
ܘ ܘ ܘ ܘ ܘ
6000l
or o
932
3000 37
4900 43 4
sooo 5 4 2
65
7000 7 5 10
dood 8 6
8 6 8
8
900) 97 6
10000! 1084
120000
30000 31 S
1400gd. 41 13
500g0l 42 I
600coli 62 10. o.
45
20 16
46
0
o II 3
0.0
50 1
170000 72018
TheValueofe mano
51
Value
of The Price of the Pound, En, Yard,
Ounce, or other thing, being
Too Farthings
ofnaols
7
8
9
53
54
55
(56)
57
58
59
60
0 0 0 0 0 0 0 0 0 0 0 0 0
61
12
13
62
Home Home O O O O O O O O O O O O O O O O O O O O O O
O 0 0 0 0
immtumo ONN000 aaoo
15
16
63
64
65
Alex W.
17
18
19
O 100
O IO
66
67
68
69
701
801
(84)
OOO O
12
24
25
06
39
0 ON NOO
000
w *
26
1
* 2
O
27
(28)
29
30
ao o 0.01
mooo
TOO
[113]
200
300
400)
soo
606
700
800
900
1000
1000
8
8
1
0 16 8
O
10
O
32
4 o
1
33
13
6
34
35
36
5 O
S2
6 01
37
6 2
70
38
no
o
8
8
39
6000
41
8
o
o
9 o
1
92
1 10 O
1 10
mo'
3000
4000
6
5000 10
8
12 lo
7000 14 14 8
8000 16 13
9000
18 15 0
10000 20 16 8
2000 41 13
20000 62 10
40000 83 6
50000 104 3 4
60000 125 0
170000l 149 16
45
46
47
48
49
50
000 A
B 2
:
:
The Valueofnin
3 30
The Price of the Pound, Enl, Yard,
Ounce, or other thing, being
Uhrze Farruings
d. Valuer 1. d. f.
of gol is
1
52
531 3 3 3
54 3 4 2
4. 2
55
3 52
(56)
6
57
6
6
3
59
8 1
8
60
3
61
3 93
3 10 2
3
0 0 0 0
0.00 0:0/0 0 0 0 0
O O O O O O 000
58
10
000.000
.
II
62
63
64
65
15
0 0
o
We
3
2
18
19
20
0 0 0 0 0
3
3 3
o onoolwo
24
90
25
26
NU
0 0 0 0 oto o 0 0
lo 00 N oor
8
9
9
I 10
27
[28]
29
30
31
32
33
34
600
o
0*o*60)
4
66
4
67
68
4
69
3 3
70
4 4 2
80
5
[84] 5 3
057
100
6
(112) 7
200 O 12 6
300 O 18
400
500 1 IT
17
700 2. 3
3 9
Soo 2 10
970
16
JOOQ
32
2000
6
O
30001 9 7 6
4000 I 2 10
500g
15 12
600
18 15
7000 21 17
Sooo
25.0
9000 28
2
10000
31 .5
20COO
30000 93 15
4coool 125 0
50200136 5
60000 187 1o
35.
36
2
3 o
4
37
38
39
40
6
43
8
90
9 3
IO 2
45
1666
62 TO
46
NA M
o
O o
48
49
03
So
o 3
1 21
70000) 218 15 o
The Valueof
Value
The Price of the Pound, Ell, Yard,
o Ounce, or other thing, being
of $1|15
52
4
53
54
SS
[56]
57
O NDO
4 8
7
8
9
9
58
4 lo
59
60
Oo
Il 0
I
O
2
61
621
63
641
2
3
16
65
info
S
6
1
0 0 0 0 0 0 0 0 0
inguinuluruun
5
18
66
671
68
69
70
8of
[84]
6
No
6 S
9
Or
S.
**W
OI I
6 8
7
23
06
100
ZO
[112]
200
0 16 8
O
2
4
(28)
29
30
300
400
500
600)
31
28
O 2 9
2 10
700
800
To o
2 18
4
3
6 8
3 15
33
34
35
900
I COO
2000
36 03
8
8
3000 12 10
4000 16 13 4
5000
20 16 8
6000 25 0
7000
29 3
80ool
9000 37 10
10poo 41 134
38 do 3
39 0
3
40
0 3 4
35
42
6
O 3 7
44
3
8
45 10" 3 9
46 0 3610
47 3 11
48 4 0
49
50 0 4
33 6 8
o
0
30000 125 o
40000) 166 13 4
sobool 2086 6 8
60000 250
170000 291 13 4
TheValaeoft mine
|
marco
Oyunu)
0 0 0 o 0 ototoioso
O O O O OO
The Price of the Pound, E11,7 ara,
Ounce, or other thing, being
Die Beiny Fartying.
Value I. d.
2 of 51 is o s 33
33 52
4
53 o 5
5
54) 5
6
55
5
(56]
05 to o
8
O 100
57 5 II
9 9
6
59
60 6
3
61 6 43
13
06 5.2
14
5
o 6 6
15
6 8 o
16
6
9
66
17
6 10 2
18
671
3
I II 3
681
19
7 1
69
7 21
70
58)
O2
JO
I
0 6
631
641
65
8 o
|
2
2
7 32
801
8 4
[84)
90
o 8 go
o 9 4 2
O 10 SO
8
1oo
26
8.
1 O 10
I 11
11.0
0 0.000 00000000000000000000
(112)
200
390
460
500
م م م م م م م م ا ه اما با ما با ما با ما دا ده سی دا هه
moon 1
27
(28)
29
30
31
32
33
34
35
60o
6
700
36
3 10
37
38
39
40
2
3
3 12 IT
50
800
4 3 4
6.2
900lt 4 13 9
o 3 731 rooc 5 4 2
3 9. ol
200C
10 8
3ooo 15 12
11 21 4pool
20 16 8
4 312 1 spool 26 O 10
4 ol броо
31 5
7000 36 9
Spoo 41 13 44
4 5 3
46 176
cropool
52 1 8
8
120000 104 3 4
9 39000 156 5 0
0 4:10 31
40090 208 6 8
0 5 0 Soooo 260 8 4
60090 312 10 0
42
43
9oool
O O O
45
46.
48
49
5-
50
2
5
7000g 364 11 8
The Value of minor
1
is
i 7
52
o 6
54
551
57
53
6 6
o
.
,
2
4 O
1
58
O
WWW
I
O O O O O O O O O
1
13
0
2
20
2
2
The Price of the Pound, Ell, YuraOunce, or other thing, bung
0112 10. tp tipo FarrijinsV a.ue 1.
of 5is 6 10 2
0 10 2 [56] 7
8
9
7 30
I
59 07 4
60
7
6
12
61
7
7
62
7
9
63 7 10
64
8
63
12
66
8
30 67
8
19
63
69
72
70
8
90 80 0 10
2 10 2
[84] 10 6
24 3
90
to 11
3
100 O 12
3 30 (112] 0.14 0
27
O 3
3. 42
5
o
[28] 3
60
300
1 17 6
29
3 7 2 400
30
39 9 o
500
31
600
3
0 0
700 4 7
33
o 4
800 5 o
goo 5
1000
6 5
36
6 o
2000 12 10
4 7
3000
38
4 9
25 O
39
4 TO 2 snoot 315
40
6000 37 10
7000 43 15
8000 50 0
9000 565
10000
62 10
20cod 125
46
47
40000 250
43
6 o ol
50000 312 10
49
50
70000 437 10
0
3 10
34
35
QdO
.
2
18 15
4005
O NC
90
3000d 187
10
60voo 375
O
The Price of the Pound En, Yarà,
#
he Value of a mno Noo
Ounce, or other thing, being
Dne Penny Chree Farthings
d. Valuci s, d. f
of 51 is o 7 51
5
52
770
53
O 7 8
3
8
54 7 11
55
8
(56)
57
3 3
8
5 2
8 72
7
60
8
90
2
OL O
0 1
8
I
8 3 3
t
58
52
9
10
1
59
O
1
O
O O O O O O O O O o
06
OI I
61
62
8 10 3
63
6
6
14
15
16
64
65
17
18
19
16
22
23
24
25
26
06
[28]
29
30
2 18
31
02
2
O
2 I
2
9 40
9 5 3
53
66
9 7 2
67
9 91
2
68
9 II O
69
O IO
O 3
3
2 2
0 3 2 2
801 O II SO
3
(84) O 12
3
O 13
12
373
0 14 70
3 92 [112 0 16 4 0
11
I 9 2
4
300
3 9
400
4
4 4
500 3 12 II
4
61 600
6
O
8 o 700 5 2
4 93
800
900
3
5
I0001
7 5 10
5
20001
8
5
3000
21 17
6
4000
29 3 4
8
5000 369 2
5 10 0
43 15
O
5 II 3 70001 51 O 1o
6
80oo
58 6 8
3
90001 65 12
6
10900 72 18
6
3
20000 145 16
6 8 2
302001 218 15 O
40000 291 13
O 500031 364 JI 8
7 1 3
60000| 437 Jo
7 32), 70000 32
33
34
5 16 8
ܘܕܐ ܘܗܘܗ ܗܝ ܘ
35
O
3o
w
62
36
37
38
39
40
41
42
6000
0 0 0
9
9
10 00
46
6 10 1
47
48
49
&
so
510 5110
8
The Valueofmino
9
8
8
4
9
10
, being
55
8 8 a ada a
6
64
O
O
38
The Price of the Pound, Ell, Burd,
Ounce, or other thingIno Pence.
d. Value 1. 8. d.
4 of 51 is o 8 6
52
lo
O 156) 94
8
4
57
9
6
6
9
58 9 8
1. 8
59 o 9 9 10
60
61
O IO
13
62
14
63
O IO
15
8
16
8
65
17
66
18
3
67
19
3
o II 4
69
6
21
3
6.
70
8
22
80 0 13 4
O
23
3 to [84]
C
24
95
O 15
o
IQO
8
26
[112] 0 13
18 8
4
4
(28]
320
10
29
400 3 6 8
30
5
500 4 3 4
600
50
32 5 4
700 5 16 8
33
800 6 13 4
34
900
35
5 10
1000 8 68
36 6
o
4
37
3000
38
6 4
400033
6 8
39
6 6
5000 41 13 4
400 6 8
SO O o
5 10
6 8
8000 65 13 4
43 7
9000 75 0 o
4
I dooo
83 6 6 8
45
7
20000 166 13
46
7
8
3000of 250 0
47 | 0
49000 333 6 8
8
soood| 415 13 4
49
8
160000 $90
o
5o
8
4 70000 583 6 8
000 ANO O ANO
o
O
4 8
31
5 6
58
16 13
6000
700g 58
O O O O O
OA NO
TheValue of mino
The 10
$Two 55
I
.
90
90
II
Value
9 63
54
9 3
6
Price of the found, Ell, Fard,
Ounce, or other thing, being
Dzace farthing
1.
d.fi 3 3
[56]
7
8
9
6 o
O IO 81
O 10 10 2
81
58
591
60
II
* * * 0 5 1 4 - 0 0 0
3
61
3 o
5 I
O
13
621
14
7. 2
631
9 3
IS
93
16
1
4 2
67
63
17
18
19
20
3
3 4 2
6
3
3 9
3 III
o
23
4
8
25
26
4 10 2
S
5
68
9
69
13
Sol
OIS 9
90
0 16 10 2
o 18
[112] 7 O
I 17 6
2 163
400 3 15
500 4 13 9
600
6
7006 11
3
800
900
8 8 9
1000
9 7
3
[28]
29
30
5 7 2
9
O
5
6
06
6
6
6
7 lo
33
34
35
36
4
O N O
18 15
6 11
37
O
39
O O O O O O
7 10 2
43
3000 28 2
7
4000 37 10
7 33 5000 45 17 6
6
6000 565
7
81
7000 64 12
Sooo 75 0
3 9000 84 7 6
3 O 10000 93 15
20000 187 10
7
30000 2815
9 3 40000 375 0
9
50000 468 15
9
160000 562 10
O
0
46
48
0 0
49
so
9
70000 656 5
TheValueof mano
The 3
64
55
OxnceO
o
1
3 of 52
O
O is .
7 2
,
10
X
Price of the Pound, Ell, lari, or other thing, being
Gmg 0:[E TWO Far 111g851 is o o 10 10 IO O 11
O11-52
8 o
0
8
0 12
9
3 2
59
60
2
6 O
O 12 8 2
0 1 2 11 O
3
63
o 13
IS
64
647
16
3
3 4
3
3 90
210
04 70
23
0 49 2
5
5
5 5
65 O 13
66 O 13 9
67
O 13 11 2
68 0 1420
69
70
0 1470
0 16 8
[84] 0176
90
IO 10
0 19 9
26
O O O O O
6
6
2
0
(28
29
30
31
32
33
34
6
80
97* 6
como en
36
7
7. 8
37
38
39
O O O O O
8
8
3001 3 2 6
400.4 3 4
50054
bool 6
5
700
7 5 to
800 8 6 8
9009
I000 10 8 4
2000 20 16
20 16 8
3000 - 315 o
4000 41 13 4
9000 52 1
8
6000 62 10
7000 72 18
8000 83
83 6 8
19000 93 15
10000 1043
20000 208 6
30000 312 10
40000 416 13 4
50000 520 16
8
60000. 625 0
170000 -729 3 4
8 4 0
O
8 6
8
42
43
O
oo O too O
46
9 70
0 9
0 10 0 0
48
49
O
TheValue of no
bet ten O O O
The 55
Ounce3
Two 54 0 12 4 2
52
53
1
being
.
,
mnooo 0 Od
Price of the Pound, Ell, Yard, or other thing, Pence thice sfarthing.b.
1.
Value 1 sd. f.
of 51 is o 11 8 [56]
O 13
O
1
0 12 10 O
7
8
9
2
58
O 13
0 13
6
59
60
9.
61
O 13 11 3
13
o 14
O O O O O
2
9
2 11 3
3
3 5
8
64
1.16.0 3
17
18
3 10 3
4
4 4 )
19
63 O 14. 51
034
80
65 L
0 14 10 3
66
O 15
67 O 15
68 15 70
69
70 이
​Sol
[84]:0 19 3 O
90
7
016
0 18
5
531
58
3
5 II 2
6
6 So
6
[230
29.
38
6 10 2
WE
7
32 o 74 o
33
7
6
3
0
7 9
35
8
36
371
O O O
0 8 5 3
8 8 2
8 II
9
5
8 o
200
S 10
300
400
500 5 14 7
600
6
700 o 5
800
900
10 6
3
9 2
2000 22 18
4
3000 34 7
4000 45 16 8
sooo 57 5 to
6000
7000 80
2
8000 91 13 4
9000 103 2
6
10000 114 11 8
2cobo 139 3 4
30000 343 15
40000 4j86
6 8
50000 572 18 4
160000 687 10 0
39
68 IS
80 4
42
@ 972
9 0 1
O IO
O
17
43
0 10 9 3
o
170000 802
8
A
The Value ofa mno
The Price of the Pound, Ell, Para,
Ounce, or other thing, being
Chce price
da
Value
d.
of 51 is o 12 9
9
52
o 13
9
2
6
9
3 3
13
14
3 9
016
16
some
4
3
17
18
19
$4
55
0 13 9
(56] O 14 0
57
o 14 3
O.146
59 0 149
60 015
61 015
15 3
62 15 6
63 O 15
641
o
65
o 16 3
66
O 16 6
670 16 9
63 017
69 o 17
70
o 17
80
(84)
I
O
90
6
100
112] 8
200 2 IO O
3 15
50
900 6
5
600
7 to o
9
5 6
I
59
6
6
9
o o o o o o
6
7
9
[28].
O O O O O
7
7
7
o
30
31
O O O O O O O O
i
8
08
8 6
8 IS
O
700
800
900
1000
2000
5
33
34
35
36
37
OI ZI
o 9 o
O
3
looo €
O
38
9
O
6 6
62. 10
O
O
3
IO
37 10
4000 50
90
6000
75 0
7000 87 10
8000) 100
O
9000 111 JO
10.00 125
o
20000 250
30000 375 O
140000, 500
O o
150000 625
9
O
11 O
46
9
43 o 12
0 12 0
12
50 o 12 6
ооооооооо
bocool 750
70000 875
.: ...
The Valaeof a **
I
O
of 50 ie o 13 9 3
3
Value .
a thing
6
The Price of the Pound, Ed, Tara,
Ounce, or other thing, being
Ebre 192Ncę ff I. $. d. f014
$3 0 14 4 54 * 014 72
72
$52 0 14 10 3
1 10 3 (56)
57 01551
51
15 8 2
59 0,5 11 3
2 II 3 600 16
30
3
61
0 16 6
6 1
3
O 16
92
3
0 17
O 17 40
I
O 15
8
2
gal
Q16)
13
o 3
0 17 7
62
63
641
651
66
67
68
69
70
17
oOo
0 17 10 2
0.18
18
13
19
0 18
20 o
O 5 5 O
o 5 8 1
5 II 2
O 18 81
o 18 11 2
I
I
23
2
[84)
6 60
6
90
7
1 10
o 2
26
[112]
[28]
29
O O O O O
7 3 3
7 7 0
7 to
8 I 2
30
8 4 3
12 39
33
34
35
36
O 8 8
0
8 II
1
09 22
9 53
o 9 9
O 10
37
38
39
40
O IO
O IO TO
o II
300
3
4.00
5
8 4
500
6 15
5
600
8
7009
9 9
800 10 16
8
900)
1000) 13 io lo
2000
27 1 8
3000 40 12
4000 54 3 4
5000 67 14 2
6000 815
7000 94 15 10
8oool 108 6 8
9000 12 17 6
10000335 8 4
20000 270 16
5
40000 S40 13 4
50000 677 1
60000! 812 10
0
43
44
45
46
30000| 406
0 1 2 3
o II II 0
0 1 2 3
o 12
o 12 8 3
0 13
0 0
0 13
oooo
48
49
so
G13 6
70000 947 18
TheValue of no
551
3
Three O
541 Ⓡ15 90
6 O 9
2
Value
$, being
16
58
O
17 6
O
15
69
The Price of the Pound, 6.2, Para
si Ounce, or other thingDance to factius*.
1. 8. d. f. 1. S. dif
7 of sil is o 14 10 2
2 O 15
53 O 15 5 7
2 oa 1 [56] o 16
8
2 OD
o
9
0 15 11 o
59
22
60
0
3
61 o 17 9 %
3
62
o 18
63 0 18
64)
o 18
18 8
8 O
16
65
0 19 11 2
661 o 19
28
67
6
19
5
6
68
19 10 o
12
70
1
50
6
80
4
6 8 2 [84])
6
24
Oo
90
5
73
26
27
7 l. 2
200
[28]
8 2 20
300
na 6
8
29
400
S 16 8
30
8
9. O
500 7 5 10
31
o
9
600
o 940
700 IO 4
o 9 9 7 2 800 IC 13 4
34 9 II of
6
9col 13 2
35
0 10
1000
1 8
36 0 10
2000 29 3 4
37
O TO 92
3000 43 15
0 IE
8
39
5000 72 18 4
O IL 8 o 6000 87 10
41
T 8
42
3.08000] 116 13 4
43
o 12 6 2
9000 131 5
0 12 10 0
10000 145 16 8
45
I 2120000 201 13 4
4
46 o 23 50 30000| 437 10
47
0 13 8 2
40000 583 6 8
0 14 0 0
ool
50000 729 3 4
49 0 14
0 14 3 2 60000 | 875 0 O
50 1-0 14 70 70000 1020 16
O O O O O O O O O O
Oooooooooouusaalannuela
03 NW on
Entlany Boopwlo
4900 58 6
7000 102
on *001+0+olo*ooo
N
TheValue of a mano
O Three 54
16 3
4 O 3
0 d. f.
T 7 of 51 is o 15 11 I
3
0 II 1
16 6 3
6
52
53
o s, .
being
2
2
O O O O O
12
o 19
62
63
61
3
1
6
T
Q
6 to 2
The Price of the Pound, Ell, Yara,
| Ounce, or other thing, Dence three Jrarthings.
1. sd valueh 116 10 2
55 O 17
[56]
O 17 60
8
6 o
57 O 17 9 3
58 O 18
10
3
59
0,8
S
3 5
бо O 18 90
3 90 61
13
O 19 4
14
4
0 19 8
8
o O
65
17
66
7
18 o 572 67
C 11 1
19
68
1 3 O
69
21
3
70
80i 5
S
23
2
(84] 6
3
7 60
90
8
25
7 93 100
1 11
(112) IS
27
8 5
SI
200 3
6
[28]
300 4 13 9
29
9
400 6 5
30
9 4 2
500 7 16 3
31 9
8
600
6
0 10
700 10 18 9
33
o 10 3 3
800
12 10
34
0 10 1 21 gool 14 3
35
0 10 11 1 Icool
IS 12 6
36 | o 30 2000
37
O 11 63 3000 46 17
33
0 11 12 4000
39 0 1 2
5000 78 2 6
40 O 12 6 o 6000
93 15 0
o 12 9 3
7000 109 7 6
12
80ool 125
43 0 13 5 1 9000 140 12 6
10000] 136 5
0 14 0 3 20000 312 10
o 14 4 2
300col 468
o
47
o 14
83
40000 625 0
48 @ 15 oo soooo 781
49 0 15 3 3
60000] 957 10 OS
50
0 15 7 21 70000 1093 15
24
O O O O O
8
1
8 9 cp
0 0 0 0 0
ONA O O OOO
03
O au
62 10
o 13
o
O
o 13
90
46
15
O O O O
TheValue of my
The S.
of STIS O 17
52
OunceO O O O
0
8
8
17
being
O ,
Price of the Pound, El,7 ard, or other thing, 8
o 13
55 o 18 4
[56] o 18 8
57
58]
O 19
60
7
8
"
2
o 19
o 19
9
4
3
3
3
8
toolo
4
1
13
14
8
63
64
65
16
5
8
Floo
18
19
5
6
6
6
ng
4
8
69
3
o
3
6 8
8 0
8c
23
84
74
7
8
8
8 8
13
2
9
[28
29
112]
2001 3
6 8
300
400
6 8
5 0
9
0 0 0 001
5008
4
600
910
700
II 13
800 13
33
0
goods
36
2000
37
4
8
50
66 13
0 Co. O
39
5000
8
6
(ooo 100
ocol 116
13
133
0
2000
o voo o too too o
o 14
8
O 15
Ø 2t3|******
46
4
0
ICONO 166 13
2000c 333
6 8
6
3cocok.co0
Accool 060 13
SooCC33
accouco
70c0c11166 11
D
23
016
2 O P -
So
016
TheValue of a no
19
The o
O I
54
9 7
Four 1
9
1
521
3
S. d. f.
IS O 8 2 of 51 is o 18
.
being
2
8
9
O
58
1
I
I
I 3.9
12
I
13
63
I
2
15
1
2
16
I
18
Price of the Pound, Ell, Yard,
Ounce, or other thing, Pence farthing.
1. S.
Valuel 1o 18 50
53
O 18
55 0 19 5 3
53 (56) 0 19 10 O
57 I
3
6 2
3 6 2
59
O IO 3
3 IO 3
60
4 3 30
61
7 1
4 7 1
623
4 11 2
3 3
5 3 3
64
80
5
8
3
6
3 4 2
6
6
3
8
3
68
7
6. 1
4 5 1
7 51
70
I
4 9 2
7 92
71
5
8
I 3
72
I 560
8 6c
80 I 8 4 o
8 10 1 [84]
1
99 9 o
9
I 11 IO 2
go
0
9
10C I 15 5
9 II O
(112) 1 19
8
I
2901 3 10 10
0 10
6
3005
3
0 10 11 3
7
4
500
8 8 ]
IO 12 6
0 1 2
700
IZ 17 II
0 1 2
800
9
900
9
Icoo 17 14 2
0 13 52
2000 35 4
O 13 93
53
3000
2 6
1
19
6 83
I
I
0
24
25
26
27
3
29
30
31
400
8 17
32
33
600
35
36
37
IS 18
33 / 13
39
4000 70 16 8
0 14
6 1
42
o 15
0 14 10 2
2 3
O 15 anyol
0 15 1 1
016
3 2
0 1 0
7 31
o 17
OC
COA NOIA
2
5000
88 10 JO
6000 106
5
7000 123 19
8000 14.1 13 4
9000 159
159 7 6
100001 177
200001 354
354 3
30000 531
47
48
40
O
o 17 4
21
7086
40000
6 8
5c000 885
TheValue of mono
3
The O 1
.
is o
10
6
.
is 53
alue
19
119
being
o Price of the Pound, EU, Yard,
Ounce, or other thing, four Pence two farthings.
1. sd, 619 10 2
1 55
7 2 [ 30
3
4. 2
3 4.2
1 9
3 90
59
4
60
4 60
61
10 2
4 10 2
3 30
5 3
63
3.7
5 7.2
64
6
1
2
7
I
9
58
13
15
O
1
7
16
6 4 2
661
67
18
19
6
7
7
1
5
I 2
5
5 10 2
6
3
69
I
6 72
8
8
3
72
23
71
72
7
2+
o
9
80
[84]
6 O
26
9 9 c
I 13
9 o
17
6
27
[28]
29
O O O O O O
0 10
6c
2
3 15
6
3
o 11 7
31
5 12
400
7 10
5009 7
ao ajoad
0 0
6
0 12 4 2
32
33
34
35
36
6
6
16 17
18 15
37
38
39
40
O 13
o 13
o 13 10 2
0 14 3.0
o 14
O 15
O 15
15 4 2
15
16
O 16 6
0 16 10 2
600
5
700 13
15 0
goo
1000
2000
37 10
3000 56
S
4000 75
5000 93 15
6000l 112 10
7oool 131 5
42
0 0
Sood ISO
45
46
0 17
0 0
9000 168 15
10000 187 10
20000 375
30000 $62 10
40000 750
50000] 937 10
48
49
50
o 18
o 13
o 18
9 C
D 2
« ...***.Kader y, WWW
TheValue of the
3
O
I
I
7
2
8
9
Y
1
13
63
64
15
16
651
8
23
The Price of the Pound, Ell, Yard,
Ounce, or other thing, being
Four Pence three Farthings.
Valut
s, dit
IS O
92 of 51 is 1
2 1
52
53
0 113
I II 3
54
42
4
55
(56)
3
57
2
63
3
6
3
58
1 2 II 2
3 II 2
59
3 4.1
60
3 9
61
4
5
63 I 4
62
6 2
I
4 1 1
5
II I
1
5 4
6 40
5
8
3
6 83
66
6
7
67
6 6 1
7
6. I
68 1
6 11 O
7 II c
65
1 7 33
70
7
8 8
1 8
9 1
72
8 6 o
9
80
1 1 1 8
[84
0 10
3
1 1572
O IO 8 )
100 I 19 7
1. (112)
4
15
200 3 19 2
O 11 TO 2 300 5 18 9
400 7 18 4
8 c
SOO
9 17 II
600 II 17
6
700 13 17
0 13 10. I
800
O 14
14 3 gool 17 16
3
0 14 7 3
1 0001
19 15 10
02
O 15
2000
8
O 15 5
3000
O 15 10 O
4000 79 3 4
o 16
5000 98 19 2
0 16
600g| 118 15
017
7000 138 IO TO
17
8000 158 6 8
o 17
93 9000 178 2 6
0 19
10000) 197 18
o 18 71 20000) 395 16 8
O
30000 593 15
019
0 19 4 3
40000 791 13 4
9 Io
1 13
26
90
27
29
O
o 13
o 13
15 16 8
31
32
33
34
35
36
37
38
39
40
39 m
59 7 6
42
SO
46
48
49
50
8
O 19 9 2 150oool 989
(TheValue of my
3
3
8
The 5111
.
of Five .
Value 1
52
l.
Price of the Pound, EU, Yard,
Oance, or other thing, being
Dence.
14
5
I
2
6
55
56
7
8
9
3
3
3 3 4
3 9
4
9
2
7
58
591
5
55
5
5
5
62
S to
14
15
6
631
641
6
7
6
6 8
7 I
17
1
66
18
7
7
1
19
20
7
6
7 II
8
8
8
4
69 )
9
70
2
23
24
9
9
9 7
I JO
7
71
72
So
(84)
90
1 13
5
26
6
27
100
2
(28]
29
1
6
8
6 8
4 3 4
5
8 8
6
300
400
500
8
4
32
33
34
12 10
Co O A
0 13 4
13 9
0 14
0 14 7
o 15
0 15 5
700
14 11
16 13 4
18 15
이
​37
O IS 10
O 16
o 16 8
39
40
62 10
DO O A COOLA 000 000
42
o 17
43
goo
1000l
20 16 8
2000 41 13 4
3000
83 6 8
5000] 104 3
6000 125
7000 145 16 8
Sooo 166 13 4
9000 787 10
I0000) 208 6
20000 416 13 4
30000 625 0
140000 8336
50000/1041 13 4
6
9 17 11
18
4
18
9
019
O
45
46
o 19
48
1
49
1
50
o jo
2
heValue of my
90
The 3 I
$. d. f.
is o
53
54
Value
of .
$I is 3 3
3 3
1. Price of the Pound, El, Tard,
Ounce, or other thing, being
W Pinck farthing.
1. S. d. f72
55
03
3
(56)
6
57
3 II 1
5 4 2
4 4
59
5 93
60
6
3
6
1
5 3
14
I
7
61
62
63
64
65
6
6
7
6 8 1
7
6
8
8
63
66
8 10 2
1
7 5 )
7 10 2
8
3
8
پی ها
67
68
69
9 3 3
99
1
I 10
6
11 9 31
(28
8
30
13
1 2
I II
3
I II
80
[84]
90 19. 4. 2
39
112
9
6
300
3
400
$oo 10 18
9
600
7001 IS
6
3
800
17 10
900 19 13 9
21 17
6
o 13
6
32
5
14 IO
35
15 3
15 90
36
o
16
16
38
39
7 6
42
43
6
0.17 II
18 4 2
93
Q 19
19 30
8
18
6
3000 65 12
4000 87 to
5000 109
босо 134 5
7000 153
8000 175
gooo
196 17
10000/ 218 15
20000| 437 10
300001 656 5
40000 875 0
50000 roga
45
0 19
6
O O O O O O O O O
6
48
1 5 1
49
50
TheValue of a mi
90
2
54
)
4
4 2
3
43 The is 3 2
5
o
4
53 Ounce523 s. d. f.
of 51 is 1
being
,
10
3 Price of the Pound, Ell, Yard, or other thing, Five Pence civo fartynas,
1.
Value
I 6
90
55
5
7
3
(56
5
8
3
8
57
4
6 70
4 7.0
7
5
60
I
I
1
6
1
I
53
59
6 o
5
6 o
8
5
8 10 2
14
6
6 10 2
63
64
1
66
17
I 10
3o
18
8
8 8
9
69
23
7
8
wao
25
I 10 8
6
I
3
2
5 10
[112]
[28]
29
0 13 3 2
o 13 9
6 17
8
6
32
0 14
9 3 4
O 14 8 C
2
34
o 15 70
16 6
37
38 O 17 5o
39 O 17 10 2
18
45 16 g
0
o 18
600
13 15
16 0 10
8col 18 6 8
900
6
1000 22 18 4
2000
3000 68 15
4000 191 13 4
5000 114 11
8
6000 137 10
7000 760 8
8000l: 183 6 8
9000206 5
S.
229 3
3 4
2C0004586 6 8
30000 687 10 O
40000 916 13 4
45000 vozi 5 5 0
o 19
o 19
3
3
8 2
43
44
45
46
6 2
48
49
50
2 II O
TheValue of
S. The 1Ounce, Yard
.
is 1
I
I
156)
Price of the Pound, Ell, or other thing, being
five Pence thret Factbinge.
Value
d. .
of
4 5 1
3
5
4 ILO
5 4 3
5
54
5 10 2
6
55
6
4
7
3.41
6 10
8
3 IO O
57
7 3 3
9
3 3
58
4 9. 2
5 3 1
60
8
9 o
59
6
62
9
8
6
63
IS
64
8
7
8
68 1 1 1 I 3
17
8
8
72
67
9
9
68
7
9
69
21 o 10
3
70
6
I
ao:
83
61
I
2
I
1
I
1 14
1 14
60
O 11 II 3
72
80
(841
6
1 18 4
30
3
7 II
27
(23)
29
5C
2 1 3 8
0 13 10 3
30
300
7
31
14 10 1
9 II
8
O 15
O 15
32
33
34
35
16
3 2
16 16 5
0 16
0 17
8
3
23 19
8
38
39
40
4
o 18
18
o
19
95 16 8
7 3
500
11197
6
700
19 3 4
21 II 3
1000
2000
3000
4.000
5000 119 15 10
600c
143 15
7000 107 14
8000
191 13 4
9000 215 12
6
10000 239 11
8
479
3
30000 71% 15
400cc 958 6
I
1
43
2
3
46
6 1
20000
48
3 5 3
49
50
4200c1c065
TheValue of mtno
IS 1
9
1
I
1
The Price of the Pound, El,Yard,
Ounce, or other thing, being
bir 19 ince-
Value
of
51
6
52
53
6
7
3
55
7
(56]
8
4
57
4
6
9
5
9
5
6
60
6
6
O o ooo
colo
I
joooooooooo
OTO
no NN00 oo ON OY
}
I
9
1
9
59
oloworoloone
OT I
61
9
13
I IO
TIT
I 11
o
631
15
6
64
I 12
6
ܘ ܘܐܘ ܩܘ
17
8
6
I 13
I 13
I 14
0
9
6
68
Tg
6
6
6
O IO
0
6
2 I
0 10
I 15
0
ITO
I 15
9
6
69
701
71
72
73
80
[84
I 16
I 16
6
24
25
12
6
26
o 13
2
22
5
90
100
[28
29
30
o 13
o 14
O 14
015
(112
2 16
оооос
200
397 10
32
400
IO
0
o 16
O 16
I 10
017
600
O O O O O
6
15
17 IO
20 O
O IT
0 18
800
37
0
38
o 19
o 19
9
O O O LO
lood 25 0
2000
o
3000
2000 100
O
40
.
0 0 0
0010
42
0 0 0
O O O O O
9
44
O O O O C
9
»
5000 125
60od 150
2000 175
Sooc 200
roco 21
10000 250
2000ol 500
30000 750
10000 1000
48
49
SO
3
0
4
4
6
oloooo
O O O O
O O O O
S.
o
E
TheValue of at mine
55
1
8 71
1
I
I 2
0 3 2
1
I
52 53
I
7 8 1
7 3
s. 73
6
58
8
16
0 0 0 0 0 0
19
goo 23
The Price of the Pound, EH, Yard
Ounce, or other thing, being
Sit prnce farrbing.
Value 1.
d. f.
is o 1
of 51 it 1 6 7
3 73
(56
1
9
8
4
1
57
9
8
9
4
8 )
1 10
5
T 10
8
59
3
II
60 I II
3
12
6
91
13
6
9
32
14
7
6
x 12 3
15 7 9 3
62
6
17
8 10 1
66
9
1 14 10 3
9 10 3
68 I 15 5
20 10 5
61
I 15 II I
@ 10 TI 1
16
70
52
71
O II II 3
23
6 O
72
1 17
6 o
25. 13
0 1
74
I 18 6 2
26
6 2
Q 13 6
80
8 o
O 1403 [84] 3 9 o
[28]
2
90
29
100
[112
4
3
200
o 16 8 o 300
7
16
17
400
IO 8
34
O 17
82
35
600) 15 12
700
7
37
19 3 1
800
20 16 8
8
19 9
9
26
a
39
1000
3 3
IO
40
8
O O
10 or
52
78 6
4 3000
42
1 10 2
43
43
5000 130 4 *
2 11 0
6000 156
45
3 51
6 8
3 II 2 80ool 208
4 53
9000234 6
5
O O
8
4
49
5
6
20000 520 16 8
0.14 71
6 10
O 15
2 18
o 16
32
O 18
o 18
18
90
o 19
38
o ago
#fl2tion
41
4000 104
7000 18
5 Jo
&
47
3
48
10000 260
50
20000 781
O
The Value of a mano
2
The 2
o
Sir 7 9
8 2
8 2 54 9
3
55
2 0
8 8
3. Price of the Pound, Ell, Yard,
Ounce, or other thing, being
Pence two farthings.
1. $. d. Valur
d. f.
is 7 I 10
8
1 10 10 2
5
9
4 IO 2
5
5 II 2
58
59
60
I 12 6 o
6
13
13
1 13
7
7
7
8
8
N ON ON
IS
O
I 14
8 o
651
66
18
9
9
9
32
O IO IO C
8 o
ms
IS 9 o
I 16
32
68
1 16 10 O
69 17 4 2
70 17 II O O
II II c
72
72
1 18 5 2
1 19
1 19
0 0
62
15
29
31
O 14 7
2
15
8
O 16
3
o16 92
17. 4
0 17 10 2
50
0 18 11 2
6 C
80
3 4 o
(84
6
901
9
100
2
(112) 3
8
3
8
4
8
2
6
10 16 8
SQQ 13 10 10
690 16
0
12
32
tho.no
O 18
o 19
700
18 19
02
36
37
38
39
40
70
800
900
1000
2000
21 13 4
24 7
6
27
54 3
1 2
8 O
**ole
2
81
22
42
43
3000
49001 1o8 6 8
90
3 3 2
3 10 0
4 4.2
4 II 0
46
47
48
49
50
soco 135
8
4
6000 162 10
7000 189 1 8
8000l 216 13 4
9000 243 15
10000 270 16 8
20000] 541 13 4
130000l 812 10
v o ou
5
O OL
6 6 2
1 O
O A CO
11 heValue of a mano
I 1
54
993
93
51 is 1 81
8
5S
Valur
of 531 9
1 32
7
8
6 0
The Price of the Pound, EM, lard,
Ounce, or other thing, being
Sie Pence thret fx. things.
IO I 1 2
(56
1 1 1
3
I I 2
I 1272
57
59
6
6
9
6
9
I 14 3 3
7:33
62 I 14 10 2
7 10 2
I 15
8
2
9 Ос
6
I 6 6
9 6 3
66
I 17 8
8 1
1 18
3
6
O II
194
581
113
II
13
15
16
ou
IS
19 11
6
23
0 12 1 2
0 13 6
24
73
74
80)
26
5
27
[34]
2
7
30
7
3
100
2 16
3
30
[1tz
o 14
72
0 15 2
o 15 9
3 3
o 16 10 2
o 17
0 78 O 01
6 31
o 19
o 19
19 8 1
o 3
3
5 12
31
2.00
6
9
o 18
5
17
33
34
35
36
37
38
39
40
9 31
I 4 2
I II I
6 0
3
o 3
300
S 8
400
500
0 0
700 19 13
800
900
1000
2000)
56
5
3000
94
4000 10
5000 110 12
60-01 163 15
7000| 1:6 17
8000] 225 o
9000 253 2
6
10000
281
5
20000! 562 10
1
3 72
43
44
4 2
I 4 9
5 3 3
0
46
SIO 2
47
48
6
7 0 0
7.
6 3
O O in
49
50
8
30000 843 15
TheValue of a mano
9
1
5*
4
9
51
Value
33
19
.
The Price of the Pound, Ell, Yard
Ounce, or other thing, being
Siden 19ence.
S. d.
O
( 56
]
4 8
5
5
8
I 13 3
1 13 10
I 14
5
59
60
solo
5
O
7
3
6
62
631
I 15 7
16 2
1 16 9
64
65
66
II 6
9
1
68
691
1 IS
19
19
8
3
0 10
3
20
13
72
oopvonlow
cowwomö
73
74
80
15
9
[84]
2
9
(23) o 16
36
o 16 m
o 17
6
100
2 19.
(112)
30
31
5 16 8
o 18
o 18
8
819
0 19 3
35
3:
35
33
oot
1005
0 19 10
5
O
Oo **0lo to to o tosoltos o +
37
38
39
40
1 13
4
14 11
600
17 10
0
8
700
4
Sool 23
6 8
900
1000
3 4
2000
58 6 8
3000
87 10
4000 | 136 13
4
8
$ood 2.75 16
boool 175
7000 204 3
8ooo 233
6 8
9000
262 ID
10000l 29! 13
20000 587 6
1300002 875
9
3 4
42
43
O
a au un
45
46
ovoulöw com a
47
48
No oo o
4.
8
49
50
2
TheValue
The Price of the Pound, Ell, Tara
Onnce, or other thing, being
Sene. Po Farting
d. f.
Value
of
51
3
521
1
1
O
3
3
6
0000oooo.
SS
[50]
57
wou only on
3
1 13 10 O
4
4 T0 0
5 5 1
6
6
58
:
I 15 7 3
1 16 10 I
O O O O O
7
7 10
8
5
I 18
59
60
61
62
63
64
64
66
67
68
6g
9
IO 3
0 10 10 2
I 19 10 2
5 3
53
0 12 10
8
8 1
o 13
> 10 3
o 13 ro 3)
72
3
6
0 14
6c
73
74
4
8.
8 2
80
2
8 40
0 16
3 3
[2] O 16 ILO
29
O 18
31
o 18 8 3
o 19 4
0 19 11
o
33
34
35.
6 2
39
9 C
37
2
2 II 2
24
38
39
3 6
9
SO 2 14 4 2
10C
3
7
8
Ο ΙΟΟ
30
9
400
12
500 15
60c
18
700
2 II
Doc
3 4
900
27 3
1000
30
2000 60 8
3000 90 12
4000 120 16 8
5000 ISI O 10
6000 182
7000 211
9
241 13
9000 271 17
6
100DO 302
8
20000 604 4
4. 2.c
4 9
5 4 2
5 II 3
42
43
44
45
46
21
7 9. 2
8ooo 241
47
8 4 3
48
49
9 0
O
9 71
90
1 10 2 2
30000) 906
TheValue of a mano
o
The 9
I o
2
3
90
9
6 o
6
2
1 12 2
,
Price of the Pound, Eli, PardOunce, or other thing, being
Seven Pence ttzo Facching 3.
1.
8. d. 1.1
of $1 iş 1 II 10 13 I [56]
57
IS 7
5
1
59
3
60
17 60
6
61 28
9
13 I 15
91
30
9
16 10 2
I 17
6 10
2
12
i 18 go
8
63
19
64
6
2
65
66
2
3 0
62
I 10 21
89
IZOL II
69
2
3
3 90
13
13 9 0
25
O 15 7 2
3
26 10 2
16
2 10
72
73
74
so
[84]
90
TOO
(12)
awww N N N N N N N
27
[281
29
O 17 6
Oo oo
2 12
16
2
10
ooow on
Q 18
18 9 0
31
oo
910
4. 2
1
5
9 7
6
12 10 o
15 12
33
34
400
Sou
9
18 15
T
36
9
O
37
3
40
ܗ ܘܗ ܘܗܘܗ ܘ ܘ ܘܐܘ ܘ ܘ
4 2
5
5 7 2
30
700
21 17
6
800
25
900
28
6
31 o
62 10
3000 93
93 15
4000 125
O o
9000 156 O
60001 187
187 10
7000 218 15
Booo
250 0
gooo 281
5
100001 312 10
20000 625 0
3000o| 937 20
6 10 2
6 o
Bonjonom of ou non
Nooco
4.6
9 0
ooooooo
47
48
9 4 2
I IO o o
I JO 72
O O O O LO
49
TheValue of
Value
The .
,
N mylo
O O O O
1 16
1 16 93
Price of the Pound, EU, YardOunce, or other thing, being
Seven 19ence three farthingsIS O
3 of $1 is 1 12 It i
3
52 1 13 70
53
2 2 3
5
3 3 54 1 14 10 2
6
3 10 2
55 IS 6.)
7
4
156)
2 O
S
57
9
5 9 3
I 17 5 2
6
5 2 59 118 I
60 1 18
7 9 0
61
1 19 4 3
0 8
62 2
O 2
14 09
2
8 1
15
9
8
Y
4 o
26 O IO
0 10 11 3
66
72
18
7
67
19
0 1 2 3
68
20 0 12 I 1
11 0 69
4 6
6 3
6
70
5.
$8)
13 o
4 3
63
64
65
1 UL 3
2
2
3 3 1
0 13
2
O O O O O O O O
SIO 1
23
24
o 15
73
2
0 14 10
6
0 16
o 16 9 2
7
26
80
(84)
o 17
27
[28]
29
90 !
30
0 18 8
0 19 4 2
O
0 ]
8 ci
3-3
32
33
34
35
16
19 7 6
36
1
38
O O OON
100
3 4
(112]
3 12
6
9
sco
9 13 9
400
12 18 4
500
2 11
boc
700 22 12
Soul
25 16 8
29 3
32 5 Io
200c
8
30cc g6 17
6
4000 129
soco 161 9 2
600 | 193 15 20
7000 226
0 10
80oc 258 6 8
1000
7 1
3 3.0
3 10 3
4 6 2
5
2
S 10 o
5 3
7 1 2
7 9 I
8 5 o
9 0 3
39
40
41
la vow as
1
43
46
9 8
10
4 1
47
48
49
9000 290 12
111 oo Jococ 322 18
1 1 7 S
200cc 645 16
50
12
3 21 scoach 68 15
TheValue of a
.
Eight | Value :
3
1
1 16 8
58
.
2
1
:::
The Price of the Pound, Ell, Yard,
Ounce, or other thing, being
Derca1of 51 is T 14
3
8
52
53 I 15 4
5
3
54
55
7
8 156) 1 17 4
8
57 1 18
9
6
I 18 8
68
I 194
7
61
8
13
4
14
94
8
8
3 4
17
4
66
4
671
4 8
19
8
54
13 4
6
70
6 8
O 14 8
7 4
72
8
73
8 8
O 16 8
74
9 4
O 17 4
80
4
[84]
28)
O 18 8
90
30
29 0 19 4
8
(112)
8
8
63
oooooo *OOOOOOOOOOO* 900 + +0
16
6 9
18
23
2
6 13
00 Ooo
1
10
32
33
34
2
400
13 6 8
16
I
2
8
1
3
1
23 6 8
37
8
4
1
39
5
6
6
8
41
1
7
600 20
O
700
Soo 26 13
9001 30 o
1000 33
6 8
60 13
4
3000 700
4000, 133 6 8
5000 166 13
6000 200
7000 233 6 6 8
8ocol 265 13
9000 300
10000 333
6 8
20000 666 13
(30000 1000
****
43
8
O oo O ce
0
4.6
moy
48
4
I 12
I 12 8
113 4
A CON
So
TheValue of ammo
I Value
3
3
I 1O f
.
of 51 is 1 15
#
I 17
O O O O O O O O
58
2
60
1
6 31
64)
2
2
19
O 13
o
2
70
7000l 240 12
The Price of the Pound, EU, Yard,
Ounce, or other thing, being
Eight Bence Farthing.
d. f
1590
4
9
16 51
35
54
6
$5 I 17 9 3
4 93 [56] 1 18 6 o
8
5
6
$ 7
I 19
9
6
I 19 to 2
6 10 2
59
63
7
6
3
30
8
3
8 11 1
62
2 72
972
3 3 3
4
16
4 81
66
5 4 2
18
671 6
68
90
13
7 5
8
8
O 15
6
73
O 17
2 JO TO 2
26 O 17 to 2 80
27
6.3 [84]
9
(28)
o 19
3
3
29 O 19 II 1
3
8
9
30
3 17
200
6
32
300 Io 6
3
33
8,1
400 13 15 O
3
500
17 3
4
600 2012
9
3
37
800 27 10
6
900 30 18
39 7
40
1000
3cco 101 6
8 JO 2
4000 737 10
43
3 f0001 171 17 6
3
fooct 206 5
6
46
8ood 275
47
3 3 googt 309 6
48
10000 443 IS
2Coco' 687 10
71
72
2
O 16
2 15
2 17
Athe
90
17
1
68 IS
2
6
oooo
I 13
........
19100, 1000 6 3
TheValueof a mno
3
#
6
I 52
54
1
17
6 .
The Price of the Pound, El, Yard,
Ounce, or other thing, being
Cight anet rino FarthingsValue 1. d. f.
of 51 is 1 16
1 16 10 o
53 I 2
3
18 o 4 II 2
[96]
I 1980
8
9
58
7
591
2
92
O
60
8
61
62
63
3110
0 7 2
7
65
66
67
68
6
52
8
O 13
5 2
8 10
2
9 70
2
O 16
O 17
2 I
O 17 8
O 18
74
S
2 16 8
[28]
29
2 19
6
33 9
62
3
3.79
37
8.
33
1
3
1 4 9
6
36
5
1
6
1 6 11
400
17 14 2.
0
1
800 28 6 8
900 jt 176
1000
2000
70 16 8
3000 106
4000 141 13 4
39
35 8
8
41
43
10
46
1 12
47
48
13 3 2
1 14
O O
1 14 8 2
15 5 o
6000 212 10
7000 247 18
8090 283 6 8
9900 318 15 0
100001 354
zogool 708 6
|30000 1062 10 o
so
F 2
TheValue of me
551
51 is 1 17
3
1The I
2
.
. f.
2 lis o
OunceI
11873
TIO
52 of 53
5 2
d,
5
8
2
2
2
O
2
65
20
9 1
6 0
Price of the Pound, EU, Yard, or other thing, being
Eight Pence three Farthings.
Value
1 1 3 3
54 I 19 4 7
5 1 (56)
57 2 I 6
3
9
06 63
3 2
7 3
591
3
8
60
39 QO
8
61
4 5 3
9 53
5
63
5 IU)
64
6 8 o
16
74 3
661
8
28
o 13
6712
8 10 1
19
0 13 10 )
68
9 7
7
69 210 3 3
21015 3 3
70
7
23
O 16
24017
25
08 * 3
2 1 1 1 2
0 18 11 %
2 18
0 19 8
1 [84] 3 1
(28)
90 3 5 72
29
3 12 11 0
30 i
IO 2
[112] 4
8 o
31
7
7
3
10 18
9
400 4 11 8
34
4 9
1847
35
5
600] 21 17
6
36
6
700
5
37
6 11
3
Sool 29
38
I 7
goo 32 16
39
8
1ocol 369
9
2000 2 18
9 10 3 3000 ing 7
6
4000 145 16 8
43
5000 182 5 10
12
6000 218 15 o
7000 255 4 2
13
8000 291 13 4
471 14 3
goco 323 2
10000364 118
49 I 15 8 3 20000 729 3 4
72
73
26
18:4
50
1
I
5 10 o
300 1018
1
6 1
2
1
8 2
16 3
2
1
6 2
48
1 15
50
16
127500 1002 12 1
The Value of mine
ow one of our Owo owa
57
58
bow about loow abow
16
2
17
O
The Price of the Pound, EN, Yard,
Ounce, or other thing, being
Pine Pence.
Value 1. d.
I
6 of 57 is 2 18 3
3
3
52
I 19
4
3
53
I 19
5
3
2
54
6
55
3
7
5
(56)
8
6
2 9
6
3
9
6
10
59
4 3
8
3
60 2 5
9
61
12
2
3
5
62
13
14
O 10
63
15
O IT
8
3
64
65
2
8 9
0 1 2
66
9
6
18 O 13
67
3
19 O 14
68 2 11
O 15
69
21
o 15 9
70
2 12 6
16 6
71 2 13 3
23 o 17 3
2 14
24
o 18
73
2 14 9
25
9
26 O 19
80
27
3 3
[28]
90 3 7
29
100 3 15
30
(113
4
31
3 3
200
4
300
33 1 4
400
34
500
3
600
22 10
7
700
26
5
7 9
800
30
38
8 6
9001 33 IS
39
9
1000
37 10 0
40 1 10 o
2000 75
3000) 112 10
6
4.000 ISO
43
1 12
5000] 187 10
I 13
0
13 9 7000| 262 10
O 16
72
0 28
741 e
ܗ ܚ ܘܘܗ ܢܝ ܘ ܘܗ
ooo nolo meow me
O
[84)
1
T
7 10
18 15
35
36
1
O
O O O
60oc| 225
46
14 6
80ocl 300
O
I 15.3
ano Oanco O
48
I 16
I 16
9000 337 10
IOCOO 375 0
20000 750
26700/1001
0 0 0 0
0
49
50
I 17
TheValue of a mun
3 O
55
6
4
4
3
Pine Value
( 56
f
54
53
3 10 )
IO
2
s,
2
2
72
I
6 U11
82
2
O
61
62
63
6:3
69
113
,
The Price of the Pound, AXI, YardPence Farthing
d. . d f
1 6 2 of 5 is 1 19 33
3 O
3 3 52
2 O
8
6
57
3 111
9
4 8 3
59 5 5 3
8
5
60
6
9
7
13
O JO
7 9.2
14
8
IS
16
40
2 10
17 0 13 11
2 JO 10 2
18
0 13 10 2
7 3
19
68 2 2 5o
0 15 50
21
O 16
2 I3 II 2
O 16 1 2
2 14 8
3
23
72 2 15 60
24
73 2 16
0 19 31
17
26
O O2 80
3
8 o
271 O
93 [84] 3 4 90
(28)
7
99 3 7 4 2
29 r 1
3 17 Io
30
(112) 4
6
1
3 10
200 7 14
I 4 8 0
300
11 II
3
33
40 15, 8 4
6
500 19
19 5 5
35
бос
6
700
37
I 8 6
8oc
38
9
39
38 10 10
40
1 JO 10 0 2004 77 18
3000 115 12
112
4000 154 3 4
3 5000 192 14
13 19
231
14
8
7000 269 15 10
15 5 2 800c 308 6 8
I 16
good 346 17 6
48
toood: 388 8 4
49 17
20000 770 16 8
50 I 13
126000 1002
8
0 17 8
0-18 6
25
au A
6 1 3
26.19 7
30 16 8
2
6000 131 S
46
I 15
I 17
O al
1
TheValueofmino
Value
of 7o
The Price of the Pound, Ell, Tera
Ornce, or other thing, being
Aine Wence tivo Farthings.
O O O O O O O O O O
3
3
3 112
4 90
o 5 6 2
7
8
9
51 is 2 o 4 2
52
2
53
54 2
55 3
62
(56] 4 4
57
2 5
58 2 5 11 C
59 2
6 8
60
7
2 8
62 29
9
64
2 10
8c
52
7
1 2
O
8 8 21
6
lo 3 2
61
3
14
631
O II IO 2
8 o
16
65
18
2 13
19
0 13 52
0 14 30
015 O 2
0 15 10 O
o 16
2 I3 Too
67
68
69
70
71
72
o 17
SO
2 15 5
2 16 2 2
O o
O 18
2 17
0 19
2
OO
o 1992
25
26
1
4
74
2 18
7C
80
[84] 3
6 6
90 3 II 3
TOO3 19
(28)
29
30
39
4 8 8
200!
7 18
300
TL 17
5
6
6
1
400
15 16 8
1
6 110
8 2
soo 19 15 to
1
O
7
8 6 0
600 23 15
7901_27
2
I
36
37
38
39
9
32
39 II
1 11
8
1 12
I 13
27 14
31
900 35 12
1000
8
2cool
79 3
3000, 118 1
4000' 158 6 8
5000 197 18
6c0o 237 10
7009' 277
8000 316 13 4
9000! 356 5
10000 395 16 8
200.0
791 13
13 4 4
125300 Toor O
44
1 00 O L 00 0 + 0 0 A 00
46
1 14 JOO
15
50
22
18
1 18
9
I 19 70
16 5
17
48
49
50
TheValue of ammo
1
I
3
The O 2
I
4 55
3 3
TO 2
6
4 TO 2
3 O 3
3
54
30
3
53
5 2
. d. f.
2 lis o 7 2 of 51 is 2
s,
Price of the Pouna, Ell, YardOunce, or other thing, being
Pine Pence Three Farthings.
1. S. d. f.
d. Value 1.
7
5
[56] 5 6 o
8
6 6 o
3 3
9
7 3 3
7
8
59 27 III
o 8 11 )
2 8 9 0
o
9 3
13 Oto 63
14
4
63
8 8 1
9 9 o
61
2
62
O II
15
2 1 2
65
2 12
93
::
2 13
16
013
17 0 13 9 3
18
0 14 17 2
19 O 15 51
0 16 30
210 17 0 3
23
8 1
O 18
0 19 60
24
25
26
67
2 14 51
68
215 30
691216
702 16 10 2
2 17
8
2 18 6 o
2 19 33
74 3
80
3
8
3
go
TOO 4 130
(112)
) 4
82
33
1
[28]
29
2
9
3 0
313 in
30
31
o
300
400
16 5
5 2
6
6
7 7 2
8
9 30
32
33
34
34
36.
3 9
O
6
7
6
28 8 9
600
24
I
wiwi
:
31 jo
37
38
39
40
10
III
8
12 6 o
IS
900 36 11
40 12 6
2
2000 8r
5
3000 121 17
6
4000 162 10
5000 203
6
6000 243 IS
7c0c 284 7
800c 325 0
good 365 126
rocoo406
2000C 812 100
14 NI
9
1 16 6
17 4
18
19 0
19
46
O
48
49
*
So
3
7 21
124700 T003
TheValueof er min
is o
2
2
O
6
0
UOOO **
o
O
hoov ona
5 IO
O
6
63
2 13
2. 14
68
WYKOV
o 17
O 18 4
o 19
2 18 4
2 19
2
Che Price of the Pound, all Yara,
Ounce, or other thing, being
en Pence.
1. $. d. Value 1.
1 8
of
51) is 2
6
6
52 2
4
3 4
$31
4
4
54 5
55 5
7
156] 2
8
8
6 8
57
6
9
58
8
59
O
9
60
61
2 10 10
13
O10 JO
62
8
O II 8
2 12
0 1 2 6
64
16
0 13
65
O 14
2
66
2 IS
18
O 15
o
67
2 IS 10
rg
0 15 10
2 16 8
0 16
69
2 17 6
6
70
71
72 3
73 3
25
O 10
3
8
80
3
6 8
6
[84]
(28] 1
34
90
3 IS
29
100
4 3 4
30
5
4 13
31
8 6 8
6 8
3.00 1 2 10
33
6
400
34
1 8
4
500 20 16 8
35
9
36
700 29 3 4
37
Soo
38
8
900 37 10 O
39
1000 41 13 4
13 4
2000 83 6 8
I 14 2
3000 12510 0
42 15
4000 166 13
43
5000208
16 8
45 1 17
7000 291 13 4
4.6 I 18
2
6 8
9000 375 0
48 2 0
1oood 416 13 4
2 0 10 20000 833 6 8
8
24.000 1000
O
74
26
colo
3 10
1
5 lo
ONA O ON
16 13
600 25
0
0
33 6 8
+00**
6ood 250
Sood 333 6
2
TheValue of a mimo
2
The 3
o 4
5
I
3
2
I 6 3
6
1
4 3
8 23
55
53
6
3 Price of the Pound, El, Pard,
Ounce, or other thing, being
Ten Pence Farching.
Value
8 8.2 of 51 is 11 3
05 II 3 [56]
2 7 10 o
571
8 8 i
81
581
9
8
591
o 9
9 4 3
60
3
olo 3
50
5 3 IO O
7
8
9
10
6
07
2
3
1
6. 2
4 3
6 2
61
I
0 11
13
14
IS
16
631
641
0 1 2
0 13 80
O 14 6
6 1
OIS 4 2
O 16
17
18
19
20
2 16
o 17
% 19
--
22
23
o 18 9 2
o 19 7 3
6
I 4 I
26
3 8
[28]
90
3 3
3 II O
4 91
5 72
53
5.0
30
31
32
33
34
35
36
1
I
7
93
2 14
8 o
2 15
66
4 2
67
2 3
681 2 18
691 2 18 11 I.
70
3 O
7 3
72 3
6 o
73 3
3 3
80
[84]
9
3 16 10 2
100 4 5
[112]
415 80
8 10 10 0
300 12 16
400 17 I
8
500
1
6ool 25 12
6
700 29 17 11
800 34 34
goo 38 8
1000 42 14
2000) 85 8
8 4
3000 128 2 6
4000 170 16 8
$ooo 213 10 10
6000l 256 5
7000 298 192
4
9000 384 7 6
10000 427 1 8
20000 854 3 4
123500 1eo3 12 11
9
I 9 10 3
9.O
38
39
4.0
7
5
I 13 3 3
I 14
43
8 3
I 15 10 21
1 16 8
I 17 70
I 18 5 1
I 19 32
46
8000! 341 13
个
​2
48
49
50
I
1 101
2
8
This is one pieces milioni di indian seg eins einsta
The Price of the Pound, Ell, Yard,
TheValueof a no
O
O
2
O
8 I
O
A
0 0
7经​9
O O O O O
7 10 2
2 11
13
o 13
2 16
2 18
30
21
I
Ounce, or other thing, being
Ten Pence tipo farthings.
1.
d. f. Value 1. 8. d. f
is o 1 90 of 51 is 2 472
2 7 2 52 5 60
4
3
6
53
4 2
4 4 2 54 73
5 3 op 55
6
[56]
9 Oo
8
7
571 2 9 10 2
58
2 10 90
8 9 0
59
72
9 7 2
60
6 o
o 10
6
61
2 13 4 2
O II 4 2
62
2 14 3 0
14
30
63
2 15
64
od
16 0 14 0
65 2 16 10 2
17
0 14 10 2
66
2 17 90
18 O 15 9c
67
72
19
O 16 72
68 2. 1960
O 17 60 69
o 18 4 2 70
3
o 19
30
71 3
72
3 3
1 O O
73 3 3 3 10 2
1 IO 2
74 3 4 9
9 o
I
3 72
[84] 3 13
6
[28] 4 60
90
29
5 4
IOON 4
30
6
30 (112)
I 7
200
8 O o
300 132
6
33
I
4.00
34
1
9 90 500 21 17 6
35
I 10 72
600
26
5
36
1 11 6 o
700
6
37
38
I 13 3 od 9ool 39 7
6
39
1000 43 15
I 15
O o
2000
87 10
41
I 15 to 2
3000 131
S
42
9 4000 175 0
1 1772 good 218 15 o
44 18 6
6000 262 10
I 19 4 7000306 5
2
I
O
24
26
2
80
3 to
OO
3 13
3
2
4 76
4 18
1
31
8 15
X.WWW.
8 10 2
17 10
30 12
0 0 0 0 0 0 0 0 0
80035
O
0
8000 350
OOOO
0
:
2 ool
48
49
50
N N N N
9000 393 15
10000 437 10
2 10 a 20000 875
39
23000 1006 5
G
TheValue of a mono
57 5
fl'he 2 O
OunceI
IO
7
31
6
3 I [56]
4 55
. t. Value 1. S. d. f.
is o
92
53
d7o
51 is 2
2 8 1
4
3 70 53
58
of 7
84 2 ,
2
58
II
13
6
0 16
30
OI
19
017
3. I
O
8 2
3: 460
Price of the Pound, Ell, Yard, or other thing, being
Cer Bence the farthings.
S. d.
6 5 3 54
6
5 4 2
2 11 O 3
8
O 3
2 JI 11 2
IO
8 11 2
59 2 12 TO 1
9 10 1
60
2 13 9 0
12
0 10 90
61 2 14 7 3
62 2 IS
6 2
63
2 16
51
15
0 13
53
64
2 In 4
4 O
16
65
2 18
23
66
2 19
18
67
68
30 ILO
O 17 11 O 69
93
O: 18
93
70 30 2
82
19
3 3 7I
* 7234
I
6
73 3 54
25
741 3 3 2
26
3 3
280
3 11
8 o
[84]
3 15 30
5 I O
go 4 072
29
T 5 II 3
4 9 70
I
6 10.2
[112]
7 9 I
200 8 19 20
8 8
300 13
8
9
33
9
6
3 400
34
5 2 500 22 7: II
600
6
35
3
700
31 7
I
37
I 3
1 14
900 40 6 3
39
1 000
I 14 ILI
44 15 10
I 15 IO
O 2000 891 8
41
I 16
83
3000 134 76
72 4000 179 3 4
I 18 63 5000 223, 19 $
44
5 O
6000 268 15
45 2
7000* 313 10 10
45 2
8oco 358 6 8
9000 403 3
6
O 10000 447 18 4
49
3 10 3 20000 895 16 8
1
6
2
28
32
I
17.18 4
26 17
36
I 13
800
351 16 8
38
I 19
2
48
2
2
921 122400 13 6 8
The Value of a mno
3
3
4
3
The o
4
5
8
57
Va [6
.
5
6
58
6
5
551
uel
52
9
54
87
532
2 7
being
13
do no no nima
O
61
64
65
0 14 8
0 19
ܚ ܀ - 6
I
1
Price of the Pound, Eli, Yard,
Ounce, or other thing, Eltvin Dence.
1. $. dI s.
I 10 of 51 is 2 6 9
9
56] 2 II
7
8
7
10
9
2
5912 14 I
0 10
602 15 10
o 11 O
2 15 II
62) 2 16 10
13
0 12 10
14
63 2 17
o 13
2 18
15
18 8
16
2 19 7
IT
66
3
18
O 16 6
67 3 I S
19
O 17 5
68
3
2 4
o 18 4
69 3 3 3
3
7034
22
71 3 5 1
I
3
72 3
6
24
73 3 6 II
I
74
26 I
801
3 134
I 4 9 [ [84] 3.17
[28]: 158
90 4 2
6
29
7
100 4 II
8
2
6
30
[112] 5 2 8
8
31
5
200
9
32
300 13 15
3
400 18 6 8
34
2
500 22 18 4
35
600
27 10
36 I
700 32
1
8
37 113 11
800 36 13 4
I 14 IO
9ool 41 5 o
39
15
100045 16 8
40
8
2000 91 13 4
41
7
3000 137 10 0
18 6
4000 183 6 8
L 19
5000|229 3 4
4
O
2 1 3 7000 320 16
46 2 2
8000 366 134
2. 3. 1 1 9900 412 100
IQ 00 458 6 8
2
200001 916 13 4
SO
22000'10o8 6 8
I
0
3 7 10
3 Io
O
6
O
13
I 16
I
CO O A 00, O
2
O
60ool 275
2
48
449
2
5 10
TheValue of a mouse
54
(The O O O 0. O
81
81
Ounce4
9
Cleven 53
8
1 10 3 9 с
3
2 .
being
,
72
7
10 SI
58)
60
61
2 17
2. 18
o 13
631
64
18
3 48
Price of the Pound, Ell, Yard, or other thing, Pence Farthing.
1. 8. d. f. Value 1 1. S. d f2 of 51 is 2 7 9 3
3
2 9 5 72 55 2 1 6 3
7
0 6 6
3 (56] 2 12 60
8 O 7 60
57
% 13 5 1
08
2 14 4 2
IO og 4. 2
59
2 15 3 3
TI O jo
3 3
2 16
O II 30
13 O 12
62
2 19 03
15
O 1403
3 0 0 0
16
O15 OO
65
3 o II 1
17 0 15 111 66
3 1 10 21
O 16 10 2 67
3
93
19
Q 17 9 3
68
3
3 9
o 18 go 69
81
21 o 19
70 3 5 7 2
3 6 6 3
1 6
3 72 37
6
24
2 6 o
73 38 5
25
1
3. 5) 74 3 94
26
80 3 15
27
3 3
[84]
(28) 1
6
90 4 4 4 2
29
7
100 4 13 9
8
(112] 5 5 0 0
31
0 3
200 97 60
1 IO O
300 14 13
33 I 1 10 11 1
400
I 11 10 2
500
600
28 6
36
1 13 9 O
700 32 16
3
37 I 14 8 )
800 37 10
38 1 1572 900 42 3
39 1 16 6
food 46 17
40
2000
93 15
1 18 51 3000 140 12 6
I 19 4 2 4000 187 loo
43
2 o 3 31
5000| 234 76
44 2
6000 281 5
45
7000 328 2 6
2
3
800c
47
03 9000 421 17 6
5
TOOOC 468 15 O
49
20000 937 1
o
1 4
3 18
3 o
I
30
19
32
815
35
1 12 9 3
2
O O O OO Ow
3
1 17 60
I 30
48
o o
5
so
6 IO
21400|1003
6
2
TheValueofmino
of The Value .
.
ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ
58
60
2 17
5 2
O
0 14
O 17
0 18
:
6
Price of the Pound, En, raraOunce, or other thing, being
Cleden Dance tipo Farthings1. S. d. 1.
is o
111 O
51| is 2 8 10 2
2 10 2
52 2 9 10 ¢
3 10 o
53 2 10 9 2
4
54
9 o
5
55 2 1 2 8 2
7
6 8
8 2 (56) 2 13 8C
8
7
8
57 2 14 7 .
9
8
7
% IS
7c
JO
970 59 2 16 6 2
o lo 6
6 o
6 o
61 2 18
52
12
62) 2 19 50
14
o 13 50
631
4 2
IS
64)
3 4o
16
O 15 4
65
3
O 16 3 2
66
13
3 3 3
o 671
19
68
3 5
O 19
69
3
70 3 7 1 0
71
3 80
23
3 9
24
3
73
3 9 II 2
74 3 10 ILO
80 16 8
8 o
1 $10 2 [84]! 4
6
(28) 1
6 10 O
90
3
29 1
7 9
100
4 15 jo
30
8
(112) 5 7
31 9
200
9 11
8
1 10 8
300
6
33
7
400 19 3 4
34
7
500 23 19
35
600 28 15
36 I 14 6 o
700
33 IO IO
37
1 15 5 2
800
38 6 8
38
900
43 2
6
39 I
1000
4
18
2000
8
3
3000 143 IS
42
3
4000 191 13 4
5000 239 11 8
6000 287 10
45 23
7000 335 8 4.
46
I O 8000 383 6 8
9000 431 5
48
10000 479 3 4
49
20000 958 6 6 8
12 1000 1006
5.
3
1
3 16
4 6
o ovo loo
NO
I 13
62
1 16 50
47 18
95 16
I 19
5 02
E
OO
6 1 1 2
2 711
11 01
The Value of a mano
2 51 is 2
3
55
The 3 10 10
4
ILO
2 12 10 2
6
5 10 2
54
. d. f.
is
III 2
.
53 2 11 10 3
5
4 10 3
2 Value 52
of $.
,
9 III
7 10 0
.
8 93
61
62
2 19
63
15
8 ]
64
3
0 14
0 15
16
11
18
6
I
62
Price of the Pound, EN, YardOunce, or other thing, being
Eleven Pence Three Farthings
1. S. d. f113 1O I
7
6 10 11
[56] 2 14 10 O
8
57 2 IS 93
9
58 2 16. 9. 2
9 9 2
59 2 17 9 I
11 o lo 91
160 2 18 9 0
O II 90
8
3
13
O 12
8 3
3
8 2
14
8 2
8 ]
8
8 o 65 3 3 1 7 3
O 16 7:31
66
3 4 7 2
0 17 7 2
67
3 5 7
19
o 18
71
68
6
20 O 19 70
69 3 7
3
21
o 63
70
8 6 2
1
71
23
6
72
60
24
3
93
53
25
4 5 3
741 3 12
26
5 5 2
80 3 18 40
27
6 6 51 (84) 4 2
[28]
750
90
29
8 4 3
100
4 17 010
30 9
(112)
5 980
31
i jo
10 4
200 9 15 10 0
32
I II 4 o
300 14 13 9
33
400
8
34
1 13 3.2 500 24 9
35
14 3
бсо
29 *7 .
6
I 15 30 700345
34 55
37
800
1:39 3 4
38
1 17
900
I 3
39
18
LOOO 48 192
40
I 19
2000
o
3000 146 171 6
4000 195
8
43
5000 244 15 10
44
3
6000 293 15
4 0 3 7000 34% 14 %
46 5 0 2
800c 391 1314
2
go0ol 440 12 6
48
7 O o Iocol 489 11
8
49
7 II 3 20000 9793 3 4
39 6 1
3 Jo
3 II
6 o
48
19 11
36
J 16
2
97 18
195 16
2
6 01
50
8 II 21
120500 1003 12 II
TheValueof* mtino
% The O O O O O
14
6
6
54
4
4
2 13 0
5
5
51 is 2 II
3
3
welve 52
53
of being
OOO
O
2 18
O
O 13
0-14
O 15
O O O O O
16
O
3 6
0 0 0 0 0 0 0
3 12
Price of the Pound, bli, Yara,
Ounce, or other thing, Pence.
1. S. d. Value 1. 8. d.
is o
55 2 15
7
7
156) 2 16 O
8
8
57
2 17
9
58
0 10
59
2 19
O II
60
3
O 12
61
3
1
62
3
2
14
63
33
15
64
3 4
O 16
65 35
17
O 17
66
18 O 18
67 37
19
019
68
3
8
1
69 39
21
I
70 3 IO
3. II
23
I 3
I 4
73 3 13
25
5
3 14
1
6
3 15
27
I 7
80
[28]
8
[84]
I 9
90
30
100
31
[112]
32
I 12
o
33
300 15
34
400
35
500 25
36 116
600
30
37
700 35
38 I 18
800 40
39
900 45 0
40
1000 50
41
2000! 100
42
2
3000 150
43
3
4000 200 0
44
4
5000 250
45
2
5
2 6
7000 350
47 2
80ool 400
48
9Ooo ASO
49
9
10000 500 0
50 2 10
20000 1000 O
@
751
I
O
4 10
5 0
5 12
0 0 0 0 0
I 13
I 14
I 15
o o
o lo
I 17
19
o
2
0 0 0 0 0
6000 300
46
2
O O O O
2
H
The Value of the
11
15
6
2.14
5
2
16
0
4
4 1 O
of 55 2 54
53 S.
1 13
dif
.
2 17
O O O O O
I
www.es
O 13
14
18
23
I
The Price of the Pound, Ell, Yard,
Ounce, or other thing, being
Twelve Pence Farthing
d. f.
Value
51 is 2. 12
3
3 O3
52 2. 2 7
7 I 3
(56)
8
8
57
2 18 2 1
9
9
58 2 19 2 2
59
3 0
23
II
O II
3 30
30
61
3
2
13
31
62
3 3 3 2
O 14 3 2
63
3 4 3 3
015
3 3.
64
3.5 4
16 o 16 4 0
65
3
6
0 174
66
3 7 4 2
o 18 4 4 2
67 3 8 4 3
19
0 19 4 3
68
3 95
20
5
69 3 10 51
21
1
5 I 70 3 1
5 2
22
3 12 5 3
3 53
72 3 13
6 a
24
4
73 3 14
61
5
6
74
3 15 6 2
26
6 6 2
75
63
6
3
4 I 80
[28]
[84] 4 59
29 97. I
4 II IO 2
30
TO 7
100
5 2 1
37
73 [112]
5 14 4 0
1 12 8 ol
200 IO 4 22
33
I 13 81
300 15 6 3
34
I 14 8 2
400 20 8 4
35
1 15 8 3 500
25. I
5
1 16
go
600 30.12
6
37
9
700 35 14 7
38
I 18 92 800 40,168
39
1 19 9 3
900 45 18 9
40
2 O TO O
1000
51 O 10
41
2 I 10 1 2000 102 1 8
3000 153 2 6
43 3 10 3 4000 204 34
4 II O
5000 255 4 2
45
5 II I
6000 306 50
6 IL 2
7000 357 S 10
6 8
48 9 0 0
9000 459 7
6
49
2 10 O 1
10000 5108
1
3 16 6
80
8 7.0
90
36
1 17
of our
4-6
8000 408
o 2 19000 969 15 10
TheValueofmwo
55
The O
54 2 16
6
1. $d. f.
is o
Ounce2 15
O S
53
51 is 2 13
3
2 14
O 4 2c
ΙΟ
Value of .
,
2 18
57
1
1
13
63
64
15
3 6
1
I
Price of the Pound, Zl, lan', or other thing, being
Tweloc joence the farthings(561
7
4 0
8 4
2 19.4
581
3 0 50
ото 5
59
3 5
5
60.
3
6
O 12 6 o
61
3 3
6
62
o 13 6 2
3 4 70
14
o 14
3 5 7 2
O IS 72
16 O 16 8
65
82
17
66
0 17 8 2
3 9 9 o
18
67
3 992
19
68
o 1992
3 10 IO O
69
3 I 10 2
70
3 12 11 O
2 JIO
71 · 3 13 11 2
1
3 II 2
3 IS
24
I 5 O
73
3.16 02
6
3 17
26
7
75
I 8
80 43,4
[28] I 9
[84]
476
29
1 IO
90
4 13 9
30
I 11
3.0
100
5 4 2
31
[112
32 I 13 4 o 200 10 8 4
33
1 14 4 2 300
6
34
I 15 5
4001 20 16 8
500
26
O 10
36
6
600 31 5o
37
I 18 6
700 36
36 9 2
38
1 1970
800
41 13 4
39
goo 46 17 6
40
I 8
1000
52 I 8
2 8
1000 104 3 4
42 2 39 90 3000 156
5
492
4000 208 6 8
44 2 5 IO O 5000 260 7 4
45 2
6000 312 10
27 11 of
7000 364 1 8
2 8 11 2 8000 416 13 4
48 2 10
9000 468 15
49
10000 520 16 8
2
IO
19300 1005 4
Н
25
74
3 78
5 16 8
15 12
1 16 5
I 17
2
O
6 10 2
le
12
TbeValue of two
2 3
5
The 55
. f.
is
5 3 Value
51 is 2 14 21
3
3
2 15 3 o
4 4 30 53
of 52
12 d16
S.
,
o
57
O
3
58
I
8
6 111
62
63
64
65
16
3 Io
o 19
/ AWO
1
1
Price of the Pound, Ell, YardOunce, or other thing, being
Utveide Pence thjes Farthin s.
1.
$. d. f.
. 3 3 54 2 17 4 2
6 4 2
18 5 3
7
7 51 [56]
2 1960
8
8 6
3
6
9
9 6 3
3 72
O JO 72
59
3
II O II
бо
3 3 90
12
9
61
3 4 9 3
13 O 13 9 3
3 5 10 2
14 O 14 10 2
3
15
O 15 11 1
3
8 O o
O 17
3
9 03
17
o 18
O 3
66
18
67
3 II
19
1
2 )
68
3 12 3 O
1 I 30
69 3 13 3 3
3 3
70 3 14 4 2
3 4 2 711 3 15 5 1
23
4 5 1
72
3 166
24 5 6 0
73
3
6 6
3
74
1
772 75
3 r9 81
27
88 8 1 80
5 OO
(28) I 99 9 O
[84] 4 9 3 O
29 1" IO 93
90 4 15 7 2
30
I II IO 2
100
5
6
30
1 I 2 II I [112]
5 19
32 114
1O 12 6
0 3 300 15 18 9
34
1 16
400
35 I 17
500 26 11
3
36 I 18 30
боо
31 17
6
37
1 19 33
700 37 3 9
38
0 4 2
800 42 10
39
5 1 900 47 16 3
40 2
6o 1000
6
2 3 3
1000) 106
5
42
2 4 7 2 3000 1597
6
43 2 5 8 1 4000 212 10
44 2
9 5000 265 12 6
45 2
7 9 3
6000 318 15
46
8 IO 2
7000 371 18
47 2 91
48
11 OO
9000) 478 2 6
49
O 3 10000 531 5
50 2 13
19000; 1 009 7
6
1
25
3 18
3 17 6
72
26
31
33
21 5
les
2
22
53
:
O
6
Sooo 425
O
O O OO
.
The Price of the Pound, Eli, Yard,
.
s. d.
The Value of a mano
2
I 9
3 IT
O
0
I
O 13
O 14
O 15
2
3. 1o
3 II
3 12
3 13 8
I
3 15 Io
3 to
4 II
Ounce, or other thing, being
Thirteen Dence.
). 8. d. Value 1.
of 511 is 2 15 3
3
3
52
3
2 16 4
4 4
53
4
% 17 5
5
5
5
54
% 18 6
6
6 6
55 2 197
[56]
3
8
7
8
8 8
57
3
58
9 9
3
9
O 10 10
59 3
O II II
60
3 5
61
3
6
I 2
1
62 37
63
14
8 3
3
O 16 3
64
15
3 94
16
0 17 4
65
5
O 18
66
5
17
6
18 O 19
6
67
7
7
68
I 1 8
69
20
3 14 9
21
2 9
70
3 16 11
1
72 3.18
6
3 19
25
7
74
4 o
8 2
75
1 1 3
27
80
93
[28]
I 10
4 [84]
29
5
90
6
4 17
30
I 12
6
100
8 4
31
I 13 7 [112] 6 4
32 1 14 8
Io 16 8
1 15 9
300
34
i 16 io
400
21 13 4
35 117 II
500 27
8
36 1 19
600
32 100
2
I
700 37 18 4
I
800
8
39
2 3
900
48 15
40
1000 543 4
41
2000 108 6 8
42
2
5
6
3000 162 10
43
4000 216 13
5000 270 16
8
9
6000 325
325 0
46_2 9 10 7000 379 3 4
2 10 11 8ooo 433 6
8
9oOol 487 10
49 2 13
jocoo) 541 13 4
4
SO
14
180ool 9750
I
1
26
1
4 6 8
On moo Floo O too o
5 8
16 5
1
37
38
41 6
2
O CON onu N O
colo
Oo oov oluAWN
+00 o 70 o tooo + 0 +0
47 12
48
TheValuen am
2 tihe is Value
or d, f.
2
51
2 16 3 3
0
3 3 3 3 52
S. being
o
57
58
una
no
60
61
O 13
63
3 10
3
16
017
va!
17
O 18
18
3 18
.
23
Price of the Pound, Ell, Yard,
Ounce, or other thing, A 19. nce Farthini
1 s, d. t.
17 5 o
4
4 5c 53
6
54
2 19
6
55
8
3
7
8
[56 3
8
8 10
3
9
9 II 1
3 4 O 2
59 3 5 13
11
13
3
6
3 7 7 4 1
13
0 14 4 1 62 3 8
14
O 15 5 2
3 9 63
16 6
15
3
64
8 o
6
9 1
66 3. 12 10 2
O 19 IO 2
67
3 13 It 3
I
19
O II 3
68
3 15
2
69 3 16 2 1
21
3
70
3 17 32
22
I
4 3 2
71
4 3
5 4 43
72 3 19 6o
1
6 6 o
-4
73
4
I 7
25
74 4
8 2
I 8 S 2 75 4 2 93
993
80 4 8
IO II O [84] 4 12 9 9 Q
I 2
29
90
4 1942
30
5 lo
50
31
23 (112] 6 3 80
200
I 15 4 0
II
32
0 10
1 16
300
16 11
33
3
I 17
34
22
400
1
I 18 7 3
35
500 27 12
I 19 90
600
332 6
OTO 1
700 38 12 II
2
800 44" 3 4
39
9ce 49 30 9
40
4
1000
55 4 2
5 3
3 1 1000 110 8 4
6 4 2
3000 165 12
6
43
7 5 3
4000 220 16 8
2
44
8 do 5000 276 0 10
2
81
9
45
o
5
46
2 10 92 7000 386 9 12
47
2 1 10 3
8ood 441 13
48
good 496 17
6
2 14
49
1
19000 552
8
26
I
8 4
(28)
1 13
I 14
6000) 331
--
13 0
2 IS
18200 1004 15 1
TheValueofn mit
55 ol
4
The O O O O O O
54 22
3 9
6
6
$3 2. 1972
5 52
9 6 o
6
.
Value .
rara
013
63
3 12
O 18
o 19
I
1
3 16 6
3. 18
71
Price of the Pound, Ell, Ourte, or other thing, being
Chittten one two arthings1. $d30 of so is 2 17 4 2
3
3 4 2
52 2 18 3
7 0 7
7 10 2
[56] 3 3
OO
8
57 3 4
9
O 10
L 2
58
3 5 30
O II
59 3
6
O I 2
601 37
6 o
6
61 3 & 7 2
13 O 14 7 2
62
3 99 go
14 15 90
3 To lo 2
15
641
16
65
3 13
66 3 14 30
18
30 671
3 15 4 2
19
68)
0
69
3 17 7.2
3 72
90
I 490
3 19 10 2
1
5 lo 2
4
1
24
2
8
74
4 3 3 0
75
4 4 4 2
27
I 10
801
4 10 0
[28]
1 11 6
[84]
4 14 6
29
7
90 5
1
30
I 13 9
100
I
31
I 14 10 2
[112]
6 6
32
I 16
200)
5 O
33
1 17
300
6
34
1 18 3
400 22 10 O
35 I 19
500 28 26
36
6 o
600!
33 15
O
37
72 700
397
6
38 2 90 800
45 o
39
3 10 2
900
40
5
1000 56.5
12
2000 12 10
42
7
3
3000 268 15 0
4000 225 o O
44
9
5000 281
5
45
6000 337 10
46
7000 393 ISO
z 12 10 2
8000 4500
9000 506 S
10000 562 10
16
118000|1012 10
25
26
1 9 3
4 2
3
5 12
DELFI
16 17
;
50 12
of owooooooo
O NO
2
48
ooo
301
TheValve of me
55 The O O O O O
3 I 10 2
6
6 10 2
52
1
2 I.
S. ,
.
d. f11.00
O O O O O
60
3 II
3 I2
14
15
O 17
63
64
65
16
18
I
I
I
1
Price of the Pound, Ell, rardOunce, or other thing, being
Thirteen Pence Three farthings.
1. S. d. f. Valuel 2 3 2 of 51 is 2 18 5 1
3
3 5 19 70
4 70 53 308 3
5
5 8 3 54
3 3
7
8 0 1 [56]
3 4 2 O
8
9 2 0
57 3 5 3 3
9
3 3 58 3 6 5 2
5 24
59 3 7 7 I
0 1 2 71
38 90
O 13 9
9 o
61
3 9 10 3
13
0 14 10 3
62
o 16
2 1
3 13 4 o
018 40
3 14 5 3
17
0 19 5 3
66
3 15 7 2
67 3 16 91
19
9 I
68
3 17 ilo
20
69 3 19 O 3
4 03
70
22
5 2 2
71
I
4 1
6
4) 72
4 2 6 o
24
7
93 4 373
25
8
3
74 4 4 92
26
992
4 5 III
27
110 II I
80
4 II
8 o
[28]
4 16 30
29
I 13 2 3 90 5 3 I 2
1 14 4 2 100 5 14 70
31
(112]
6 8 4 o
32
200
33
I 17
300 17 3
39
34
400 22 18
4
35
500
28 12 11
36
2
600
34 7
6
2 4 3 700 140 2
38 23 62 800
4
8 ]
39
goo
3
40
5 10 0 1000
57 5 10
2000 114 11 8
8 12
3000 171 17 6
43
93 31 4000 229 3 4
44
2 10 50
5000 286 9
2
6
3
6000 343 15
46
7000 401 010
2 13 10 1 8oool 458 6 6 8
2 15
9000 515 12 6
49
2 16
13 10000 572 18 4
23
I
1
(84)
30
1 15
ooo
II 9
37
45 16 8
51 II
2
6 II 3
N NN NN
mgoolote o olan
45
8 2
48
50
2 17 32 J17500 1002 12
The Value of a mano
55 4
6
3
54 The $3 3
6
1. S. d.
2 lis o
2
3
3
53 .
0
8
3
8
4
52
6
Value 19
2
4. ..
O
000A00
0
0
0
0
0
A
col
OA
OSOA
. d5 10
7 58
II
3 to
O 14
o 15
13
14
O 17
16
O 18
18
3 18
I
2
1
8
I
Price of the Pound, Ell,Yard,
Ounce, or other thing, being
Fourtici Pence:
of sil is 2 3
8
(56] 3 S 4
8
9.4
57 3
6 6
9
O IO 6
3
8
7
O II
8
59 3
8 10
O 12 IO
бо
61
3 II
62
3 124
4
63
3 13
6
15
6
64
3 148
8
65
3 15 IO
O 19 10
3 17 O
1
1
67
2
19
68
3 194
3 4
69
6
41
8
I S
8
71 4 2 10
6 10
4 4
f 8
73
4 S
2
9
4
6
26 I 10 4
75
27
6
80
4 13 4
(28)
8
[84]
29
20 5 5
30
1 15
5
16 8
31 I 16
112]
6 10 S
32
I 17 4
33
1 18
6
300
34 I 19 8
400
6
35
O 10
293
36
2
600
35
37
3
700
38
46 13 4
39
5
6
40
68
58 6 8
41 2
7 10
20CC
116 13 4
42
3000 175
43 2 10 2
4000 233
6 8
2 1 1
5000 291 13 4
45 2 12 6
0
46
8
7000 408 6
8000 466 13
48
good 525
49
17
10000 583 6 8
50 18
4 17200 1003 6 6 8
23
24
25
maniye
4 18
II 13
17 10
5oC
ola
2
40 16 8
2
52 10
ಬಂದು
4
Bolagets
6000 350
2 13
I
TheValue of a fekio
554 5
511 is 3 63
3
The 54 .
1
3 4
7
3
52 3
1.
2 47
3 9o
4
4 90
3
53
Value of farthing2
sI 1
III
2 .
. d. f(56
9
591
3 IO
>
o 13
12
3 12
13
3 16
16
17
1
1
6
I
I
1
Price of the Pound, Ell, Yard,
Ounce, or other thing, being
Fourteen Ponce
6
35 3 3
8
3.3
3
6 6 o
o 9
571 3 7
8 I
o 10
8
3
8 10 2
1g O II IO 2
59
03
3 II 30
O 14 3.0
61
5 I
O 15 5 1
62
3 13 7 2
O 16 732
63 3 14 9 3
IS 0 17 9 3
6.
o 19
6
3 17
61
3 18 4 2
18
4. 2
3 19 63
19
63
6
90
C
3 9.
6
4 I III
4 II
4 3
6
71 4 4 3
23
72
7 3 3
6
4
24
8
73 4
1
9
8 ]
74
4 10 2
I 10 10 2
4 9
27
80
4 15
[28] I 13 30
[84] 4 19 90
29
6 10 2
5
I 14 5 1
30
1oc
1 15 7.2
9
31 116 93 112)
11 17 6
33
3001 17 16 3
34 20 42
4001 23 15
6
3 5001 29 13 9
2 2
37
23 111
700
5 1 2
39
goc 53
8
40
IOQO 59 7
6
41
2000) 118 15
421
3000 178
6
9 10.2
43 2 II 03
4000 237 10
6
5000-206 17
123.0
13 5.1
6000 1356 5
46
7000 415 12
47 15 9 3
8ood 4750
gooo 347
49
2 18
10000) 593 15
6 o
26 1 10 10
5 18
I 18
I 19
35
1
36
600
35 12
99
038
Soo
2
47 10
O
60313
6.0
2
4421
2 14
48
194
17000 1009
The Value of a +ino
5 is 3
The o
55
6
Ounce3 is 3
372
5 3 0
7 3 O
3 4
6
3 2 100
4 IOC
of
54
53 51 $2 .
,
1
72
8
3 II
3 2
O 13
61
12
13
14
15
63
3 16
17
I
6.2
18
I
19
20
I
2 I
...
22
23
Price of the Pound, EU, Yard, or other thing, being
Fourteen joence tipo farthings.
d. Valuch 1. s2
8
52
(56 37 8 O
9
8c
57
3 8 10 2
0 10 10 2
58
3 IO
0 1 2
59
3.7
60
3 I 2
6
3 13
82
015 S2
62
3.14 II O
O 16 II C
018
I 2
3 17 4 C
0 19 4C
65 3 13 62
3 19 90
9.6
6
O II 2
I 2 II 2
68
2
4
69 4 3 3 4 2
1
5 4 2
4 4
7o
I
4 5 9 2
7 9.2
72 47
9
8
I 10
4 950
I II
4. 10
1 12
16 8
I 13 10 O [34
5
6
90
8
9
100 6
17 671 [112
1 18 80
200 I 2 I
8
I 19 10 2 300
18
6
1
409
24 3 4
.
3 2 500 304
3
Serien
600 36 50
2
8
700 42 5 10
5 II O
8
27
900
547
6
4 0
100g 60 8
4
2000 120 16 g
2 10
3000 181 5
2 II II 2 4000 241 13
2 13.20
5000 302
14 4 2
6000 362 10
15 70 7000 422 18 4
2 16 92
6 8
18
good 543 15
10000 604 3 3 4
30 50
116000 966 13 4
I
26
5 C
7.2
27
so
4 76
I
O 2
29
30
I 15
1 16 36
5
31
6 15 4
2
2
33
34
35
34
Wir
48 6
8
9
6 2
#pool+O 004 0.06 0.0000 ooo
9 o
42
43
44
45
8ood 483
0 0
47
48
49
50
19
I 2
The Value of no
5 3
5
is 4 The O O O
o
2
6
7 4 2
6
3
6
51 is 3 2 8 I
3
3
d. f.
5 2
I 53
3 3 11 C
4
4 II 0
of 52
S. ,
I
7 O
8 7 )
O
3 IO
Oooow
58
3 2
O 14
O 17
O 19
3 18
64)
65
2
19
I
I 4
7C
Shop
I
Price of the Pound, Eli, YardOunce, or other thing, being
Fourteen Pence threr Farthings.
1. s. d. f. Value 1.
I 3
54 3 7
[56]
3 8 10
8
9 IO O
57
2 3
9
3 II
OI2
3 2
50 3 12
61
O 13
6o 3 13 9
12
90
61 3 14 11 3
13 O IS II 3
62 3. 16
14
2 2
63
3 17 5 I
15
O
5 I
8 o
16
8 o
3 19 103
17 J O IO 3
66
4 I
18 1
67
3 4 1
68 4 3 7 0
69 4 4 93
5 9 3
70 4
6
22
71
4 7
3
23
I 8
72 4
8 60
24
9
6 o
73 4 9
83
I 10 83 74
4 10 II 2
26
I II II 2
75
27 I 13 2 I
80
4 o
[28]
1 14 50
[84. 5. 3
29
I 15 7
go
72
1 16 10 2
30
100
6
2 II
31
[112]
8 o
32
200
IO
33
18:8
8 9
34
400
8
35
30 14 7
36 2
6
37 2 5 5 53 700
43 0
5
38
6 8 2
800 49 3 4
39
7 II I 900 55
6
3
40
2
9
4 3
2000
122 18
4
42
6
2 12 7 2 3000 184 7
8
43
4000 245 16
44
5000 307 5 10
6000 368 15
45 2 15 3
2 16 6 2 7000 430 4
2
47 2 17
91
8000) 491 13
48
ool
6
2 19
9000 553
8
49
o 2 3
10000 614 11
25
4
4 1 2
4 18
5 10
I 18
6 17
Onwoo Nu Oy
119
5
300
24 II
2
500
6001
36 17
619
? 10
aw
46
2
| 116300 1001 15
50
I 52
5
TheValue of me
6
2
3
The 6
3
54
S. 2
3 5
5
.
6
3
9
52 .
S. dd55
olo
3 lo
7
8
9
O 13
611
3 16
14
6 63
3 18
I
2
18
67
19
23
4. Io
Price of the Pound, Ell, Yard,
Ounce, or other thing, being
fifteen Penci.
Value) 1.
is o 6 of $1 is 3 3 9
3 7
6
3
8
8
9
(561)
57
3
O II 3
3 12 6
0 1 2
59 3 13
13 9
9
60
3 15
3
O 16 3
62
3 17
6
6
9
4
1
65
4 3
1
3
66
6
6
4 39
T
39
681
4 5
5
69
I 6
70
7
6
I 7
6
71 4
8
9
I 8
9
72
73 4 II 3
3
74
6
I 12 6
75
4. 13
80
3.5
[84] 5 5
I 16 3
6
6
6
I 18
7
2
200 12 10
3
300 18 15 o
400
0
2 3 9
foo 305
2
5
6ool
6
700 43 15
2 7
8ool 50
9
900
56
2 10
1000 62
2 II 3
2000 125
2 12 6
3000 187 10
2 13 9
4000 250
5oco 312 10
6000 375 O
7000 437 10
9
Sooo goo o
9 Go s62 10
3 3 10000 625
3
6 16000lioco
o
24
25
26
4 12
1 13 9
(28)
ago
5 12
5
32
33
34
35
36
2
6
37 to
37
aw
38
2 8
39
40
O ou ou
O O O O O
42
43
O O MO
O O O O O
45
2 16
46
47
2 18
O O O O
49
1
0 0
2
The Value of vino
3 3
55
The 54 5
6
2 3
7.
53 3 7 4 I
4 1
9
6
3
52 .
2
8. 7. 8 10
7
8
9
Price of the Pound, Ell, Yard,
Ounce, or other thing, being
Fiftten 19ance farthing.
1. S. d. f. Valuel I. $. d6 2 of 511 is 34. 9 3
3 9 10 3
[56] 3 II
576 3 12 SI
3 13
8 2
8 2
59 3 14 II 3
O 13. II
60 3 16
3
3 17
62 3 18 9 2
63 4
0 19
64
I
4
6:
71
66
67
I 3
4
68
5
5 5
6o.
6 8
4 8 II 2
58
O 15
61
I3
14
15
o
16
2
I
7
I
I
3 IO
18
19
1
1
21
I
22
I
7 II 2
4 to
I 9
I IO
24
25
6 C
9)
73
III
25
I 13
I 14
5 1
90
2 3
6 o
4 12 9 11
74 4. 14 0 2
7 4 15 3 3
80
80
[84 5 6
9c 5 14 4 2
100
[112
7 2
4 O
200
12 14 2
I
3
400 25 8
500 31 15 9
600
2 6
I 18
6 7
300
27
33
[28 I 15 70
I 16 IO I
30
3.1
I 19 4 3
2 O 8 o
33
I III
34 2 3
35
4 5 3
36_2_5_90
37 2
7 0 1
38
28
39
9
6
40
2 1 2
19
38
1
2 13 4
43 2 1473
2 15 11 0
45 2 17
46 2 18
5 2
47
8
3
48 3
1
49 3 2 3
700 44 9 7
800
50 16 8
goo 57 3
1000 63 10 10
2000 127 I 8
3000 190 12 6
4000 254 3 4
5000 317 14 2
6oool 381 5
7000 444 15 10
8000 508 6 8
9000 571 17 6
10000 635 8
4
2 19
go 3 3 3
15800/1903 19
6
sd, f,
IS O
2
TheValue of n mwondo
3 10 2
5
55
3 12
O II
5
3 16
2
6 O
0 15
O 16
0 18
1
0 19
High stanovanie
f
How
201
I
5 O
18
4 13 0
1
82
The Price of the Pound, Ell, Vard,
Ounce, or other thing, being
Fifteent Pence two farthings.
1.
Value 8. d. f.
of 5 is 3 5 10 2
3
37
* 53
3
8
5 2
5
54
3 9 90
6
7.9
3 II 2
7
9
[56
4
57 3 13 72
3 T4 II O
59
14
60 3 3 17
I 2
60
3 18 9 2
13
9
4
4
15
4
6
4
16
8
4 3 II 2
I
4 5 3
3 30
4-
6 6
4
6
4 7 10 o
49
70
8
71
8 2
72
73
4 14
32
4 4 IS 7
26
7
75 4 16 10 2
I 14 10 2
80
5 3:4
[28]
I 16
[84] 5
6
29
5
go
3
30 1 18
6
190
3
(112)_7_4
32
200 12 18
33
300 197
34
400 25 16 8
35.
5
500 32 5 10
36
6
600 38 15 0
37
7 g 2 700 45 4
2
2
9
Sool s1 13
39
IL 8.0 1000 64 II 8
41 2 12 II 2 2000 129
2000 193
193 15
4000 258 6
8
16 10
5000 322 18
45
6000 387 10
2 19
7000 452-18
30 82
80ool 516 13 4
148
k9900 581 5o
49
3
10000 645. 16 8
7 15500 1001. Q 10
I 11
I 13
I 17
5 16
I
2
3 II
2
38
900 58 2
N QU
2 14
43
2 18
2
The Value of me
55 51 is 3
3
6
The 54 S. is o
Ounce3 6
7 9 39
.
3 I
2
30
5 3 30 53
8
I 1
72
52
of 6 Valuel
.
l.
Price of the Pound, Ell, Yard,
s. d. f.
d. 1II IO 60
6 o
57
58
3 16
3 18
9o
wide
03
I
o 19
65
I
I
72
1
4 10
I.
4 14 60
, or other thing, being
fifteen Pence three ffarthing s63
5
6 3 to 10 2
3 12 2. I
7
0 9
(56) 3 13
8 оо
3 14 9 3
9
o II
93
O 13
59 3 17 5 1
0 14 5 1
60
O 15 9
12
61
9 O
4 O
62
017
13
03
4
o 18 4 2
63
14
4 2 8 I
15
8 1
64
OO
16
4 5 3 3
66
2
17
6
3 3
4
18 I 3 72
67
4 7 III
68
19
I
4 III
4 9 3
6
69
6
7
6
3
70 4 II 10 2
1
8 10 2
71 4 13
21
1 10
23
72
6
24
6 o
73
4 15 9 3
25
I 12
93
74
4 17
26
75 4 18 5 1
80
27
1 155
5 1
5 5 O O
[281
1 16 9
[84]
5 lo
3 30
29
1 18
O 3
90 S 18 1
100
II
30 I 19 4 2
30
31
81 [112] 7 7
2 OO
200
13
6
3 3 3 300 19 13 9
400 26 5
35
500
600
36
730
397
37
8 63 700 45 18
9
800
38
2
52 10
II
900
39
59 I 3
6 o 1000 65 126
40 2 12
41 13 9 3
15
1 2
3000 196 176
43
2 16 51 4000 262 10
17 9 0
5 00 328 2 6
45
6000 393 ISO
O 3
46
42 7000 459 7 6
3 8 I
48
good 5c0 12 6
3 4 3 3
10000 656 5 o
I 14
2
2
32
33
34
4 7 2
5 II 1
:
2
32 15
2
2
9 10 2
2
2000 131 5
2 17
2 19
ooooooloo
wa
8000 525
$
3 3 oo
49
50
3 5 7 2 1253001004 3
60 cm
TheValueof a muno no no
58
5 of 18
51
4
17 0
3 .
]
being
54
53
55 8
w
1051
The Price of the Pound, El, Yard,
Ounce, or other thing, Sirteen Pence.
d. Value 1 16
0 8
9
0 10
0 12
0 13
O 14
3 13 4
05614 8
573 16 4
59 3 4
61
62
8
A 4
60
12
o 16
13
O 17
18
63
64
15
16
17
8
5
8
19
20
21
8
IO
4 26
23
24
25
26
14
16 o
17
27
[28]
29
30
18
31
4
8
33
34
4.
4
6 8
8. O
65
6 8
66
8
671
68
4 lo
69
4 13 4
71 4 14 8
72
73 4 17 4
74 4 18 8
75
o
80) 5 6 8
[84]
90
6 13
9 4
200
6 8
300 20
400
26
4
soo33
600 40
700 46 13 4
Sool 53
8
9o0j bo o
o
1000 66 13
20001 133
8
3000l 200 o
4000 266 13
5000 333 6
o o
7000 466 13 4
Socol 533 6, 8
0
ooo0|666 13
15000 1000
aa o
36
37
o awolono awo aus orotowo
38
6
39
40
2 13
9
2 10
2 12 O
4
2 14 8
2 16 0
2 17 4
2. 18 8
0 0 0 0
45
6000l 400
46
3 4
3
2 8
3 4
3 5
3
48
49
so
9000 600
$
K
TheValue of a
51 The of
Sirteen being
3 11
9. 7
O O O
Flebo souda
0.0.0,
O 13
2
14
w
64
20
701
16
Price of the Pound, Eli, Yard.
Ounce, or other thing, 10ence Farthwyg.
J. 4 d.) Value 1. 8. d. F.
Mas o
3 9 0 3
52
3 To 50
53
6
54 3 13 12
551
3 14 5 3
7
9
[36] 3 15 10 o
8
57 3 U 2T
9
12
581
3 18 6 2
10
591 3 19 10,3
14 TO
60
39
12
o 16 30
61
621
63
15
65
8
17
661 9 4
18
67 4 10
68
1
19
69 4 13 5
4 14 9
711
4
23
721 4 17
24
6
73
25
741
75
27
I 16
80k
4
(28) 17 W [84]! 13 9.0
29
19 3
90
6 1 lo 2
30
100 6 15 50
8
31
200) 13 10 IO
Io
33
300
20 6
6
8
34
400) 27
35
4 3
500 33 17 1
8 9 0
36
600
6
40 12
37 2 10
700 47 7 II
38 2 11
800 54 3 4
39
2 129
90060,18 9
40 2 14 2 o 1000
67 14
2000) 135
8
4
2 16 10 2
42
6
3000k 203 2
43
2
4000 270 16 8
44 2 19 70
5000 338 19 to
45
0 11 1
6oool 406 5
5 0
3 3
7000| 473 19 2
47 37 3
8oool 541 13 4
4.8
0 0
9000 609 7 6
49
4 10000! 677 18
So
( 14800'1002 1
8
13 10 3
26
woonlu
nm 0 0 0 0 0 Pa
7 II
}
mod
2
IS 6 il
2 18
46
www
ouw
2..8
TheValucofa mt no
15 0 0 0
$6 10 4
8
2
lo
I Value
of 6
53
31
to
d 13
17 10
64
17
20
4 16
22
frhe Price of the Pound, bli, Yard,
| Ounce, or other thing, being
Sfbeen ince two parthings.
I.
$1 is 3 7
o 9
I56) 317
II
57 3 18 4
9
0 12
59
0 15
bo
o 16 6
61
10
13
62
19
68
o
4
16
65
3
66
4 10
18
67
4 12
19
68 4 13
69
4 14 Jo
8 10
70
IO
71 4 17 7
23
4 19 0
24
13
73 5 O
74 5. 90
I 15 9
25
27
I 17
80
(28) 1 18 6 o
[84] S 15
3
30
100
7 14
32
200
13 15
300 20 12
34
400 27 10 o
35
900 34
34 7
36
9
600
2 10 10 2
700 48 2
38
30055
39
900
6
40
1000
O
41 2 16
2000] 137 10
2 17
3000 2065
43
2 19
4000 275 o
0 6
5000 343 15 0
3
I 16
6000 412 10
3 jo 7000| 481 s o
8000l550 0
9000 618 15 o
10000|687 10
9 01
14600 1083 15 o
26
5 10
19 10 2
90
6.17
NA
2
00000 sono assofon.no
61 17.
42
48
4 2
K 2
TheValue of N M+
53
1The SO
7
4
5
2
51 is 3 11
3
4
of Value
,
3. 11
3 . f
d13 6 II 3
Price of the Pound, En, YardOunce, or other thing, being
Sirtsen Pence three or arthings.
drf. 54 3 154
8. 4
55 3 16 9
9
(56)
6
57 3 19 3
9
6
o 13 11 2
39
O 15 4 1
3 90
16
9
61
4
o 18 1
6
o 19
63 7
15
O 11
9
16
8
CON as
3 18
2
O
58
10
4
0
13
62
19 6
1
651
4 10
8
18
19
20
6
7 11 0
21
9 3 3
1 10
23
24
25
I 13
14 10
16 3 2
27
8 o
[28]
29
17
8
19
o
53
10 2
3 3 3
4 8
6
6 5 7 2
6 19. 70
31
33
ON O
su o oo
66
12
67 4 13
6.
68
4. 34 II
69
4 16 33
70
4 17 8 a
714, 19 II
6 o
725 o 6
735 119 3
74 5 3 3 2
75 5 4 8 1
So
** *5.11
[ [84] 25.17. 3
5 3 o
99
100
[112]
7.16 4
200) 13 192
300
20 18 9
400 27 18 4
500 34 17 II
600 41 176
790 48 17
800 55 16 8
900
62 16 3
IQOQ
69 15 10
2000; 139 JI
8
3000 209 27 6
4000 2793 3 4
3000 348 19 2
6000. 418 15
7000 488 10 10
8000 558 6 8
9000 628 2
6
10000 697 18
8 10.
2 10
35
36
37
30
38
39
40
41
42
43
44
45
2 11 7 3
2 13 0 2
14:57
2 15 10 0
2 17
2 18
3 o
O
5o
3
3 4
3 5 7
Do in goslo #noolha
9
46
4.8
49
8
50
3 9
14409 loos o o
TheValue of ***
55
0 0 0 0 0
3 3 13
5
16 6
S
8
15
3 52 .
3 53
II
17 58
0
14
7 10
4
2
4 16
69
68RİF
of
20
13 1 018 5
I'ne Price of the Pound, Ell, rara.
Ounce, or other thing, being
Seventeen DenceValoe 1. 3. a.
10 of 51 is 3 12
7
9
(56) 3 19 4
8
57 4 09
o 12
9
9
10
59
4 3
37
O 15
60
5 o
17
61 4 6 5
62
14
0.19 10
63 9
IS
4. 10
16
65
4 12
7
1
6
18
4 14 II
6 11
19
63
8
20
4
4 17 9
9 9
70
4 19
2
22
I 11
71
1 12
72
73 5 3
25
I 15
4 ro
1 16 Jo
75
3
27
18
80
3 13 4
[28] I 19
[84]
90
7
6
30
100
31
(112]
32
2001 14 3 4
33
300
8
28 6 8
35
2
97
500 35 8
4
2 15 o
600
42 Io
37 2 12 5.
700 49 II
8
2 -13 lo
800] 56 13 4
39
2115 3
900/ 63 15
40 2 16 8
1000
41
2000 141 13 4
42
2 19
6
3000 312 10
212 0
3 o
4000 283 6
6 8
2 4
5000 354 3
4
45
9 6000 425 o
5
7000| 495 16 8
47 3 6
8oooj 566 13 4
3
8 o 9000 637 10 o
49
3 9 5
irocool 708 6 8
50
3 10 10 142001005 16 8
23
܀
23
26
29
18
7 18 8
3 ir
NNN
S
400 28
36
70 16 8
2 18
46
48
TheValueof a muna
4 8
The 8
$Ounce0 3 16 2
7
1
57
.
17 7
8
2
6
4
$532 5413 O
,
60
O 18
4 lo
4 16
20
Price of the Pound, EN, Yard, or other thing, being
Seventeen pince Farthing.
d. cValue 1.
2 10 21 of $1 is 3 13 3 3
4 33 52 3 14 9
5 90
5 3 19 3
0 10 0 3 (56) II 6 0
9 0 12 11 3 4 2
10
Q 14 4 2 591 4 4 9 3
O 15 9 3
4 6
0 17 30
61
4 7
8
62 4 9 1 2
631
15
6 3 64 4 12
16
3 OO
65 4 13 5
17
4 SI
661
4 14 10 2
18
1 5 10 2
67
3 3
19 1
7 3 3
68)
4 17 9
8
69 4 19
21 1 10
70 5 0 72
711 5 2 0 3
I 13 03
72
53 6
I 14
I 15 III
74 5 6 4 2
17 4 2
73
5 7 9 3
27
I 18 93
80 E5115 0 0
[84
6 0 9 O.
81
90
6. 9
30
3
73 9
31| 2 4
6
3 [112]
8 1
O o
6 O
200 14 7 6
33
5
300
21 11 3
400
28 15
2 10
50c| 35 18
36
9
600 43 2
37 33
700 50 6 3
38 2 14
800 57 10
39
2 16
900
2 17
6 o
71 17
2 18 ur 2000 143 15
3 o 4 2 3000 115 126
43 3 1 93 4000 187.10 o
3 3
foob 359 7 6
6000 431 5
7000 $03 2 6
8000 $75 0
3 9
gooo
49
3 10 5 1 10000| 718 15
73 5 4 1
[28]
2
2
100 7 3
܀ ܘ ܘ ܩܛܩ ܘ ܫ ܚܙܘ ܩܗ. ܚܙܘ ܗܗ ܘ ܗ
10
34
35
10 3 3
64 13
46
000
3 4 8
46
3 6
0 0
48
646 17
SO
3 10 2 14000 1006 5
The Value of a
462
l'he of Ounce8. d.
IL 01
Value
.
42
= 0.00ulautus
10
57
10
Price of the Pound, Ed, Yard, or other thing, being
Giv turcen Dince two farthings.
d. f 51 19 3 14 $213 15 10 O
5 to o
53 3 17 3
7 3
54 3 18
9,0
9
$5 4
7
[56]
8
8 o I
3 1
3
$8 4
O 14 7
59 4 6 0.2
O 16
Gok 4 76 60
17
6
61
4 8
18 11 2
4 to 5
50
63|
II 10
10 2
64)
16
651 4 14 9.2
17
66
18
19
68 4 19
9
69 5
21
I 10 72 70
5. 3
6 2
3
58 5
24 15
73
16
5
74 5 7 Ito
17 ILO
75 59 4 2
27
Soh
16 8
(28) o 10 0
6
15
4 16
20
moo NATO ou
25
26
5 16
29
6 12
30
21 17
33
34
35
36
37
39
40
41
90 1001
S Io
[112]
4
6 80
200
14 11 8
8
300
6
9 70
400 29
O 2
500 36
2
6
600| 43.15
2 13 11 2
700 57 O ID
15 So 800
58
16 10 2
900 65,186
18 4 0 Tooo
72 784
1992
2000|| 145 16 %
3
3000 218 15 6
3
40001 291 13
3
5000|2364 ja
8
3
6ogol. 437 10
3 7 O
7000510
4
8ogol 589 6 8
3 IO
90001 656 S 0
23. II.5 2 100001 7292
. 3 4
3 12 11 103800 tpohy s o
44
45
0 0
49
50
2.
The Price of the Pound, Ell, land,
eValue of am
3 18
18 4 3
0 0 0
58
4 10
23
62
631
64
16
4 14 8
4 16
67
4 19
81
Ouree, or other thing, being
Seventeen Pence thzee Farthings.
1. S. d. f.
Value 1
18 O 2 112
of 51 1$ 3 15 5
4 5 1
52
3 10
1 1 0
4
5 ILO
53
5.
4 3
54
3 19 to 2
6.
8 10 2
55
0 10 4 [56]
4 2 10 O
8 o 11 10 0
57
4 4 3 3
9 0 13 3 3
4 5 9 2
14 9
59
3 I
60
90
9 o
61
19
4 11
8
14
8
4 13
15
8 o 65
66 4 17 7
7
68
7
9 7 0
69
31 701
6 2
I 12 6 2
71
0 1
14 O
72
24
15 6 o
73
74 5 9 5 2
118
52
5 10 15
27 19 III
80
4 0
[28]
[84]
3
29
2 10 3
90
6
30
100
2
10 TL (112) 8
32
2
14 15 10
33
§ 9 31
300
9
34
10
3
490
8
35
9
500
7
2 13 30
6
37
2 14 8 3
700 51 15 5
2 16
2 2 800
59 3 3 4
39 2 17 8
900
40
2 0 1000 73 19
3 o 73 2000] 147. 18 4
3
3000 221 17 6
43 3 3
4000 295 16 8
3 5 10
food 369 15 ro
45
o
7000517 14
47
3.9 6
8000 591 13 4
3 IL o o good 665 12 6
49 3 12 5 3 10000 739 II 8
6 o
IL 3
16 II 3
5 18
So
4 212
S to
S 8
4 0
200
29 II
36 19
600 44 7
36
38
66. II
2 19
6 6 3
6cool 443 15
46
48
KO
3 13 11 2
13600 1005 16
TheValueofmino
6
The 0 0 0 0 0
55
54 4 6
o 9
. .
lis o
1
5 6
0
3 3 I9 6
7
6
Value
Si is 3 16 .6
4 6
S2
of 1. 3 :
I8
o 13
o I5
4 6
Io
T
I4
0 A 0 eno
-
62
6
64
09
I
4 I6
ဝ
I
នា
o 6
To
12
6
0
Price of the Pound, Ell,lard,
Ounce, or other thing, beinCutte il Pence.
1. S. .
7
6 [56]
4 4
8 o In
57 4 5 6
9
6
58
4 7
59
0 6
6
6
4
o 18
61
6
I!
Q I9 6
4 11
4 I4 6
15
6
t6
4
4 17
17
5 6
66 4 I9
I
7
6
5
f9
8 6
68 5
p
O 0
69 S
0
6
YO 5 5
I I1
5 6 6
I 14
72 5 8
I 16
73 5 9 6
6
74 S II
26
75
S Ia
6
?
8) o
[23]
[4]
6 6
9
3 6
99
6
39
5
Iso
6 6
[ii] ( 8
p
IS o
33
9 6
၁၀ 22 10
34
3
55
SOo
37 Io
- 36
7
၁
38
O
2 i8 6
49 3 6
Ico 75
4I
၈
၀ဝ150
3
၁၁ $ 9
4
4 6
466 36 9
3
၅
5၀၀၀575
45
6ooo4o
9
၇၀၀၀ $1$
47
၁ဝo oo
67
9 A
jooဝ၁ so
So 3 IS
န6၀ions o
L
4
I I7
I I9
o 6"
0
2
0 0 0 0
7 Io
o en 6 €»
4oo
စံဝo 45
( 14
2 I5
2 17
7 Sto
၀၁ ၆ဝ
96; to
@ @ OR
3 i 6
o 6
Th,
၅ဝဝဝ
an Aw N Joan ASYL
4 3 19
6 I
4
Eighteen 55
54 .
, f.
is
3
4
9
53 silis 3 17 6 3 3
3
4 63
4 7 I
ng 71
52 1. of dbeing
S.
2
O
1
O 13
O 15
2 2
22
Oo oo
O 16
O 18
I
63
641
65
I
I
5 IO I
I
I 13
5 2
30 16
The Price of the Pound, Ell, Yard,
Ounce, or other thing, Dence farthing
1.8. d. f.
Value
3 73
0 10
7
7 3 [56] 4 5 2
© 12
8
2 O
57 4 6 8
13 8 1
9
58 4 8
IO
59 4 9 8
3
83 60
30
61 4 1291
o 1991 62 4 14 3 2
3 2
4 15 9 3
1
IS
93
4 17 40
16 4.4 O
4 18 10 1
17
66 5 o 4 2
18
7
67 5
1 10 3
8 10 3
19
68 5 3 5o
50 69
5 4 II 1
70
5
6
5 2
22
71
5 711
3
T 14 II 3
5 9
6
6 o
73
5 II
25
74|
6
5 12
I 1962
75
5 14
8
27
70
[28]
6
[84] n 9
4
6* 16 10
29
90
30
100 7 1 2
2 7 I 3
31
8 10 40
(112]
2880
200
32
I54 2
33
300
22 16 3
400
8.4
% 13 2 3
0
5
2 14 90
36
6
600 45 IZ
37
700 53
53 4 7
2 17
800 60 16 8
19 33
68 8
40
3
O IO O 1000 76 0 10
3 2
2000) 152
8
42
6
3000
43 3 5 4 3 4000 304 3 4
3
5000 380 4
45 3
8
6000 456 5
5
3 9 II 2
7000 532 5 IO
3 II 5 3
8000 608 6 8
3 13
9000 684
6
49
3 14 6 1 10000 760 8
4
I 16
I 18
26
80
2
1
)
82
34
35
500 38
38
9 2
900 68
8 9
3.3 10 2
6 II O
4 2
46
oooo
48
O o
684 7
50
3 16
13200 1003 15
TheValueof mine
55 4
5
The 4 O
1. 3 30
6
9 3. O
Ounce82
7
53 3
52 4 O
6
2 O
3
3 4 7 2
is
of
.
18
,
2
I
8 1
14
15
I
64
65
5 O
56
70
23
Price of the Pound, El, Park, or other thing, being
Cigh een ince the Farthings8. .t. Value
2 Jis o
51
4 4 92
7
O IO 92 (56] 4 6 4
8
O 12
57 47 IO 2
O 13 10 2
58
49 50
10 O 15 5 O
59
4 IO II 2
II
o 16 II 2
60
4 12
6o
12
O 18 6 o
61 4 14
13
I
62 4 15 70
7
63
4 17
3
4 18 80
I 4 80
22
17
1
66 5 I
9O
18 I 7 9
67 5 3 3 2
19
1 9 3 2 68
5 4 IO O
I 10 IO O
69
21 I 12 4. 2
59 II
1 I3 II O
71 5 9 5 2
I IS 5 2
72
5 II
24
OO
73
S 12
62
1 18 6 %
74 5 14
26
75
5 15 7 2
I
7 2
801 6 3 40
[28]
2
3
2 2 O
[84] 9 60
29 2 4 8 2
go
30 2
6
100) 7 14
31
2
7 92 [112]
8 12 8 o
32 2 9 4 o
200
158
33
% 10 10 2
300
23 2
6
34
2 12 5
400 30 16 8
8
35 2 I3 II 2
500 38 10 10
36
2 15 6
600 46 5
37 2 17 @ 2
700 53 19
38
2 18 70
800) 61 13 4
39
I 2
goo 69 7 6
40 3 8 o
I 000 77
8
41
2000! 1543 4
42 3 4 9 0 3000 231 5
43 3
6
3
6 8
44
3 Io o
5000 385 8
45 : 3 94 6000 462 Io
46
3 10 11 0
7000 539 II 8
47
5 21
8000 616 13
9000 693 15
3 15 6 2 10000) 770 16 $
50
** 17101 |13000 1002 I 8
27.
69
6 18 90
0
3 o
Ntoo
1
4000 308
3 12
L2
TheValue of momo
55
The I
"3
9.89
4 2
3
54 4 9 3
7 9 3
Value
53
of 3
52
,
Price of the Pound, Ell, YardOunce, or other thig, being
Etghtsen Bence three Farthi 05.
1.
$. d. f.
511 is 3 19 81
4 8
4 4 7
9
60
O 14 O 3
O 35 72
14
15
16
o 18 90
1
o 3 3
1 1 10 2
3 5
1
50
6 6 3
1
1 8
I 98.1
3 o
1 12 9 3
19
wana
69
72
5 12
I IS II
1 17
6
I 19
O 72
25
26
2
2
3 90
5 3 3
[56]
6
57
O 3
58
4 10
7 2
4 12
60
4 13 90
61 4 15. 3
3 3
62 4 16 10 2
63
4 18 51
64
5 O O
65
5
6
3
661 S 3 I
67
5 4 8
68
S
6
3.
S 7 9 3
70 5 9 4 2
71 5 10 11 1
6
73 5 14 03
74
5 15 7 2
75
5 17 21
80 6 S OO
[84]
6 11
3
90 70
7
100
7
16
3
[112]
200 15 126
300 23 8 9
400 325
500 39
1 3
46 17 6
700 54 13 9
800
900
70 6 3
1000 78 2 6
2000 156 S O
3000 234 7 6
4000 312 10
5000 390 12 6
6000 468 *5 o
7000 546 17 6
8000 625 0
gpoo 703
6
lopoo 781 S
6 10 1
2
8 5
8 IS
[28]
29
30
31
32
33
34
35
36
37
O.
2 10
6 3
600
62 JO
39
2 14 8
8 1
2 16 3
3 O
2 17 9 3
2 19 4 2
3 O ILI
3
3 4O 3
3572
3 721
3
8
3 10 3 3
6 0
43
3 15 00
48
49
3 76 6
50
o
J12800 1000
3 38
The value of a two
55
4
6
6 5
6
9
4 4
11
5
7 II
1. S. d.
3 2
54
3
4 9
43 Value 53
of
52
is 9
51
4
6
of moo
4 8 8
4 Io
57
58
o 19
61
62
4 18
2
1
64)
22
The Price of the Pound, Ell, rarit,
Ounce, orotner the $, being
minetzen Dence.
O 11
I
7
[56]
8
O 12 8
3
9
O 14 3
4 ILIO
lo
O 15 10
59 4 13 5
O 17 5
601
4 IS O
O
4 16 7
1
13
7
2
I
63
4 199
15
39
5
16
I 5 4
65
5
1 6 11
66
17
6
5 4
18
I 8 6
67
5
6
I 10 1
19
68 S 7
1 Ir 8
69 5 9 3
21
1 13 3
70
S 10 Io
1 14 10
71
5 12 5
1 16 5
23
72
5 14 0
0
24
73
5 15 7
25
I 19 7
2
5 17
74
26
1 2
75
5 18 9
9
27
6 6 8
80
[28]
2 4 4 [84]
6 13
2
29
7
6
90
2
30
7 6
100 718 4
1
2 9
31
(112)
8 174
2 10 8
32
200
2 12 3
33
300
23 15
34
2 13 to
400 31 13
35
2 15 5
500
36
2 17
600 47 10
2 18 7
37
)
4
38 3
800 6368
3 1
39
9
3 3. 4
Iooo! 79 3
3 4 11
2000 1386
42
3000 237 10
43
38 1
4000 316 13
3 98
Sooo 395 16
3 II 3 6000 475 0 O
3 12 IO
7000 554 3 4
3 14 5 8oooj 633 6 8
9000 712 10
49 3 17 7 IOC OO 791 13 4
50
3 19
11700 100$
! 58
2
*
** mononaco Oro totoo
2
S NI
15 16
39 11
SS8
2
900 715
3 66
46
48
16
3
TheValueof a mano
2 2
72
. f. Value 1. 8. d. f.
is
3
6
972
55
4 S
5
8
50
d6
51 is 4 1 93
3
4 9 3
4
of .
5453 4 52 8
57
58
51 =
o 3
64
65
S2
5 80
5 35 60
The Price of the Pound, Ell, Yard,
Oance, or other thing, being
Nineteen pince Farthing.
4 3 So
4
6 3
7
0 11
[56]
4 9 10 O
8
5 I
9
0 14 51
4 13
016
59 4 14 7 3
O 17 73
601 4 16 30
0 19 30
61
4 17 10 I
O IO I
62
4 19 S 2
I 2 5 2
63
5 I
1
4
15
8
16
5 4 3 1
I
17
7 3 1
66
5 5 10 2
18
8 10 2 67 57 S 3
68
5 3
19
S 9
1 12
69
20
5 IO 8 I
I 13 83
70 5 1 2 3 2
I 15 3 2
71
$ 13 10 3
I 16 IO 3
73
1 18 6 0
73
5 17
0 1 1
74
5 18 8 2
2 I
26
75
27
3 3 3
80
[28]
2 4 II O
[84]
6 6 1
90
7 4 4
8
1001
8 0
5
9 83
31
[112]
8
32
200
16 O 10
300
2 14 6 2
400 32
8
% 16
35
I 3
5ooj 40
2
2 17 90 600 48
1941
700 56 217
3O II 2
800 64
64: 3 4
3
6
39
3
900
40
3
1000
80 4 2
41
3 5 9
2000
16o 8
A2 3142
3000 240 12
3 3 8 II 3
4000 340 16 8
3 10 ingo 5000 401 O 10
21
6000 481 5o
46 3 13 9 2
7000 561
561 92
47 3 15 4 3 8ooo
641 134
3 17 O
9000 721 17 6
7 ]
10000 802
8
23
24
25
8 2
6 o
6 8 4
6 14 9
2
$ 19
24
1
I
34
I
37
6
ܘ ܗ ܘܐ܀
3 12
3 18
50
12500 1002 12
The Value of ammo
9 4 7 9 o
6
The 54 53
3 5
8 I 2
52 4 4
6 6 6 d
,
60
4 1 2
58
....iwani
O 19
63
14
15
1
8 10 21
I 14
Price of the Pound, Ell, yardOunce, or other thing, being
Nineteen pince toolfarrhinja
1. 8. d. f. Value 1.
3 o of 51 is 4 2 10 2
3
4 IO 2
90 55 4 9 4 2
O II
7
(56) 4 11
8 o 13
57
7.2
9
O 14 7 2
4 14 3 O
10
O 16
3 O
59 4 15 10 2
O 17 TO 2
60
4 17 60
6 o
61 4 19
I
13
62 5 O
90
I
9
5
I
4 4 2
64 54
16
I 6
65 5 5
7 2
17
7
66 5 7
18
I
9 30
67
5
I IO 102
68 5 10 6 o
I 12
6 o
69
5 12
70 5 13 90
I 15 90
71 5 15 4 2
23
4
72 5 17
24
73
518 72
72
6
74 O"3
26
2 30 75
6
I 10 2
27
80
[28]
2 5
60
(84)
6 16 6
29
7
90
8 90
30
8
100
6
31
2 10 4 2
(112) 9
200
16 50
33
2 132
6
300 24 7
% 15 3 o
400 32 10
2 16 10 2
500 40 12 6
36
600) 48 15 0
37 3 O
700 56 17 6
38 3 90
800 65 o
39 3 3 4
6
900 73
3 5
1000
41 3
6
2000 162 10
42
3
3000 2431 15
43
39 10 2
4000 3250
6
5000| 406 5
313
6000 487, 10
46 3 14
47
8000 650 o
49
9000 731 5 0
49 3 19 7 2 10000 812 10 6
4 1
12300l 999 7 6
I 17
119
2
25
3. IO 2
6 10
2
7 6
O w OO
2
sen
2
2 18
81 5
72
38
3 II
7000 568
0
3 16
318
2
The Value of n mano
4 The 55
4
6
7
4 1.
3 3 2
8 10 2
9 IO 2
54
Valoe 4.7 2 3
8
2 3
of S3 52 8. 1
,
5 1
6 70
.
d. f4 12
7
8
58
II
O
I
I 4 3
13
2
I
63
14
15
I
16
65
1
17
1
19
5 13 6
63
23
We www
S 18 6
Price of the Pound, Eli, YardOunce, or other thing, being
Aineteen Pence thiee Farthings.
1. S. d. f.
51 is 4 3 11 10
6 1
(56)
013
57 4 13 9 3
O 14 9 31
4 I5 5 2
O 16
5 2
59 4 17 I 1
O 18
60
4 18 9
Oi99
61 5 4 3
62
5
0 2
3
S 3 & 1
4 81
64
5 5 5 4 O
5 6 11 3
7 II 3
66 5 8 7 2
972 67 S 10 3 1
68
5 II II O
I 12 It O
69
1 14 6 3 70 S 15
1 16 2 2
71 5 16 10 1
1 17 10 1
72
1 1960
93
6
I 3 74
6
9 2
92
79
6
3 S*
4 5
80 6 11 8
6 1 [84]
7
8
3
90
9 4
100 8 4 7 0
(112]
9 4 4
12 8 200 9
2 14 3 3
3001 24 13 9
2 15 II 2 400
500
2 11
2 19 30
600 49 7 6
3
o 10 3
700
3 2 6 2 800 65 16 8
34
goo 74 I
3
3 Slo
1000!
82 5 10
3 S 3 2000 164 11
8
39
3000 246 17 6
3 109 1 4000 329 3 4
5000 411 9
3 14
6000 493 is 0
7000 576 0 10
3 17 4 8000 638 68
3 19
9000 740 12 6
4 0
10000 822 18 4
23
24
25
I
1
1
27
2
6 18 3
7 8
1
29
30
16
32
33
34
35
32 18 4
36
$7 12
1
3
39
40
mooolo
3 15
8
46
47
48
O
2
3 112100 995 147
TheValueofe mio
8
6 8
4
55
The OOOO
4 8 4
5
54 4 10 O
6 O 10
.
3
8:53 0
O
511 is 4 5
3
5
6
4
Utzuty 4
52 of 1$Value
being
3 000 000
.
. d58
4 16 8
I 2
O
I
1
62
63
1
1
1
1
O
5 168
1 16 8
Price of the Pound, EH,Pard,
Ounce, or other thing, Pence.
d.
7
8
(56) 4 13 4
8 0 13 4
57 4 15
9
O IS
O 16 8
59 4 18 4
o 18 4
60
5
I
61
5
8
13
5
3 4
3 4
5 5
15
50
64
5
16
6 8
65 58
17
8
4
66
5 10
18
67
5 11
8
1 II 8
19
68
5 13 4
113 4
69 5 15
I 15
70
71
5 18 4
23
i 18 4
72
73
6
8
74
6
3 4
3 4.
75
5
27
5
6 8
[84] 7
29
8 4
90
7 IO
30
TOO
8 6
8
8
30
2 11
[112] 9
6
2 134
4
33
300 25
34
2 16 8
400
8
35
4
500
41 33 4
36:3
3
8
7700
8
3 3 4
8ool 66 T 4
39
5
900075
3
6 8
1000
83 6
8.
45 3
8 4 20001 166 13
3000 250
43
8
4000 333 6
6 8
3 134 5000 4,16 13
45 3 15
46
7oop 58368
800 666 13 4
48
4
9000 7507 0
8 10000 833 6 8
1 2000 1000
O
I
2
1
2
6 *
O
80
6 13 4
(28) 2
2
8
26 13 4
2 15
33 6 8
2 18
600 50
1
586
37
38
3
42
3 10
3 NI
6000 500 0
3 16 8
3 38
I
.55
.
TheValue of ammo
:
54 4 11 I 2
6
53 4 9 5 1
8
5 ?
7.9
4
6
The 4 6
3
5
4
.
,
12
4 I I
4 16
58
I
3. O
13
62
631
7 2
6 3 3
15
5
16
1
69
SI
2
18
03
5 16
115
18 9 3
23
Price of the Pound, EllYard,
Ounce, or other thing, being
Twenty Pence Farthin,
1. d. fValue
3 4 2 of 51 is 7
9 3
(56) 4 14 60
8 O 13
57
9
015
4 17 10 2
0 16 10 2
59 4 1963
018 63 60 5
61
5
2 III
I III
5 4
4 7 2
I
3
5
5 3 3
8
7
5 9
8
17
4
4
67 5 13 03
19
63 5 14 9.
I 13 9
691
5
SI 79
5 18
117
5 19 9 93
6 1
72
I : 6
6 o
6
24
73
3
74
6 4. 102
6
6 6
3
5
6
27
3
(28)
7
[84]
9
8 II 1
29
90
ICO
8 8
30
2 1 2 3 3
(112) 99
6
21581
33
25
6
3
34
2 17 4 2
400 33 IS
35
2 19 O 3
5ool 423 9
3
600
6
3
700 59 3
37
I 2 800 67 10
39
3 5 9 3
၀
3
4.0
7
1000
3 9
2000 168 IS
3 10 10 2
3coo 253
6
6 6.3
43
4000 337 10
3 14 30
6
5000 421 17
6000 506 5
6
4.6 3 1772
8000 675 o
48
6
4
49
4
roooo 843 15
2
25
3 10 2
6 15
2
1
.
72
16 17
So 12
38
847
1:39
3 I2
也​g
7000 590 12
47 1 3 19 33
9000 759 7
8 1
A 19800 905 12 6
********* ****
*****
Value
The Valueof a mno
52
6 2
4. IO
4 12
O 13
0
0 18
6 0
I
3 II
64
5 II
5 12
I
1 17
1 19
1
23
:
The Price of the Pound, Ell,Yard,
Ounce, or other thing be ng
Utven y Dince pivo farthings.
1. $ d. f.
1. $.
3 5 of 51 is 4 7
3
5
8 10 0
4
6 10 O
53
5
8 6 2
54
3c
6 O 10 3 O
55 4 13 II 2
7
[56] 4 15
8 o
8
8Q
57 4 17 4 2
9
015 4 2 58 4 19
O 17 1
59 5 92
92
60
5.
1
6 o
61
5 4
2 2 2
13
62
5 5 II
14
I
63
5 7
15
5 7 2
59 9 4 o
1 7
65
17
9
66
9
18 I JO
90 67 5 14 5 2
19
1 1 2 5 2
68
5. 16
20
I 14
69
5 17 10 2
I 15 10 2
70 519 70
22
7 C
6
32
3 2
72
6
3
2
73
2 2 82
6 6
74
5 o
4
68
6
27
80 6 168
)
7 IO O
[84] 73
29
2
90 7 13 9
30
2 II 3 o
100
8 10 10
31
2 1 2 II 2 [112] 9 II 4
32 2 14 80
17
I 8
33
6
34
2 18 I O
400
34 34
35
2 19 9 2
500142 14
36 3* I 6o
600) 51 5
37
3 3
700 59 15 10
3 4 11 O
800
68 6
3
6
7 2
900 76 176
3 8
1000 858
4
O 2
20001 170 16 S
42
3 11 90
3000 256
3 13 5 2
4000 340 134
3 IS 20
5000 427 1
3 16 10 2
6000 512 10
3 18 7
7000 597 18
8000 683 6 3
9000 763 15 0
49
82
10000l 854 3
SO
45 So 112000 1025
6
48
26
(28
36
9 6 2
2 16 4 2
300 25 12
8
3 10
46
48
M2
TheValoe ofensino
55 3
o 54 4 13
O IO
873
8
5
6. 4
6 II
is
11
4 I ]
4 18
0
O 17
2
60
61
62
1
5 12
1
I
19
I 14
6. I
11
64
The Price of the Pound, Ell, Yard,
Ounce, or other thing, being
twenty Pence three Farthians.
1.
d. f. Value
3 5.2 of 51 52 4 9 II O
53
4 15
7
O 12
(56)
4 16 10 0
8
013 to O 57
6
9
6 3
58
5 3 2
3 2 59 5
O 19
5 3 90
90
5 5 5 3
13
5 3
5.7
1 4
63
5.8 111
I
5 1 1
64
5 10 80
7
8 o 65
43
9
66 5 14
67
5 15 IO I
68 5 17 7 O
69 5 19 3 3
3 3
70
71
6
9
I 19
72
6
6
73
6 6 3
25
3
74
6 7 II 2
26
75
8 1
6 81
27
80 6 18 40
8
5o [84] ng $ 3 0
% IO
29
90
17 15 172
2 II IO 2
100
8 12 11 0
2 13 71 [112]
32
215 4.9
200
33
2 17
300 25.78
9
34
400
3
500 43 4
3 2
600
51 17
6
3 3 II 3 700
5
3 5 8 2
800) 69 3 4
39 3 7
757
gool 77 1
39
1000
3 10 10 3 2000 172 18
3000 25976
43 3 14 4 1 4000 345 16 8
44
Joop 432' 5 to
3 17
93
6000 $18 150
3 19
7000, 605 4 2
47
3
8000 691 13 4
48
3
9OOO 778
49
3
8
10000 364 11
I
2
69
13
9 13 SO
17 5 10
34 11
2 18
35
:
60 10 $
38
16
86 9
3 12
72
3 16
62
20
so 4 $ 2 11600 1002 18 4
TheValue of a man
5
8 0
33
-
9
-
5
。
9
5
主
​46
418
工人
​0 17
ons
ܩܗ..
I
5 IO
5.
0
115
16
6:43
,
The Price of the Pound, Ell, Yard,
Ounce, or other thing, being.
1. 導​: tttt118後記
​Value
30 of
5
7
5
013 3 [56
57
199
6
v 159
53 5
9 53
0 19 3
60 53
6 5
6
62
5. 8 5
63
6
TS
64
5
8
65
5.39
66
9 )
17
55
3
6
67 573
1 13:
68 319
69
6
6 6
70
1186
71
2
3
72
5.6
6.79
24
2
名
​6
39
25
5
7
9
5
611
75
7
80 7
9
[84] 77
209
90
7z”
30
126
100
o
[12]。 9
3
316
200
? 10
300
W
S004315
3
6oo
S2 10
3
700
5
35
6
8ae720
30
900
78
Looo 87 To
9
2009| 1750
3000 22 10
4
15
40003
37
30003713
4
Spool 5
46
7000 / 6139
Booo100 0
9000 787 10
4
10.00 875
50
1000.062 10
仍
​27
6
85
214
96
One
265
279
29
3553558明​如
​ooooooo
等​。
10
華
​444好​作​们​仍​仍​9
o
AN
2012 ) 2012 : :......…....………...……. 23:43
TheValueof a mno
SS The 4 3
13 10 1
8 10
7
53
6 Value
52
4 .
d,
12
.
. f58
5 2
1
I
63
5 II
1
6 6 3
64
1 1
1 13
6 2
2
23
72
Price of the Pound, Ell, YardOunce, or other thing, being
Due
114 and twenty Pence Farthing2 of 51 is 4 10 3 3
5 3 3
4 17 4 3
7
4 3 (56] 4 19
8
O 14
57 5
9
O 17 82 59 5 4 5 3
0 19 5 3
60
5 3.0
3
61 58
13
62)
3
5.992
1 4 9
6
5 13 4
16
8
65
5 15 I
I I0
66
17
5 16 10 2
18
I II IO 2
67 5 18 7 3
19
6
73
5.0
I 15 5 o
69
I 17
70 6 3 11 2
1 18 112
6
5 3 8 3 3
8
6
7
6 o
2
6
6 9 3 1
24
73
25
4 .3
2
6 02
75
7 9 3
80 7
8
[28]
[84]
90
29
43
go
7 19 4 2
100
2 14 10 3
[112]
2 16 8 0
17 14
2 18
33
52
300
O
400 35 84
3
I II 3
500
445
36 3 3 9 o боо 53
35 5 6
37
700
3 7
800 70 16 8
39
3 9 0
900 79 13 9
3 10 10 O 1000) 88 10 10
41
2000 177
8
3 14
14 4 2 3000 265 12 6
43
13 4000 354 3 4
5000 442 14
83
6000 531 5
45
7000 619 15 10
47
3 8000 708 6 8
4 5
gooo 796 17 6
49
9
10000 835 8 4
2
6 12
2
78
-
:
2 13
8 17
9 18
26 11
3
34
35
a menolna
61 197
32
38
40
3 12
I
4.2
3 16
3 17 II c
3 19
9000 + oglasio
46
48
O O N
50
4 8
10800 956 5o
6
Value
TheValue of two
O O O O
8 11 2
4 18
4. O
no
2
58
1
I
5 II
13
14
62
63
64
65
I
15
பயப்ப சாம்பார்
I 14
26 17 6
T'he Price of the Pcund, Ell, Yard,
Ounce, or other thing, being
Dne and twentypence 2ffarthings
1. $. d. f.
1.
S. d. f.
3 7o of 51 is 4 11 4.2
3
5 4 2
52
4 13
4
7
53 4 14 11 2
54 4 16 90
6
o to 9 o 55
6 2
7
0 1 2 62 (56] 5
8 O 14
4 C
57 5
o 16
9
5 3 II O
10 O 17 II C
59
5 5 8 2
Org 8 2
60
5 7
60
I 6 C
61 5 9
3 3 2
5
5 12 10 2
6 10 2
5 14 80
I 8
5 16 5 2
I to
17
5 2 66 5 18 3
3 3 O 67
6
68 6 T 10
I' 15 loc 69
6
3 72
I 17 7 2
70
6
5 5o
119 SO
6 7
22
72
6
9
3
73
6 10
74
6
70 75
6 14 4 2
8 4 2 80
7 3 4
(28)
[84] 7 10
6
2 II II 2
29
8
90
30
2 13 9
2 15 6 2
(112) IO
32
2 17 4
4 0
200 17 18 4
33
2 19
300
3
O I O
34
400
3
2 8 2
500 44 15 1
36
600 53 15
37
3 6 3 2
700
62 14 2
I
8oo 71 13 4
39 IO 2
6
80 12
900
8
1000 89 1
8
3 13 5 2 2000 179 3 4
315 3
30 3000
3 17
6.8
3 18 10
45
7
6000 537 10
SO
8000) 716 13 4
71
1
6 12
26
I
8 19
O
35 16 8
35
3 4 6 o
3 8
3 I 1
268 15
4000 358 6
5000 447 18
7000 627 1
8
48
49
4792
9 7
9000 806 5
toooo| 895 16
16 8
(1000) 98584
TheValue of a mano
8 3
9
5
The oo
19
O O O O O
19
55 4 Ounce17
0 10 10 2
2
1.
1$ 0 3.72
IO 4 12 51
3
5 5 1
54
Value O of 53
52 4 is 12
16
.
,
6 o
8
14. 6
o 18
9 o
1
I
I
62
63
64
5 16
19
2
1
I
1 16
03
I
Price of the Pound, Ell, Pard, or other thing, being
Dne and tiotutgence 3 Faithings511 is 4 4 14 3
4
7 3
4 I
O 12
[56] 5 I
O 14
57 5 3 3 3
O 16 3.3
9
58
5 5
10
59
5 6 II I
0.19 111 60 5
8
I 90
61
5 IO 63
3 6 3
5 12 4 2
14
5 4 2
5 14 21
7
16
65 5 17 93
66
17
5 192
I 17
7
67
6
5
I 14 51
68 63 3o
691 6 5
118
21
6 6 10 2
70
I 19 10 2
71
68 8 1
72
6 10 60
3 60
73
6 12
3.3
25
5 3 3
74
26
75 6 15 111
8 III
80
27
75
(84) may 12 3
6
3
90 8 3
3
3
200 18
6
32
33
2 1993
300
273 9
3
I 7 2 400 36 5
35 3 3 5
6
soo 45 3
36 5 30
7
3 7
37
700
63 8
9
3
8 10 2 800 72 10
8 I
900
81 11
6
1000
40
3 3
2000 181
5
3000) 271 17
6
4000 352 10 o
44 3 19 9
5000 453
6000 543 50
46
7
6
4 5
2 I
47
8cool 725
O O
gco0 815 12
6
4 93
10000 9065
6 14
(28) 2 10
29.
30
(112]
37
2 18
2
34
ao u ovou O O Olow that w O
مام
600 54
38
3 lo
3 12
90 12
3 16
NO ON
7000 634
OPIA
48
O O O
50
4 10
7 2
1090 987 16
TheValue of a muu
5 IS 5
O
55 17
5
9
4 15 4
o
7 4
54 4 13
5 6
4 19
6
Q
51 4 53
52 JS
being
*00g/
d
o 12 10
1 14 10
[The Price of the Pound, Ell,Yard,
Ounce, or other thing, Cwenty two Pence.
1. s. d. Value
3
8 of
0 IO
[56] 5
8
8 O 14 8
57 5 4 6
9
O 16 6
58
5 4
o 18 4
59
5 58
60
61
5 II 10
13
5
63
5 15
15
7
6
64 5 17 4
I 9
5 19
66
67
19
68
69
6 6 6
1 18 6
70
68
4
6
10
2
I
2
5 IO
1
2
1
3 10
8
5 13 8
16
65
6 I
I 13
64
21
4
6 10
24
25
5 to
7 8
6 15
6 17
26
6
27
9
7 6 8
[ 28
2 II
29
2 13
2 1
31
2 15 16
O O O 1o O *oo O
32
33
34
72
73
6 13 10
74
8
75
80
[34] 14.
90
5.
TOC 9 3
IO S 4
20C
18 0 8
300
400 36 13
50C
600
55
700
64
Soc
73
900
82 10
0
1000
91 13
2000| 183 6 8
3000 75
4000! 366 13
2 18 8
3
o 6
3
3 4 2
6 o
45 16
3 6
36
37
3 7 10
3 98
ONG
38
3 I 6
39
40
3 13
13 4
3 15 2
0
42
43
019000*0.000+ 0.900
5000 458 6
45
3 17
3 18 10
4.
0 8
4.
2
6
4 4 4
4
2
8 O
4 9 10
46
O doo O 100 O *
6000 550
O
000 641 13 4
8oool 733
6 8
000 825
10000 916 13 4
11000 1008 6 S
N
47
48
49
50
o
4 II 8
TheValue of
Value 1.
is o
3 8 2
5 6
0 12 15
$ 58
S762
$0
o
1
2
60
$ 16
15
18
19
115
2
The Price of the Pound, Ell,Yard,
Ounce, or other thing, being
wenty-tino Dence i Farthing.
1.
of 51 is 4 14
6
3
3
3
52
4 16 50
4
53
4 18 31
5
9
5
O I 2
6
55 5
7
(56)
$ 3 10
8
O 14 IO
57
9 O 6
594
60
5 II
3 o
12
5 13
3 1 4
62
5 14 12
5 1 2
5 18 8
9
6
17
66
6
6 6
4
6S
6 6
1
I 17
6. 6 7 III
21
I 18 11
70
6
9
9
71
6 11
23
2 73
72
24 2
6
72
25
6.17 2
26
8
75
6. 19. O 3
27
2 10
80 7
8
4
[28] 2 11 11 C (84) 7 IS 9
29 J3 93 go
8 2
30
9 5
5
31
2 17 5
10780
2 19 4C 200
18 10 10
33
300 27 16
34 3 3
400 37 1
35
3 4 10
sor
46 7
6
9 C
бос
55 12
3
8
7
700
64 17 11
800 74
3 12 3
900
83
40
3 14 2
1000 92 14
2000
18
42
6
2
3 17 TO 2
43 319
8
40001 370 16 8
44 4
7 C 5000| 463 jo 1o
5 ]
6000 556 5
3 2 70001 643 192
47
4
8000 741 13%
48
4 9 o
9000 834 7
49 4. 10 to 1 10000927
8
6 13
6 15
3
(112
36
3
37
38
3 Jo
10 52
3 16
3000 278
o
46
50 4 12 82) 110800 rooi
TheValue of
,
The 4 17 6
0
1
O
58
Our au
O 18
5 to
5 12
2
7
3c
5 16
S 18
O
53371
6 11
I
3 ol
6 13
1
23
2
Price of the Pound, El, YaraOunce, or other thing, being
Tatty-tino (OING 2 marchings.
1. S. d. 71 1 Value 8, d. 1
3 9 of 518 4 15
4 15 7
60
7. 6
53
4 19 4 2
54 5
55 53
O 13
5 5
57 S 5 6 10 2
58 9
59
7
72
604
6
61
5 14 4 2
13
62
6
631
12
8 I 2
6.
6
6
6
I TO 2
6
17
3 3 90
I 13 9
6
6
5 72
19
I 1972 68
6
7
I 17 6
69
6
9 4 2
70
3
71
3
72
6 16 10
74
6 18
8
7
21
800
7 10
28] 2 12
[34 7 17
4 2
90
8 8 9
30
97
31
(112 10 10
3 o
2001 13 15
33 3
I 10 2
6
3 3
9-0
35
3
5 7
50
46 17
6
3 7
6
600 56 5
37 3 9
700
65 12 6
38
3 II
800 75
39
goo 84 7
6
3 15
O
19oo 93 15
3 16 TO 2 200cl 187 10
3 18 9 с
5
43
o 0 7 2 4000 375
5000| 468 15
45
6000 562 10
7000 656 5
47 4 4. 8
48
4 10
9000 843 15
49 4. IL TO
10000937 10
50 4 13 9 1ohoo! 993 15 0
Na
6 10 2
2
2
[
2 18
O glo oo
Oo oo
300 28
400
37 10
36
ooooomoolo
3 13
3000; 281
0 0 0
6 €
O
46
4 6
Soodl 750
O O O O
..
53 The Value of a mano
5 2
7 4 2
6 o II
54
51 is 4 16 81
5
.
IS O
3 9
8
5 3
5
9 5 3
of 1o
5 :
8
9 o
62
62
63
64
65
*
5
1
18
1 TL
6 7
6. IO
6 12
I 19
6 14
1
519
The Price of the Pound, Ell, Yard,
Ounce, or other thing, being
'pent two Denci 3 fartiaga
$. d. f Value
52 4 1870
4
7
53
54
7
3 [ 56 56
OIS 2 O
57 5
8
9 17 O 3
5 9 11 2
So 18 11 %
59 5 II 10 I
60
5 13 9.9
5 153
13
1 4 7 3
6 6
5 1
18
T TO 40
6
3 23
66 6
5
67
I 16 0 1
6 8 11 C
I 17 II O
69
9 3
21
93
70
71
7
23
3
72
6 16
5
7
8 2
25
2 9
75
80
[28]
[84] 719 3
8 10
2 14 II 3
20
72
2 16 10 2
30
9 9 7
31
IO 12
2 18 9 )
2
32 3 o 8c
6
3
28 8 9
33
31
3 52 400 37 18 4
35
3 4
36
6
8
60056 17
3
3
IO
3
700
I 3
02
800
900
85
6
39
3 3
1000 94 15
40
10
3000 189 1
8 3
11 8
41
6
I 6 1
4
4000 399 34
4 4 3 5 5000 473 19
4. 5
3 31
6oool 568 15
4 7 2 2 7000 663 10 10
4 9
I 1 8000l 758 68
oc 9000 853 2
6
4 12 10 3 19000 947 18 4
6 o
6 18 4 3
2
6 C
26
32
8 o
2 II
13
18 19
300 288
47 7 11
66 7
1
75 168
3 12
3 13 II
315 ro o
3 17
3 19 7 2
3000 284 7
4 14 92 )
10500l 995
TheValue of a mano
5 4
5
The 7
5
97
-three Dance.
1.
5 6
54
Twenty7
4 19
8
.
is o 3 10 of 51 is 4 17 9
3
5 g
V 5 I
S31
52 being
.
d5 11
O 17
O 19
58
59
I
1
1
O
love E
6 10
NA O OOO
18
1 14
19
I 16
6 10
6 12
6 14
2
O
ME
I
2
1
Price of the Pound, Ell, Yard,
Ounce, or other thing, luel I.
3
6
6
55 5 5
7
o 13 5
( 56 $ 7 4
8
O 15 4
5 9 3
9
3
IO
5 13
60
5 15
3
61
5 16 II
13 I 4 II
62
5 18 10
63
6
9
I 8 9
64 6 8
16
1 10
8
65
6 4
7
I 12 7
66 6 6 6
6
67 6 8
8S
5
68
I 18 4
66
3
70
22
2
71
6 16
4
6 IS
6
73
6 19 11
74
7
I 10
73 9
2 11 9
so 7 13 4
[28]) 2 13
8 [84]
8 81
2 15 7
29
90
6
30
2 17
6
100
8
9 II
31
2 19
5 (112) 10 14 8
32 3
4
19 3 4
33 3
300
28
15
34 3 5
400 38 6 8
35 3 7
500 47 184
3 9
600 57 10
37
8
3 10 II
Soo
76 13 4
39 3 14 9
goo
40
1000
41
3 18 7 2000 191 13 4
42
O 6
43 4 5
4 4 4
5000 479 3 4
45
o
600o! 575 o
46 4 8 2
I
8000) 766 13 4
48
4 12
9000 862 10
49
4 13 11 10000 958 6 8
O
4 15 10 rogoo 1006 5 o
2
7 11
9 10
75
8 12
1
mwol
36
0
70067
€ 3 12 lo
86 5
3 16 3
95 16 8
fonton]
+000 +olo too +100 +0.0 +000 o
3000 287 10
4000 383 6 8
4 6 3
7000 670 16 8
4 10
O
2
:fce, or other thing, being
分​,
:
u
(50)
25
5
30
2
543
75
6
62
7
02
6
6
6
4
6
1 14 p
59
70
93
5.ir
x
6
6
be
0
18
63
615
67
6
3
3
1
72
3
46
6
9
151
7342
COMMON
7
[28
20
30
10
25
00
01
:
8 15
84
g
ge
144
TO 9390
#12
c19.7
32
400 38 15
3
600
700 10.3
800
7710
900 71
302
SO
3990
03
33 77
15
6
117
0
CO
96 17
42
的​12种​行​的​仍​物
​200931
30000
4000/187
70
5000 48476
6000 81
7000 678 5
4
。
46
7
48
0
Scoo777
4
41.11
9000 871176
10000 458 js
0
4002
10401070
TheValue of 6 mtinefnagal
55)
(56)
on ain
6 o
13
1
7
64
6
6 7
69
1 17
1 19
6 13
6 15
6 17
I
2
The Price ot une Pound, Ell, Yard,
Ounce, or other thing, being
Twenty-three Pence 2 Farryings,
s. d. t.
Valur
2
is 0 3 11 0 of 51 is 4 19 10 2
3
5 10 2
52 5 I 10 O
4
7 10 0
531 5 3 9 2
5
9 9 2 54 5 5 9 o
6 O II
57 82
7 O 13
82
5 9 8 o
8
0 158
57 5 11 7 2
9 017
5 13 2
10
o 19 70
5 15 6 2
1
6c
5 17
I 3
61
5 14 5 2
I 5 5 52
62
6
I
63 6
3
IS
1 9 4
6
5
16
I 11
32
17 I 13 3 2
66
9 30
18 I 15
30
67 6 11
22
19
68
2 O
20
69
12
70
I O
22 2
3
7) 69
23
2
5 o 2
72
71
O o
2
7
73 7 2 II 2
25
2
74 7 4 11 o
26
2 10 I1C
73 7 6 10 2
2 12 10 2
80
7 16 8
(28] 2 14 JOC [84] 8
4
29
2 16
go 8 16
30
2 18
9 C
100
9 IS 10
34
8 2 [112]
32 3 2
200 19 11 8
33 3 4 7 2 300 2976
34
3 6 7
490 39 3 4
35 3 8 6 2 590 48 19 2
36 3 to
6
15 0
37 3 12
52 700
68 10 10
38
3 14 SC
6 8
39 3 16 4 2
900 89 2 6
40 3 18
4
1000
O 32 2000 199 16 8
42
3000 293 15
43
22 4000 391 13
44
2 o
5000 489 II 8
6000 589 10
46 4 10
7000) 685 8
47
6 8
48
4 14
9000 887
So
4 15 1r 2
4 17 Ilo (10301008 to to
24
C
8 11 2
Lovna
9 2
3 0
10 19 4
600 58
58 15
800 78
97 18
O oo aa plot
o fogo
4 12
8000 783
10000 979
50
*mo na
TheValue of n mono
57 SIO 1
5 II 2 52 5
3
The IO O
7
8
OI I0
1$
)
$
2
5 4 10.3
9 10 3
5 ili
531 d. f.
of sil is 5
8 OIL S. , Yard
1
10 9 I
1
I
63
8
I 13
6 10
I 17
6 14 7
I
6)
Price of the Pound, EUOunce, or other thing, being
€wentpétbree Dance 3 Farthines .
12
Value
6 10 551
6
Q 13 10 ) (565 12 9 3
O 17 9 3
58 5 14 9 2
9
0 19 92
59 5 10 91
60 5 18 90
61 6
390
o 83
62 6
5
13
8 2
7
14
6 4 81
1:9 8 1 641 6 6 8
IS
III
65 6 8
66
7.3
I 15 7 2
671 6 12
18
7
68
19
71
I 19 7 0
69 6 16 63
6
70 6 18 6 2
2
62
3
71 7
6 )
23
S
72
6 o
7
7
73
7 4 5 3
S 3
7 5 %
75
52
7
8
5 I
13 5
(28)
3 6 3
IS
[84]
2 17 4 3
8 18
2 19 4 2
(112) 1 8 o
32
19 15 10
33 3 5 3 3
300 29 13 9
34
400
35
3 9
500 499 7
3
600
37 3 13 2
5 5
38 3 15 2 2 Soul 79 3 4
39 3 17 2
1000
319 2
40
4 I
2000 197 18
3000 296 17
43
8
4 5
4000395 10
5000 494 15 10
45 4 9 03
600c 593 15
O 2 7000 692 14
47 4 13
8000| 791 13 4
4 15
gocc 890 12
6
9
4 16 4 3
8
10000 989 11
al 000 NO
90
30
9 17 11 O
39 II 8
36
3 11
597 6
70069
900 89
L
98 19
13
4
4 3
46
4 11
0
48
50
4 18 11 2 10200 100g. 7
TheValue of a man
I2
6
3
0 The is o
6
o 5 55
53 10
4
52 O O O O O
5 4
4
8
51 of
d.
1. being
5
0
is Price of the Pound, Ell,Yard,
Ounce, or other thing, Two Shillings.
1. s. d. Value
S. 5
54 5
IO
7
[56]
57 5 14
9
59
60
6
61 6
6
62
6
63
6
14
64
68
0 14
5 I2
8
O
O 16
O 18
58
5 16
5 18
10
I
II
I
1
2
6:4
13
I
T
8
I IO
16
6 10
I I2
65
restaurants
1 14
6 12
0
18
19
20
I 16
I 18
66
67
68
69
70
O
6 14
6 16
6 18
7
0
21
2
o
2
2
8
23
24
25
26
2 IO
2 I 2
2 14
8
2 18
2
10
27
[28] 2 16
29
30 3
31_3
32 3 4
33 3
6
34
3 8
35
36
3 I 2
37 3 14
38
39
40 4
0 0 0 0 0
71
7
72
7
73 7
6
74 7
8
75 7 IO
76 77 12
80
[84) 8 8
90
9
100
[112] 4
200 20
300 30
400 40
500 50
6ool 60
700 70
80
goo 90
1000 IOO
2000 200
3000 300
4000 400
5000 500
6000 600 0
3 Io
3. 16
3 18
800
O O O O
2
O
43
44
4
4
4
O O O
8
4 to
4 12
46
0
8000
47 4 14
48
49
50 ) 5
4 16
4 18
7000 700
00
9000 900
10000 1000
O
R....
TheValue of
two
1. S.
S 12
ooulou
5 16
* I
65
1
6 7
6. 9
13
14
1
63
64
6 11
6 13 4
65
6 15
6 17
I 15
I 17
6 19 7
I
I
23
2
23
3
The Price of the Pound, Ell, Pard,
Ounce, or other thing, being
Cvo Shillings Dne Denny.
Value 1.
4
of 53 is 5 3
3 63
5 8
4
4
8
53 S Jo
5 OIO
5
54
6
6
0 12 6
55 5 14
7 0 14 7
(56)
8
8
0 16 8
5 13: 9
9
0 18 9
58
O IO
5S:
2* II
2 11
60
I 2
I S
61
I 7 I
62
2
3
15
III 3
16
I 13 4
5
5
66
6
18
6
6
1.197
69 7.
8
20
8
69 7 39
3 9
7 5 10
5 10
71 7
711
2.7 II
72
7 10
24 210 O
73
1
I
2
26
2
3
2 16
76
(28)
80 8:6
29 3 O
5
8.15
30
3 2
6
99
4
roc
to 8
3
6
(112)
3 8 9
200 20 168
34 3 10 10
306
31 5
35 3 12 11
41 13
3 IŚ
soc. 52
37
3 17
60c
3 19 2
39
800) 83 6
4
4
900 93 15
5
1000 1243
42
6
2000 208
4 7
8
43 4 9
3000 312 10
4
4000 416 13
45 4 13 9
5000 $20
46
6ood 625 o
4 15 10
47 4 17 II
7000 729
8000 833 6 8
*49
5
9000 937 10
7 12
74
7 16
7 18
2 18
[84
ON cu A
31
11 13 4
400
O
1
62 10
38
700 72 18
40
0 00+ 0 CoA 0oA 0oA 0oA 000A
520 16 g
3
48
SO
4
100001041 13 4
TheValue of nm
52
iso of The 4
51 is 5 10 6
3
6 6
,
8
5 4 12 O O O O
2
O 15
o 17
o 19
ܘ ܗ ܩܝܼ ܐܲܟ܂
I
6
6
6 10
1
O
WA
61
By:
6 12
6 14 4
2
63
64
I 19
67
2
orain
1
2
57858341
2
oo and
71
2
0
Price of the Pound, Eil, YardOunce, or other thing, being
Two Shillings Two Pence.
1. ... d. Value 1. $. d.
8 8
53 5 14 10
5
0 10 10
54 $ 17
6
0 130
55 5 19
[56]
6
7
I 4
8
57
6 3 6
9
5 8
10 1
8
59
7 10
II
3 IO
60
12
1 6
2
13
I 8
62
I 10
6 16 6
15
6
6 13 8
13 1 14 8
6
7 O 10
17
1 16 10
66 7 3
18
7 5
19
68 7
20
3 4
69 7 9
6
21 2 5
6
70
7 II
8
22 2 7
8
7 13 10
23
9 10
2 12
2 14
74
8
26
4
8
2 6
27
2 18.6
76 8 4 8
[28]| 3
8
80
29 3 2 10 [84] 9
30 3 5
go 9 15
31 3 7 2
100
8
32 3.94 (112) 12
8
33
6
200 21 13 4
34
300
35 3 15 10
400 43
68
36 3 180
500 54 3 4
37 4
600
650
38
4 2 4
700
39 4 4
800
40 4
68
goo
4 8 10
1000 108 6 8
42
2000 216 13 4
43 4 13
3000 325 0
44 4 15 4 4000 433
6 8
4 17 6
5000 541 13 4
4 19
8
6000 6500
47 5 I 10
7000 758 6 8
48 5 4 0
8000 866 13
4
49
9000 975
50
8
9200 996 13 4
02
72
73
7 16
7 18
2
2+
25
2
O
2 16
75
ماه
O
8 13 4
2
O
0
IO 16
2
3 II
3 13 8
32 10
O
2
75 16 8
86 13 4
97 10
00014 NooooA
4 II
2
O
46
+0
0 0 0
9
5 6
O
4
4
ang iyeuzey 3*
TheValue of
s, d.
4.* *
O O O
ola
O 13
O 15
O 18
O
I
58
?
I
6 12
8
6 15
6 17
6 19
1
I
14
I
I 16
18
7 IO
2
S**** s
ina
no mlio
600 67 too
The Price of the Pound, Ell, Yard,
Ounce, or other thing, being
olvo Sbíllings Uhree Pin
1.
Valuei I.
is o
4
6 of 51 is 5 14 9
3
6
9
52 5 17
9
531 5 19 3
5
3
541
6 6
6
55
6
3 9
7
9
[56] 6 6
8
57 6 8
9
3
6 10 6
6
59
9
I 4 9
60
12
7
3
13
93
62
6
6
63
7 9
15 I 13 9
64
7 4
16
7
6
3
17
3
7
8 6
69
9
9
68
7 T3
5
69 7.IS 3
7 3
70 7 17
6
6
19 9
23
8
73
3
8
6 6
26
6
75
8:18
9
27 3 9
8 11
[28]] 3 3
77
3
3 5 3
80
30
3 7 6
[84] 9
90 IO
3 9 9
32
100 II
3 12
5
33
3
[112] 12 12
200
34
22 10
9
3.00 33 15
36
400 45
1
45 0
3
500 565
4
4 5
39
4 7 9
70078
78 15
40
4 12
goo 101
5
6
4 14
1 000
9
3000 225
4 19
3000 337 10
4000 450
O
5 3
6
5000 564 10
5 7000 787 To
8000 900
8gcoliooi 5
72
2 14
84
25
8 13
9
o
2 6
O
3 14
6
o
3 16
4
37
38
w OOO
Soo go
4 10
4 16
46
o
+7
12
5 5 10
675
8
OW OL
9
6000 The value of mono
0
The I
O 14
7
2
9 4
55
8
6
6
52
531
6
54
6
19
3
6
,
Price of the Pound, Ell, YardOunce, or other thing, being
Two Shillings Four Pence.
1. s. d. Value 1. s. d.
8 of SI is 5 O 16
4 ( 56]
6 IO
8
*O 18 8
7
8
57
6 13
T
I
58
6 15 4
IO
I
6 17
II
I
3 4
5
8
8
O
I
I IO
62
13
14
I 12
8
631
O
I 15
64
65
16
8
O
2
19
20
7 18
6 8
O
9
8.
2 13
O
8 10
8 12
ole
8 17
8 19
29
3 to
59
8
60 7
61
7 4
7 4
8
7 7
7 9
4
7 11
8
66
7 14
67 7 16 4
68
8
69
8
70
8
34
71
58
72
8 8
73
74
8
8 15
76
4
77
8
809
6 8
[84] 9 9 16
IO IO
90
o
Too II 13
II 13 4
[112] 13
200 23 6 8
300 35
400 46 13 4
6 8
600 70
700
81 13 4
800) 93
6 8
900 105
1000 116 13
13 4
2000 233 6 6 8
3000 350
4000 466 13 4
5000 583
6 8
6000 700 0 0
7000 816 13
13 4
8odol 933
6 8
8600|1003 6
6 8
4
23
8
24
2 16
25
2 I8
26
3
0
8
27 3 3
[28]] 35
3 7
30
31 3. 124
32
33 3 17
34 3 19
35 4 I
8
36 44
37
4 6 4
38 4 8 8
39
40 4 13 4
41 4 15
8
42
43
5 o 4
44
2
8
5 50
46 5 7 4
314 8
O
500 58 6
4 II
0
4 18
0
45
47
48
49
5 98
S 12
O
14 4
CO
5 76 8
2
TbeValue of mfinca
6 2
55
5
3
The 6
o mooo
O 14
6
8
0 12
s.
4 10
541
6 531
7 3
9
8
8
6 5
6
S3
6
1. JO
, d.
,
6 15 4
6 17
57
58
1
4. 2
2
1
13
III
62
Price of the Pound, Ell, YardOunce, or other thing, being
Two Shillin ss Five Pence.
1. s. 8. Value
12 11
0 16 11 (56)
7
8
O 19 4
9
I I
9
7 2
IO
59 7 7
I 6
7
60
7 5
9
61
7 7 5
5
7 9 10
I 13 10
63
3
3
7 14
8
8
60
7 17
66
7 19
6
3
6
67 8
68 8
19
4 4
69
8 6 9
2 1
2 IO 9
22 2 13
71
7
23
2 IS 7
73
81 6
S
3 5
8 18 10
2 10
75 9 I 3
27 3 5 3
76 9.3
8
[2811:37
8
77 9
6
1
29
8o9 13 4
3 12
6
30
[84 IO 3
3 14 II
IO 17 6
I4
7 I2
15
64
16
I
தெப்பத்திப் பால்
I
1
5 II
*****
8 4
8 9
2 2 2
8 11
8 14
24
2 IS
26
3
3 IO
I
o
12
1
3 17 4
3 19 9
32
33
34
35
36
60 8 4
38
4 4 7
47
4 95
4 II 10
4 14
4 16 8
4 19
1
5
6
+
41
(112] 13 10 8
200 24 3 4
300
5
400 48 6
8
500
600 72 10
700 84 mi 8
800 96 13 4
900 108 IS
1000 120 168
2000 241 13 4
3000 362 10
4000 483 6 8
5000 604 3 4
6000 725
7000 845 16 %
8000 966.13 4
42
43
44
45
46
Quan
5 II
47
48
5 16
5 28
5 13 7
0
5
49
50
6 O 10
8300/1002 18 4
TheValue of
The , Yardı
Price of the Pound, EllOunce, or other thing, being
Ctvo hiliings Six Pence.
I, s, d.
Value
of 51 is 6
7
6
.ܐ ܕ3 ܝܐ
9 ܕf
ܘ
5
?
19
ܘ 6
ܘ
No No
.܀܀
6
0 12
6
ܪ1 6
ܘ
15ܘ
617
6
ܘ
UNOS
ܗ 0
0
0 0ܗ
7
7
7
7
1
6
5
7
ܐ
76
ܘ1 7
ܢ|6
:
53
5+
55
[56 ;
57
53
59
6o
61
62
63
64
65
66
67
68
69
7C
ܘ ܘ ܘ ܘ ܘ ܘ ܘ o po
ܘ 1
ܐܐ 7
12
13
14
15
16
1 126
6
7 15 6
7 17
6
ܘ
115
17
6
2
9
9 ܗ ܗ ܗ ܗ ܗ ܘ ܘ ܕ
2
6
8
17
18
19
s
76
2
6
ܘ1 8
2
7
216
ܘ2
3 12
8 .15
ܩܘ ܩܘ ܩܘ ܩܘܐܩ
ܝܘ ܘܘ ܘ
21
6 ܀ 12
2
22
1 15
17
71
72
8
9
6
ܘ
17 ܐ
ܘ 3
73
23
24
25
26
6
3 2
3 $
37
3 10
ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ1ܘ
9 5
9. 6
ܘܘ ܘܐܘ ܩ
9 10
912
3 12
ܘ 15
9
10
3 15
3 17
6
27
[28]
29
39
31
32
33
34
35
36
76
77
78
8o
f84]
90
10
[12]
ܘܘ ܘܠܐ
5
1210
4
0 N n
6
Oܘ
25
ܘ1 ܀
300
ܘܐ37
ܘ ܐ 9
37
38
39
ܘܘܛ
Oܘܪ
50
ܘ ܘ ܘ ܘ ܘ ܩܪܘܩ
ܘ ܘ ܘ ܘ ܘ ܘ ܘܐܘ ܘ ܘܘ ܘܘ ܘ ܘ ܘ ܘ
ܘ 15
4
ܘܠܐ 62
75 1ܕܘ6
4 IJ
ܘ4
* 5
ܗ ܘ ܗ ܘܘ̄ ܗ̄ܘܵ ܘܘ̄ ܘ̄ ܗ
ܘ ܀ 5
ܪ
ܘ7
ܘ1 87
100 ܘܘ%
41
ܘ1 112 ܘܘ9
ܘ
.܀
5 15
57
43
125 ܘܘܘܠܐ
ܘ29 ܘܘܘ
ܘ ܘ ܘ1ܘ ܘ ܘ ܘ ܘ
6
ܘ1 5
0
0
0 ܘ
6
375 ܘܘܘ3
45
46
4000500
5 :12
5 15
5 17
6
6 62
6
47
48
49
ܘ 625 ܘܘ$
ܘ
15
elܘܘ6
ܘܬ ܘ
875
8000 1000
ܘܪ
ܘ
ܘ
The Price of the Pound, El, Pard.
s, d
J.
2
an Aw Jo
7
8
74 8
-oom.
9
1
7 9 IO
7 12
I
12
O
13
14
15
I 16
I 18
64
.
16
2
3 11
8 JO
813
8 15
19
2
24
25
Ounce, or other thing, being
Cto Shillings Seven Pence.
Value
is o 5.2 of $1 is 6 119
0 7 9
52
6 14 4
O 10 4
53
6 16 11
O 12 11
54 619 6
O 15
55 7
[56]
1
57
7 73
33
58
I
5 10
59
5
8
5
60 7 15
III
61
7 17
I 13
8
63 8
18 9
8
54
65
7 II
66
6
6 6
67
1
9
68
8
2 II
69
8 18
3
2 14 3
70
O IO
2
16 10
71
3 5
% 19 5
72
9
6
3 2
73 9 8
7
3 4 7
74
37
75 9 13 9
3 9 9
76
771 938
3 14 1
78 10 I.
3 17
6
80 Io 6 8
[84)
8
gol
6
4 5 3
100 12 18 4
4
7 10
(112) 9
4 10 5
4 13 O
3co
38 15
4 15
7
400 513 4
4 78 2 500 64 11- $
5 9
600
5 3
700 go 8
5 5 11 800 103 6,8
5 8 6
116 5
5 1
1000l 129 34
5 13 8
2000 258 6 8
516 3
3000 387 10
5 18 10 4000 516 13 4
6 I
5
5000 645 168
o
6000 775
6 6
7000 904 3 4
2
26
9 16
27
(28)
29
3 12
30
32
10 17
32
33
34
35
4
25 16
36
37
38
39
40
77 10
900 16
42
43
44
45
46
258 6
elmon
48
64
49
50
6 9 2
7900|1020 -8
4
TheValue of
1. The .
Ounce,
new
O IO
Oo90
O 16
1
*
I
I
I
OOOOOOOOOOOO
7 12
7 148
58
8 "O
12
61
8
13
I 14
63
64
:?
2
65
o
18
2 13
2 16
Golf
8
9 12
0
Price of the Pound, Ell,Yard, or other thing, being
Two Shillings Eugbi PenceS. d. Value I. S.
IS o S 4 of 51 is 6 16
3
8
52
6 13 S
4
8
531 7 I 4
5 o 13 4
54
6
55 7
6 8
7
O 18 8 [56] 7 9 4
8
4
57
9
4
10
6 8
59 ny 17 4
4
бо
112
S
8
62 8
5 4
14
1 17 4
8 8
15
8 10 8
16
8
8 13 4
17
2
5 4
66 $ 10
8 o
67 8 18 S
19
2 10 8
68 9 I
4
69
21
70 9
2. ID 8
71 9
23
3
72
24
3
73
9 14 3
25
74 9 17
26 3 94
75
27 3 I 2
70
[28] 3 148
10 5 4
3 17
29
IO
7811 8
30
80
IO 134
31
8 [84]
32 4
90
48
13 6 8
8
34
(112) 11 18 8
35
4 13 4
200 26 13 4
36
300 40
37
4 1368
400 53
38 5 I
4
500
39 5 4 0
600
80
40 56
8
700 93 6 S
5 9 4
800 106 13 4
42
512 0
43 5 14
8
1ooo 133
68
5 17 4 20001 266 13 4
45
3000) 400
6 8
4000 733
6
47
6 5 4
48
6
8
6000 800
49
6 10 8
7000 933
6
8
50 13 4 7500/1000
3 6
0
10
77
0
31
100
4 Io
4 16
::
66 1
Sool 120
2
5000 666
O
6 13
TheValue of a mno
3
3
4
7
13
3
7 5 9
5
0
.
O 13 9
6
O 16 6
u.
is o
6
83
53 7 5
O 55
o
7 S. 11
O 19
57
58
un 19
8 79
1 13
I 15
13
8 132 3
63
64
is geneem ispit *lup olivat
2
16
4. O
9
Icool 137 10 0
The Price of the Pound, Ell, Hard,
Ounce, or other thing, being
two Sbilitars pine Pence.
Value 1.
6 of 51 is 7 7
3
[56]
8
6
9 I
1 I
8
7
2:3
3
8
60
5 0
611
9
62
8 10 6
9
14
1 13 6
IS
8 16
1
3
65
8 18
17 2 6
66 9
9
6
67 9
19
68
3
9
7
2 15
69
9 9 9
2 17 9
70
6
3
6
71 9 15 3
3 3 3
72
24
10
73
9
25 3
6
8
9
74
26
311 6
3 14 3
9
77
[28] 3 17
IO II 9
29 3199
78
10 14 6
10 17
2
801
31 4
32
4
8 o
II 11
[84]
12 7 6
33
4 13
6
tool 13 15
35
3
[112]
IS
4 19
S
3001
5 4
4co 55
39 57
500
40
600
5 12 9
7001
42
Soo. 110
5 15
43 18
goo 123 15
9 12
23
9 18
26
3
6
....
4 10
9
416
37
5
6
38
nurinn
68. 150
5 10
96 5
4.5
6
6
47
6
6 I2
6 9
3 9
2000 275 0
6 6
3000l 412 10 o
9. 3 4000 550 0 0
5000 687 10
14 96000 825 0
0
49
50
6 17
7000! 962 10
TheValue of a mall
2
l'he 4
OIL 1. 8. d.
is o
55 7 13
O 17
54 6
Valuel 10
52 ,
Price of the Powd, Ell, YardOunce, or other thing, being
Cmo Dhillings Cen 10ence.
1. S. d.
58 of 51 is 7 4 6
8 7 7 4
53 7 7 15 10
0 19 10 [56
8
8
57
8 6
56
53
8 4 4
59
8 7
60 8 10
7 18
7
8
9
1
2
1
I
8 4
2
III
I 14
61)
62
63
13
14
15
16
8 15
8 12 10
8
8 18 6
9 1 4
9 4 2
64
16
65
I 16 IO
I 19 8
2 6
2 54
8 2
2 11 O
2 13 10
2 16
8
2. 19
6
17
18
19
20
97
9
9 IO
914
915
8
6
9 18
4
1
2
3
3 5
2
IO
23
21
25
4
6 10
38
10
66
67
68
69
70
71
72
731
741
75
761
77
78
79
80
[84]
90
26
10
9
10 12
8
6
28
3 10 10
3.13
8
3 16 6
3 19 4
2
4 5
47 TO
IO 18
10 15 4
2
II I o
3 IO
II 6 8
31
II 18
O
32
33
34
35
36
4 10
4 13 6
4
4 19 2
12 15
143
4. 16
4
[112]
15 17
28 6
5
200
38
39
5 4 10
5 7 8
56 13
6
5.13
4
5 16
5 19 0
1 10
6 4 8
6 7 6
4
o gooo
300 42 10
400
4
500 70 16
8
600 850
700 99 3 4
800 113 6 8
goo 127 10
1000 141 13
141 3 4
2000 283
283 6
3000 425 0
40001 566 13 4
5000 708 6 8
60ool 850 O
7000 991 13 4
0 1 0
46
6 10
6 13
48
co o ON
6 16
6 18 10
7 I 8
49
50
the Price of the Pound, Ell, Yard,
heValue of mo
S d.
5 to
5
1
57
63
8 15
I
8 17 11
13
631
641
Once, or other thing, being
Ghillings Elepon Pence.
1.
V luel 1. S d.
2 liso
of 51 is 7
is 78
9
3
8
9
52
8
O II
8
53 7. 147
5 0 14 7
6
6
6
8
5
7
5
156]
8
8
8 6
3
3
9
8.9
9
60
12
[ 15
61
0
I 17 11
621 9 @ 1o
14 2 O IO
9 3
15 2
9
6
16
2
8
99
17
97
66
2 1 2
6
67
9 15 5
19 2 155
68
9 18 4
2 18
.69 IO
1
3
3 1
3
70 10
3 4
IO 7
1
23 3 7
72
IO IO
24
73
12 11
74 10 15 10
20
3 15 10
75
8
76
9
4 7
II
7
II to
5
80
4
4 134
[84] 125
go
33
6
13
8
34
355
1912)
8
29 3 4
b
9 12
2
I
3 10
10 18
3 18
6
*
2
a não
14 II
16 6
36
37
5 711
TO 10
13 15
4001 58 6 8
goo 18
S 4
13
600 87 10
2
6
900 131
43
仲​村
​8
4
700 TOZ
800 11613
5
1000
145
16
2000 291 13
3000 437 10
400 583 6
SCOC 29 3
broc) 875
Love NN
6 14
46
tolon
8
6 17
1
98
49
7ooolic20 16
8
.** ::
The Value of smo
is O.6
2
0
The Price of the Pound, EII, Yardı
Ounce, or other thiny, being
Chre:
Shilingo.
1. s. d.
Value
of 51 is 7 13
52
53 7 19
541
59
(56)
3
7
2
0 9
O
7 16
015
O 18
8
8
O
1
1
4
7
8
I
57
S 11
8 14
1
Son
9
IO
1
1 19
13
14
1 16
I
2
5o
2 8 0
oooooooo
9 12
16
9 18
2 14 0
17
18
19
20
10 13
0
22
23
24
25
3 O
3 3 o
360
3 90
o
3 15
3 12
O O O O O
26
3 18
4 4
[28
29
30
31
60 9
9 3
62 9
6
63 99
64
6g 9 IS
66
67 10 1
68
10 4
65 10
770
10 10
71
72 10 16
73
jo 19
74)
11 2
75
76
8
7
78
79
80
(84) 12 12
90 13 10
100
IS
0
[112] 16 16
200 30
300 45 O
400
500 750
600 90 O
7001 tog
800 120 o
900 135 0
1000 150 0
2000 300
3000 450
11 14
11 17
O O O O o
4 lo
0
4 13
o
4 16
O
4 19
5 2
0
33
34
35
36
5
8
oole
37
38
60 o
39
40
O O O O
6
ܘ ܘ ܘ ܘ ܘ
0
42
43
44
6 6
6
6 12
0 0 0 0 0
6 15
46
6 18
o
47
4000 600
O
48
7.
4
O O O O
9000 750
49
0 0 0 0
6000 900
50
7 10
7000 1050 o
.
5518 Th Value of a mimo
59
2
52
O 19
9 8
of 6
6
3
189
8 The
The Price of the Pound, Ell, Yard,
Ounce, or other thing, being
hree Shillings Three lance
S. d.
6 9
O 13 O
o 16
so is 9
5318 12
3
54 8.15 6
18
156
9
57 9
53
9
59)
9 I 9
9 150
2
0
8
9
581
11
I 2
9
1 6
1 93
I 126
1 15 9
1 19
2 2
2 S
6
601
611
9 18
15
16
2 12
3
62
10 6
63 101 4 9
64
65
10 II
3
66
10 14 6
67 10 17
9
63
691
3
700 11 7
18
2 153
2 18
18 6
3 9
19
20
21
3
71
II 10
olaromoc
3 18
6
23 3 14
24
25 4
26
4
27
28] 4 11
29
30
4 17
9
32 5 4 O
33 5 7 3
3495 10 6
35
5 13 9
365 17
-37
6
O
3
38 6 3 6
396 6
9
40 0 6 10
41 6 13 3
6 16 6
14 12
O
721 11 14
73 11 17 3
12
3 0
761 I
771 IO
78
12 13 6
79112 16
801
13 0
[84]
13 13
90
6
100
16 5
[112] 18 4 0
200
300
48 15
400 65
500 81 5
600 97 10
700) 113 15
800 1300
900 146 5
1000l 162 10
2000 325
3000| 487 10
4000 6500 O
Sooc 81210 0
O
O
O O O
O O
6 19 9
7
lood
44
45 766 3
46 7 9
6
7 12 9
48 7 16 0
* 7 19 3
8 6000 975
50 18
26
2
6200 1007 10
TheValue of non
goo
The 54 ото
Ounce8
0 10 8
53
Value
8 13 4
o 13 4
52 .
,
Price of the Pound, Ell, Yard, or other thing, being
Three Shillings four Pince: 1.
6 8 of 51 is 8 100
55 9 3 4
[56] 9
6 8
57 G100
4
7
8
I
1 1 6 8
I 10 O
9
58
9 16
www.is
IO
I 2
61
13
14
2
1 3 4
6 8
2 IO
62 10
631 110 100
64 10 13 4
IO 16
8
16
65
17
2 16
18
19
20
3
3.3
6 8
66
69 Il
3 4
681 11
6
691 111
II IO O
70 III
4
71 II 16
3.10
van
3.13 4
23
3216 8
0
731 22
74 12
1 768
79)
4
266
6 8
4 10
[28]
4 13
29
30
31
5 3 4
5
6 8
33
34
5 13
35 5 26 8
6 O
37
38 6 6
39
6 10
6
40
41 6 16
5 10
O
**000
|
IS 13
36
75
761 12 13 4
771 12 16
8
781 13
13 0
3 4
13
6 8
811 13 10
[84] 14 o
90 15
100 16 13
(112
200
33
8
300 50 0
400
500 83 6 5
600) 100
700 116 13 4
800 133 6 8
900 150 0
1000) 166 13
I3 4
2000 333
6 8
3000| 5ooO
4000 666 13
4
5000 833 6 8
-6coolteco
66 13 4
09-A o con
O 00.- O co
6 13
o
2
o
仍​們​的​一切​的​的
​43
7. 3
4
7
8
45 l710 7 10 0
7 13 4
7 16 8
48
49
8 8 3
314
50
0
8- 0
TheValue of amino
I
The is O
9
7
6
54 0 14 0
53 O
53) is 8 18 6
OIO 6
9 5 6
019 6
9
of .
S. Yardd
O
o Price of the Pound, Ell, Ounce, or other thing, being
Three Shillings Sic Pence.
1. $. d. Value 1.
d9
55
4 6
(sa
8
5.
9 19 6
6
3
59 Jo 6 6
1 186
бс
1
9 2
1
7
8
9 16
1
OOOOOO
5$
10
| 15
II
ఊ - 250
10 10
2
0
6
611
62
10 13
6
10 17
13
14
15
16
2
5
2 9
2 12
2 16
631
O
6
.
6
641
651
7
6
17
219
6
11 II
18
3
3
II 14
6
19
3 6 6
11 18
20
67
68
69
70
o
6
12
3 10
3 13
6
5
12
3 17
4
0
6
0
23
24
25
4 7
6
12 19
26
yoa
6
4 14
(28) 4 18
29 S
30 5 5
5 8
o
6
1
31
6
ܘ ܩܘ ܘ ܘ ܘ
O
32
33
34
35
36
5 12
5 15
5 19
6
6
6.
6 6
72
I 2 I 2
73 12 15 6
741
13
6
76 13 6
771 13 96
78] 13 13
79. 13 16
6
80
14 0
81 14 3
6
[84] 14 14 0
90 15 15
100
17 10 o
(12] 19 12
200 35 O
300 52 10
4.00
70 0
500 87 10
600 1050
700 122 10
800 140 0
900 157 10
1000 175
2000 350
3000, 525
4000, 700
good 875 0
6
6
38
6 13
O
39
6 16
6
40
O
6
41
7
3
O
ofoc
43
7 10 6
7 14 0
45
7 17 6
46 8 1
O
.
8 4
4
8 8
o
6
48
49
0 0 0 0 0
8 II
8 15
SO
0
6000 1050
TheValue of a mano
10
is O
The O o
S.
8
$5
54918
II
Ornce1 2
53
018 4
52
d0 14
8
.
,
8
mine 9 10 Price of the Pound, Ell, Yard, or other thing, being
Three Shillings Eight Purce. Value 1. s. d.
7 4 of $1 is 9 7
O
S
156] 5 4
9
4
57
10 9
113
58
8
$9.10 16
4
1
10
7
8
1
IO 12
9
10
I 16
O
4
27
61
62
13
11
8
4
7
15
16
63
64
65
2 1 8 8
Il 14
11 78
60
12
3 13
ofest
13
3
3
19
3 9
8
20
3 17
4
8
4
24
25
8
4
27
4 19
(2815 2
8
4
30
10
31
5 13 8
32 5 17 4 .
33
34
8
35
6 12
000 0.0
66
12
67
68
69 12 1
70
71
720 13 4
73 13 7
74
75
13 15
76] 13 14
77 14
78 6
79
9
80
13 10
61_4154
0 + C O A oooo 0 0 0 0 + 000 000 100 0 00 02-0 om
29
14
8
81
18
36
6 194
Q
37 15
8
38
39 73
7
8
41
7 10
7 14 0
43
7 17 8
44
8
4585
8 8 8
[84] 15 8
90
16 10
100
(112)
36 13 4
300 55 o
400 73
6
8
500 91 13 4
600' 110
o
6 8
800 146 13
900 lbs O
1000 183 6
6 8
2000 366 13 4
3000 550 0
4000 733
8
sooo 9161
5500 1008 8
Q
700 128
malware
47
48
49
So
6
8 12
4
& 16
8 198
9 3
molt
6
TheValue of a mano
(6
6 The 0 3
2 6
7
1
6
10 OunceMO ovom
6
2
10
9 18 9
o 18
53 S2 915 O
O 15 0
of 1561
51 is 9 II 3
3
ONI 3
S.
,
54
55
O
26
7 IO 13 9
10 17
2
O
IL 3
O
به همه ی همه ی ہ ی
3 7 6
12 15
3 18
-70
2
13 6
Price of the Pound, El, Yard, or other thing, being
Thrte Shillings Mine Pence.
1. .. d. Value 1. d.
56) 10 10
8 I JO O
57
9
I 13 9
58
JO 117 6
59
I
3
11
60
5
5
63 8 9
8
62
13
II 126
14
12
63 1 16
15
2 16
3
64 12 0
16 3
651 12 3 9
3 3 9
17
661
12 7 6
1 &
671 12 11 3
19
3 13 3
68
O
20
3 15
69 12 18 9
13 2
6
4
6
71
3
23
4 6 3
72
13 10 0
73 13 13 9
25
4 13 9
741 13 17
6
73
1 3
27
5 3
76 14 5
[28]] 5s
77 14
8
29
58
781 14 12
6
6
30
79 14 16 3
31
5 16 3
80
15 O O
6
32
6
33
(84)| 15 15 0
34
6
90 16 17 6
35
3
Ico
36
6 13 0 [112] 21
37
200 37 10
38 7
6
300 -56 5
39 7
6
3
400 750
40
goo 93 15
41 7 13 9
600 112 10
42
700 131 5
43
8
44
85
900 168 15
45
8 9 1000 187 10
46
6
2000 3750
8 16
3 3000l. 562 10
48 90
4000 750 0
49 939 9000 937 TO o
4 lo
26
4 176
O
5 12
811 15 3 9
O ano O
malaco
18 15
0
.
Nowo
cou moon
0 0 0 0 0
owaho owa Owl
800 150
O
8 12
0
O
50 97
54col1012 10 O
TheValueof two
5 The 0 o o
o 16
11
4
. 6
alue
IV - သုံး ခန်း
6
Price of the Pound, Ell, Yard,
Ounce, or other thing, being
Four Shillings.
. . .
d.
of so is to o ,
4
o 16
S5
0
[:6) in
S7
11
59 16
4
6o
6i
{
0
T
0
0
7
I
ဝ ဝ ဝ ဝ ဝ ၀ ၀၀
w
9
o
( 16
၆
-
0
0
0
AI
• 19
0
5
16
3 4
0
3 8
ခံ
32
17
18
19
o
၃
3 16
o
4
44
6 ia
4
1.16
o
61 9
66
13 4 5
61 1 8 9
68 11 12
691 6
D o
7144
73
73 14 12
744 16
75
15 o
9
48
နွံ
4.6
5
Y65 4
်
ဝ
56
4 I2
4
S 6
ခံ
5. +
27 5
[8] 5 %
9
6
I
6
6 3 6
3
6 2
၀
4 6 ၆ဝ
35 7 0
367 +
27
၀ ၀၀၀ ၀ ၀ ၀ ၀ ၀ ၀ ၀ ၀ ၀ ၀၀၀
77
7
9
15
15 12
Is I6
16
o
16 4 ဝ
8n 16
[84] 16 16
9o
13
Yeo e
[2] 2
49
ဝဝ
do
၁၀ ၀ ၀ ၀ ၀ ၀ ၀ ၀ ၀
7
7
38
9
Cre 800
7 6
0
an
4I
4
4ဝဝဝ
500 loo
၆ဝဝဝ
များ
46
7o9i4ဝဝ
co 69
9ဝဝ ဝ
0
4+4代​仍​移​的​&
5
6
OR
Oo Oo
လက်ရှိ
9.
ဝ
e
Oo Oo R ®
ဝ၀ဝ ၆ဝဝ
R
4ooo oo ၀ဝ
Soe Moe
96
O
Q2 2
The Value of n man
of 6
န Vaive
d၊
- ကချင်.
,
1
I g
II 9
56
T
12
58
To
Gay 29 ယ် 56 x 19 9 9 9 9 Nယ် GP
1 36
2 I9
13. Ia
1 17
The Price of the Pound, Ell, IuraOunce, or other ching, being
Four soul ing5 Thrre Pence.
8 sr is ro 16 9
3
5
53
5
b
6
55 I 1
9 9
[36] II
I I4 0
57
In 8
6 6
6
59 I 9
46
63 12 15
I
I
6i 2 9.3
13 75 )
6
14
6s
1 9
15
64
I6
8
6s
I7 3 13
66/14
6, 4 9
I9
68 14 9
o
5
69 14 15
9
76 I4I/
4 3
6
71 15
9
4 I7 9
12 15
6
5 1
73 15 I9
25
6
74 15 14
75
မှ 15 14
[z3jl5 19
77 16 )
စ
3
78
o
6 7
79
0
r
6
3o
}
| 6 16
IT ရှိ
17
8
14
7
[34] I7 I)
များ
9
7 1
S
37
[2] 1 15
8
42 IQ
19
စီ
5 9
3ဝဝ63 Is
4ဝဝ 85
t
S
8 3
6
6၀၀I27 Io ပုံ
4)
၇ဝဝ 148 rs
$ 09 966 )
16
6
S Io
Is I 3
Ma N of Tel 0
Y6}
9
6 II
16 I5
I7o
5
90
Iop
၀၁ ၈၈ က ၁၈၈၀၁.၀၀ ၁၀၀၀၀
၁၁
• : ::.
8 Io
4
$၁၀I6
မ O P NA © ws
စာ ၈၀
9
၁၀7၁
9o19 5
ooo I2Io
6
9 II
9 5
9 9 9
ID 4
0
Io
43
49
အ လ၅4 - ၁
ဝ၁ဝ637 Io
4ဝocI8500
Oo Oo
o
D
47 993 is
The Value of a ma non
[The o 4
13
I IO
18
5 4
0 174
55 Price
O O O o
II 14
I 6
53
54
it 52
11 9
I
o
12
1 19
IO
2
12 15
of the Pound, Ell, Yara,
Ounce, or other thing, being
Four Shillings JFour Pence.
1. 3.
3. d.
Valuel 1.
88 of stis ir
11 56] 12 2 8
I 14
8
57
7
58 12 II 4
3
59
8
60
13
2 12
61
13 4
2 16
13
8
3.0
13 13
3 5 O
I3 174
3 9
14
3 13 8
66
14
6
14 IO
4
68
4
6
69' 14 19 0
4 II
70 15 4
4 15
71 157
15 7 8
4 198
72
15 12
5 4
73
5
8
8
8
75
5
62
63
64
65
15
16
51788
18
3 18
67
4
19
14 14 8
io
23
O
15 16
25
O
16
16
5 I 2
9
[28]
16 13
8
6
65
6 Jo
0
77
78
79
80
16 18
17 2
6
17
31
6 14 4
8
17 II
6 18 8
7 3 0
7 7 4
8
34
35
19 IO
7 It
7. 16
0
36-2.16
ooo*o **
37
8
8
8
8
4
9
8
39
40
41
42
43
8 17
8
82 17 15
[84]
90
100
21 13
(12) 2+ 5 4
200
6
300 63
400
85
500
IOS 6
600 130
700 151 13
6
900 195
1000 216 13 4
2000| 433 6 8
3000 650
4000 866 13 4
46001 996 13 4
O
9
9 6
9 10
9 15
9 19
O doo O
800 173
O
46
4
TO
0
48
49
50
3
TO 8
10 12
Io 16
o
4
8
TheValueof a mano
6
is 55
The ܝܐ
ܘ
117
ܕ
ܙ8 17
11 136
o 9
54
ܝܐ
6
6
18
53
52
96
܂ܐ
ܘ
in
.
ur
11 18
1114
ܕܙ
,ܛ Price of the Pound, E11, ?Ounce, or other thing, being
four Shillings Sir PenceValue I.
of suis 0 3 9
6 [56] 12 12
s?
6
58/13
2 5
59 56
9
6
60
14
61
18
62
1319
3 3
63[ 14_3
6
3 7
6
14 8
65
6
66
1£ 17
8
16 ܙ
ܘ
ܟ ܕ
1
ܘ
ܘ ܗ 0 ܘ
ܘ
ܘܐ
ܙ1
ܕ.13
ܘܙ 13
ܩܘ ܩܝ
13 146
ܘ
13
14
15
16
64
ܘ
0
ܐ1 14
3 12
3 166
ܕܙ \67
܀
18
19
܀
ܕ
56 ܀
ܘܐ ܀
68
69
ܘ 6
15
ܘ
15 16 6
21
4 146
ܘ7
ܘ
ܘܲܪ
15 15
19 19
ܘ
6
419
3 3
8
6
܀ 16
܂
ܘ
ܘ ܘ ܘ ܘ ܘ
;
16 86
6
25
16
71
72
73
74
7-
76
77
78
79
ܐܐܪ
ܘ17 5
16 13
16 17
ܝܘ ܩܘ
6
17
܀܂
ܘ
17
6 6
27
6
[28]
6 6
29
30
6 15
311 6 19
ܘ1 6
6
ܐܙ 17
6
ܘ8
ܘ
ܘ 4
7
ܙ8
1715
18
18 4 6
189
18 18
20
5
33
34
35
7
8 6
7 13
82
f84
9
ܘ ܘ ܘ ܘ ܘ ܘ ܩܘ
6 ܐ71
3
36
ܘ1 ܕ2
ܘ
37
38
966
311
8 156
[112
20
254
45
ܘ
39
ܘ1 67 [cܘ3
ܘ4
406
90
6
ܘ
ܘ1 112 |oܘ5
94
9 9
9 13
ܘ
ܘ 135 {ܘܘ6
41
42
43
44
45
46
ܘ
ܗ ܘܗܘܗ ܘܗ ܘ
ܘ
ܘ
913
0
26
7ܘ1
ܘܐ157 oܘ7
ܘ18 ܘܘ8
ܘܠܐ 2ܘ2 ܘܘ9
225 ܘܗܘܐ
ܘ
450 |ܘܘܘ2
675 ܘܘܘ3
ܘ
ܘܐ
6
16 ܘܐ
47
48
49
0 0 0
ܘ
6
4OO COO
50
ܘ1 12ܘ1ܘܘ45
ܙܙ
5
ܘ
TheValue of mino
55 1
54
of 51 is it 18
3
O 14
6
go
94 53 12 7 4
4
] 12 8
4 O 18 8
52,
12 o
2
12
O
1
8
Iz
61
14 4 8
631
15
8
15 8
15 12 8
16 2
21
16 11 4
64114 18
The Price of the Pound; Ell, PardOunce, or other thing, being
Jf our sittings VẼ gb Đent.
1. S. d. Value 1; Si d.
12 16 8
7 I 12 8 (56) 13 4
1 17 4
57 13
6 o
9
58
13 to 8
10 2 68
59 13 14
4
60
O
2 16
13
3 O 8
62 14 9 4
14 3 54
14 14
3 IO O
16
3 14 8
65 15 3 4
17 3 19 4
66
18
4 4
67
19 4 8 8
68 15 17 4
20
4 13 4
69
4 18
70
16 6 8
22
5 8
23 5 7 4
72
16 16 0
73 17 8
$ 168
74 17 5 4
26 6
75
17 jo
27
66
76 17 14 8
(28)| 6 10
77
17 19 4
29
78
30
79
18 8 8
31
80
32 794
81 18 13
33 7 14 0
82
192
8
34
7 18 8
(84)
19 12
35 8 3 4
90
21
88
IOC
8
37
8
(112)
26 2 8
200
46 13 4
39 9
300 70 o
9 6 8
400
41
14
500 116 13 4
42
600 140 0
10
0 8
700 163 6 8
800 186 13 4
45
IO 10
45
8
1000 233 6 8
2000 466 13 4
4
3000 700
49 II 3 8
4000 933 6
8
50 II 13
4300 1003
6 8
co) 0 + O AO A CO
24
14
O
184
o
18 13 4
ooOoo O oo
O
36.
O
23 6
38
8. 174
O
93 6 8
9 16
o
ộ C c 0
10 5:4
900 210
10 14
10 19 4
48
00 OA
o
The Value of mimo noong
6
4
1 The o I2 11
1 31.9
5
19
3
7
133 (56) 13
13
551 3
O 14 3
6
$ 6
8 6
16
54
53 12
2
7
3
,
13 10
10
27.6
60
Owo Obow
I
63
15
64
3 16
alo
17
O
677
IS 18
4 lo
16 3
16 7
546
16 17
72
Price of the Pound, EH, YardOunce, or other thing, being
forr Smallings Nine Dence.
d. Value la $. d.
of siis 12 8
1 18
57
9
2. 2 9
9
58
6
13 15
59 14 3
II
3
145
2'17
6114 9
13
9
6
6214 14
66
14
14 19 3
3 11 3
15 4
16
65 IS
8
4 9
66
IS 13 6
18 4 5
6
19
3
68
4 15
O
бg
4 199
70
16 12
6
71
3
23 S 93
17
24 5 14
6
73
9
25 5 18 9
6
26 6
6
75
27
76 18
[28]
0
77
18
29
9
78
18 10
6
30
2
6
79
31
7 7 3
19
320 7 12
81 19 4 9
33 716 9
82 19 9
6
8 6 (84)
19 19
90
7
36 8 11
100 23 15
37 8 159 [112]
38
6
200
47 10
39
9 5 3
300 71 5
40
9 10
400 95 o
9 1419
500 118 15
42
9 19
6
600 142 10 O
43 IO 4 3
5
9
O
900 213 15
46 10 18 6
1000 237 10
3 3
2000| 475
0
48
II
3000 712 10
49 11 12
4000f 950 O
so
11 17 6 4200 997 10
17 II
17 16
hielo
6 8 3
6 13
6 17
ow 0
18 15 3
80
34
35
8 6 3
owa
26 12
906
O
O O O O O
41
700 166
800 190
10 139
0
1
ao Ow
.
TheValueof mino
55 I
4
The T
54
I 10
Shilings.
1.
53 13 5
5
5
suis 12 15
3
O 15
O
Five 13
Value 52
of 13 .
, being
10
o
0
2
14 Io
2 15
O
13
15 IO
O
16
16 10
16 15
0
71
23
Price of the Pound, Ell, Yard,
Ounce, or other thing1. S. d13 15
7
[ 15
(56)
14
8
57 14 5 0
9
5
58
O
59
14 15
60 15
3
61
15 50
3 5
62
14
3 IO
63 15 15
3 15
64
16
65 16
5
66
18
4 10
67
19
4 15
68
17
20
69 17 5
2 I 55
70 17 10
5 10
17 15
5 15
72
18
6 0.
73
18
5
25
6 5 O
74
18 10
26
75
27
76 19
12817
77 19 5
29 75
78 19 10
30
79 19 15 O
31 7 15
80 20
32
8
20
50
33
20 IO
34
8 100
83
35
[84] 2 1
36 9 0
90 22 IO
95
IOO
25
9 10
[112] 28
39 9 15
50
300 75
IO 5
400 100
42 10 10
500 1250
43
0
700 175 0
45
800 200
45 | 11 10
900 225
IL 15
1000 250
43
2000 500
49
3000 750
50
I 2 10
4000liooo
6 10
18 15
6 15
O
0
O
7 IO
8 5
81
82
20 15
8.15
O
38
O
o
10 15
600 150
5
0 0
O
12 5
0 0
R
TheValue of ammo
9 9
1 16
7
5
13 13 0
I
4
The 8 54 .
is o Jo 6 of 51 is 13 7 9
3
O 15 9
14 3
6
6
55
6
I
6
3
53
13 1. 52 14 dS.
18
8
moal.
58
621 16
3 13 6
16 10
4 4
au
4 14 6
17 II
19
O mooi nuo Omo mo
18
Price of the Pound, Ell, rard,
Ounce, or other thing, being
Five Shilings Three 90e.
Value
[56] 14 14
8
57
14 19
3
2
9
7
154
6
59
15.99
2 17.9
60 15 15
33
61 16
3
13
38 3
6
5
14
63
9
15
3 18 9
641
16 16
16
65 17 I 3
49
17
3
66 17
6 6
18
67
9
4 19 9
68 17 17
55
20
69
2
3
5 10 3
6
21
70
5 15
6
22
71
18 12 9
6
23
9
72
18 18
6 6 o
24
73 19 33
6 It
25
74
6
26
6 16 6
19 13 9
27
9
76
19 19
[28] 7
77
4
29
3
78
9
30
79
20 14 9
9
31
8 21
32
81 53
33
3
82
6
21 10
34.
8 186
83
9
939 [84]
35
22 I
90
6
37
9 14 3
ico
38
[112] 29
8
39
10.49
200 52 10
40
IO TO
300 78 15
41
10 15 3
400 1050
42
o 6
500 131 5
43
II 59
600 157 10
II II
700 183 15
45
II 16
800 210 O
46
1
900 2365
12
6 9
1000 262 10
4.8
12 13
2000 525 0
49
12 17 3
3000 787 10 O
18 7
19 8
75
7 176
NNNNO 1ooo oo ooo
ง ลง ๒
how Coolwe
21 15
36
23 12
26 5
9 19 6
O
ca
0
o
So
3800 997 10
TheValueof mano
55 The I
1
54 14 8
6
1 2
1
O
53 51 is 13 12
3
O 16
14
6 8
52 13 17 4
1
4
of 1.
is o IO 8
Value $.
.
,
O+
o
o
O
15
14
4 16
5 6
o
18 13 4
32
Price of the Pound, Eli, YaraOunce, or other thing, being
Five Shillings Four pence14 13 4
7
I 17 4
[56] 14 18 8
8
2 2 8
57 15 4 0
9
2 8
58 15 9
10
2 13 4
59
15 14 8
II
2 8 8
60 16
3 4 0
61 16
54
13 3 9
62
16 10
8
3 14
631 16 16 o
4 4 O
64
17
16
4 5 4
651 17
17 6 8
17 4 10 8
66
17 12
O
18
671 17 17 4
19 5 1 4
68 18 2 8
8
691 18 8
5 I 2
70
22
S 17
71 18 18 8
6
72 1940
6 8
73 19 9 4
74 19 14
26
6 18 8
75
27 7 4 0
761 20
(28) 7 94
771 20 10 8
29 7 14
8
781 20 16
30 8
79
21 I 4
31
80 68
8
21 12
33
8 16 0
82 21 17 4
34 9
83 22 8
35 9 6 8
[84] 22 8
36
9 12 0
90
24 0
37 9 17 4
100
3310
10 2 8 [112] 29 17 4
39 10 8 O
200
40
300 800
40 10 18 8
400 106 13 4
42 14
500 133 6 8
43
600 1600
700 186 13 4
12 0
6 8
46
5 4
900 240
47
8
1000| 266 13
13 4
48
12 16
2000 533 6 6 8
4
sol 13 6 8
38001013 6 8
O
25
6 13 4
O 004
20
O
8 5 4
8 10
81
2
O O 00-O
26 13 4
53 6 8
10 13 4
O
800 213
12 10
49 13 1
3000 800
O
R 2
TheValue of two
581 8
17
6
14 6
4
The 1 6
13
9
9
13
. d.
io. O It
2
57 [55 Oo oo oo oo
15 2
7
I 186
II
5
I
7
14 54
Value
50 is 140
3
O 16 6
14 531
of 52 s6
Price of the Pound, E il, Yard,
2 15
16
16 10
16 15
3 II
O
65
18
13 14
18 19
5 IO
15* 6
6
19 10 6
19 16
Ounce, or other thing, being
Five Ghiliin ts sir pinie.
1. S. d. 56] 15 8
15 15 19
IO
59 4 6
II
3 o 6
60
12 3
6
61
6
13
6
62 17
1
14
3 17
63
17
6 6
4
6
64
17 12
16
8
4
17 17
6
4 13
17
6
66 18
3
13
4 19
69 8 6
19 5 4 6
68
69
21 5 15
70 195
1
71
6 6
72
24
73
20
6
6
74
20
7
26
75
6
7
8
76
20 18
[28] 7 14
77
3
6
29
78 9
30
8 5
791
21 14
6
8 10
6
80
32
8 16
81 225
6
33 9 1 6
82) 22 II
9
83
6
35
[84] 23
90 24 15
O
37
3
6
27. IO
33 10 9
|(112] 30 15
39
6
200
O
40 1 0
300 82 10
II
6
500 13710
11 16 6
600 165 0
700) 192 ja
45
800 220
46
O
900 247 10
12 13
6
1000 275
48 13 4 0
2000 5500
49
13 9 6
3000| 825 o
O
36001
990
0
6 12
6 17
...en
oo loia ovolo
7. 196
31
will
O
22 26
9 12.6
36
9 2:8
11.15
400 110
O
2
12 7
12 13
O
O
O O O O
TheValue of a mano
8
6
51 is 14 9
3
II
o 15 0 4
5
I
5.5
17
1
6
15
2
O
8
53 1. S. d.
0 11 4
8
4
8
14
Value 52 of ,
119
O
58
16
16 14
17
O co to los
2
O
61
3 13 8
63
64
4 IO
imprimis ini.
17
16
61
18 14
18 19
19
19.11
19 16
(56)
The Price of the Pound, Ell, YardOunce, or other thing, being
Five Shillings Eight Bence.
1. s. d.
14 4
54 T5 7
8
4
8
2
54
16
3
9
8
2 16 8
59
4
3
4
60
3
8
175
8
62
17 II
3 19
17 17
15
4
5
O
18 8
8
65
8
4
66
5
8
5 7
8
68
19 5
4
5 13 4
69
5 19
70
8
6 8
71
72
8
24 6 16
73 20 13
8
7
8
74 20 19
7 7
5
76
2 1 10
8
[28]
8
77
21 16 4
29
4
78
30
79
7
8
8
80 22 13 4
32
81
33 9
7
82
23 4 8
34
8
83 23 10
35
4 [84] 23 16 0
36
90 25 TO
37
9
8
100 28 6 8
38
4 [112]
39
200 56 13
4
40
6.
8
36 35o
4
40113 6 6 8
42 11 18
540 141 13 4
43 3. 8
9 4
700 198 6 8
12 IS
800 226 13 4
13
goo 255
13 6
1000 2836 8
48
13 12 O
2000 566 13 4
13 17
8
3000 850 0
50 14 3 3 4 3500 991 13
6 10
O
0
I
27
7 18
8
2
0
8 15
1
22 19
9 1 2
9 18
10 15
3! 14 8
+ 010 A 200 +1.00 + 0 0 1 0 0 A 001AW0 A 00
O ooo oo ooo ooo ooo
.
11 12
600 1700
o 8
6 4
49
O
The Value of a man
1.
The 18
I 14
0 3
15 16
Owo ow on ou
*10
2 17
16 19 3
o ano Owao ow
13
17 16 5
18
2
18 19
19 11
20
2
22
6 12
Price of the Pound, Ell, Yara,
Ounce, or other thing, being
Five (
Shilings Pine Pence.
1.
d.
Va uel S. d.
is o II 6 of 51 is 14 13 3
0 17 3
52
14 19
4
53 15 4
1
9
54 15 10 6
6
53
3
(56) 16
8
57
7
9
9
58 16 13 6
6
IO
59
* 3 3 3
60
17 5
39
61
17 10 9
3 14 9
62
6
14
63
3
15
46 3 64 18 8
16 4 1 2
65 18 13 9
17 4 17 9
66
6
18 5 3
6
67 19 53
19 S 9
63
15
69
19 16 9
6
21
9
70
6
6 6 6
71 20 8 3
23
72
20 14
6 13
73 20 19
9
25
739
74
5
6
26 7 9
6
75 2 1 II
3
27 7 153
76
21 17
[28]
8
771 22 9
8 69
29
8
8 126
30
79
22 14 3
31
8 18
3
80
32 9 4 0
23 5 9
33 9 9 9
6
9 is
23 17 3
35
3
[84]
24 3
10 7
90 25 17 6
37
Jo 12 9
100
38
10 18 6
[112] 32 4
39
11 4 3
200
5
11 15
9
400 TIS o
12
6
Soo 143 15
43
12 7.
600 172 10
700 201
5
45
9
O
45 | 13
13 4
6
900 258 15
1000; 287 10
48 ! 13 16
2000 575 0
49
3000 862 10
21
2
78
22
6
81
82
23 11
34
83
IO 1
36
28 15
11 10
o
57 lo
300186
oooo
12 13
lo Ow
12 18
800 230
ܘ ܩܗ ܚܘ ܘ
47 | 13 10
1+
So
14 7
6
3500|1006 4
TheValue of the
55
3
IS 54
1 16
The O 53 15 18
I 10
12
52 18
15 12
4
.
being
O
O
O 16 4
16 10
Price of the Pound, Eli, 1 ura
Qunce, or other thing, Sir Shillings.
1. S. d. Valuelll. S. d.
of siis 1560
(56) 16 16
8
57 17 2
58
3
59 17 14
3
6
6 18
61 186
62
63' 18 18
64 19 4 0
2
7
8
2
I7 8
O O O O O
3 12
I 2
13
14
3 18
18 12
O O O O O
IS
4 10
4 16
16
65
19 10
19 16
18
19
5 14
6
66
o
6 18 0
66
671
681 208
69 29 14
70
71
6
72
73
21 18
74
775
22 10
76) 22 16
77
8
79 23 14
*
24
0
O O O O O
25
7 10
26
7 16
27
8 I
78 23
6
80 24 0
81
9 12
9 18
24 6
8
(28) 8 o
29
30
31 9
32
33
0
34
35
36 10 16
37 11 2
38
8
39
40
12 6
IO4
O
O O O
II
I 14
ооооо
0 0 0 0
82 24 12
83] 24 18
[84] 25
99 27
Іос 30
(112] 33 12
2001 60
300 90
4.00 120
500 150
600 180
700 210 o
800l 240
goo 270
1000 300
2000 600
3000 goo
3400 1020
43
44
45
46
12 12
12 18
13 4
13 10
13 16
47 14 2
O
14 8
43
49
50
O O O O
0 0 0
14 14
15
O
0
TheValue of si metano
7
8
afwonoa
is 119
I'he I 57
4
$gly 6
52
6
Value
1. 16 6
(50, 18
NI
57 6
4
16 .
so 13
O 19
Price of the Pound, Ell, Pard,
Ounce, or other thing, being
ir hiltin soir price.
1. $.
d.
of 51 is 6 i 6
18
531 27 17 2 78 6
58
18
35
59
193 6
601
19 10
12
9
10
O
II
3 II
19.
3 18
19 16
21
21 9
ܘܟ ܘ ܟ
6
I3
21 15
16
6 10
22
24
7 16
O
74
24
8.15 6
[28
12
9
61
13 4.4
162)
14 4 u
6
20 9 6
15
4 176
641
20 16
16
5 4
2
17
5 10 6
66
5 17
O
6
19 6 36
68
2
0
O
6
8 6
21 6 16 6
7
22
3
71 23
23
9
6
72 23 8
73 23. 14
6
25 8 2
26 8
9
6
27
76 24 14
92
25
6
29
8
7825 70
30
9 1
25* 13 6
31
260
O
32 IO 8
26 6 6
33
26 13 0
34
8
26 19 6
II 7
27 6
36 11 14 o
8
27 12 6
37
120
6
29 5
38
32
lo
39 12 13
[112
36 8
400
200+ 65
41
6
97 to
42 13 13
400 130
13 19 6
şor 162 10
44
6 01
boc 1950
45
joc 227 10
4614 19
o
800 260 0 0
15 5 6 gool 292 volo
15 12 40 rqoof 325' O o
49 15 18 6
2000 6500
50 81
82
10 14
O O O O O
14
14 12 6
148
16 59
51 qol 3000 973 60
TheValue of mino
18 sil is 17 o
3
18
is 6
the 54
4
13 8
4
168
4
1 13 4
13
of 531 6 17
521 .
.
$,
O
o 13 [ 56
18 13 4
3 16 8
20
Oooooo +000
44006 8
631
64
Price of the Pound, Ell, YardOunce, or other thing, being
Gibillings tght Bence.
1. s. d. Value 1. *d17 6 8
7
6 8
8 2 13 4
57 19 0
3
58 19
68
6
50 19 13 4
3 13
20 6 8
6
62 20 134
4.13
6 8
16 5 6 8
6 2 1 134
17 5.13 4
18
6 o
6
6
IS 16 6 8
68 2 13 4
6 13 4
21 7 0
6
17 6
7 23 13 14
7 4
72 24
73
24 6 6 8
23
8 6 8
7. 24 13
7
76 25 6 8
771 25 13 4
78 26 0
30
79
26 6 8
31
6 - 8
80
26 13 4
32
IO 13 4
800 27
33
8227 6 8
8
83 27 13 4
35
4
8
6 8
O
20
23
22
23
18
O
29
10
o
34
6
11 13
36
[841 28
23
o
38
30
Iod 33 6 8
(112) 37
6 8
66 13
37
12
12 13
39
399
0
40
8
410 13 13
42
O
430 14
6 8
4414 13
15 0 0
46 19 6 8
300 100, o
400 133 6 8
5001 166 13 4
600 200 0
700 233 6 8
800) 265 13: 4
900 3000
10003336
2000 666 13 4
3000 1000 0 0
15 13
O
48
16
15 6 8
49
16 13 4
S2
1 heValue of my
54 2
53 SO 17 17
I 13 9
I
52
13
.
4
I 7
of 51 17 4 3
3
3
S. d.
6
1. Valut
,
II
17 O · 6
2 14
19 18
O
Ou al Owo Ow
ao Olo owalo
6
600 2020
The Price of the Pound, Ell, YardOunce, or other thing, being
Sir Shillings Mine Pence.
118 4 6
6
59
18 11
3
7
3
[56] 18 18
8
57 19.49
9 3
58 19 II 6
37
6
59
3
3 14
бо 20 5 0
I 2 4
61 20 119
13 4 7 9
62
20 18 6
14
63 21 5 3
15 5 I 3
64 21 12
16
5 8
64
21 18
9
17 5 14 9
66
18
6 6
67
3
19
68
8 3
68
20
6 15
69 2359
7
70 23 12 6
7
8 6
71 23 19
7 15 3
72 24
6 o
24
8
73
88
9
74 24 19 6
26 8 15 6
75 251
9 2
3
76
25 13
(28) 9 9
771 25 19 9
29 9159
6 6
30
79
80
31
27
10 16
81
27 6
9
11
82
33
27 13
6
34
9 6
83
35
( 84 )
36
821 28 13
3
9
37
9
90 30 7
6
100 33 15
39 13 3 3 [112] 37 16
200
67 10
41
300 101 5
400 135
] o
O
43
3
500 168 15
14 17
45
3 9
700 236 50
6
800)
270
22 5
22 12
22 19
21
1
24 12
25
781 26
10
26 13 3
al mo mo Ovo mo o
TO 93
2
O O O
28
en
gang
11 163
28 7
129
38
12 16 6
܀ ܀ ܀ ܥܬܼܲ
Oo oo
40
O
13 lo
13 169
14 3 6
14 Io
46
15 10
o
147
15 17
16
48
eoloooo
alow
16 10 9
9001 303 15
1000) 337 10
2000| 675
3000] 10 12 10
o
49
50
16 17
4
TheValue of
The None
o
I
I
O
18 4
O O O
O
2
O
7
8
57
O
O
9
10
O
O
3 to
20 13
Price of the Pound, Eli, Yard
Ounce, or other thing, being
Seven Shillings.
181. g. d. Valueſ 1. $. d.
O 14
of 57 is 17 17 0
52
18 o
53
18 11
I 15
54
18 18
55 19 5 0
[56]
9
19 12
2 16
19 19
3 3
58 20 6
59
3 17
60
61
4 11
62
21 14 o
4 18
63
1
55
8
$ 12
22 15 0
5 19
66
23
66
67 23:9
6 13
68
23 16
70
69 24 3
7
24 10
7 14 0
71 24 17
8
72 25 4
8 8
73
25 II
7
12
13
14
O O O O O
15
22
64
65
88886
оооооо
16
17
18
O O O
19
22
1
0 0 0
24
25
26
8 15
25 18
oooooooo
9
2
75
5
26 12
26.19
29
O
10 17
O
28 14
29
8
(28 | 916
77
10
3
78 27 6
30
IO IO
79
27 13
0
80
28
O
81
7
33 11 11
82
34
I 18
83
1
35
5
[84 29
36
12 1 2
85 29 IS
37 IZ 19 0
90
31 10
38 6
100 35
39 | 13. 13 O 112] 39
40 14 0 0
200
70
41 14 7 0
300 105
42
400 140
IS 1
500 175
15 8
600) 210
45 152 15
700 245
46 16
2 O
8oc| 280
o
0.00
4
O O
0 0 0 0
O O O
O
16 9
o
16 16 0
17 3
O O O O
930315
10001 350 0
2000 700
50011015
SC
17 10
:
theValue of n mano
54 [of .
Value 1. S. d.
2
$ 0 14
,
1
6
2
3
19 18
206
20 13
O
omoglo mooolmo
OI
3 12
'ke Price of the Pound, Ell, YaraOunce, or other thing, being
Swai Byt tiis Corce 1
1$ $18.9 9 9
1
11817
4
19 4.3
16
19 11 6
1
2 10
9
(56)
182 18
3
58 21
6
9 3 5 3
54
21. 7
3. 19 9
60 21 15
4 57
6)
14
62
13
32 96
5
63 32 10 92
5
8
16
3
66
6
6 24 5 9
68
O
20
60 35
0
21 :57 12
757
6
22
25 14
8 6
72
26 2
23
8
26
73
24
3
74
26 16
9
3 9
11
10/००००००००००
2
5 16
23 11
23 18
6 3 3
6 10
61
>
0
O
ܒܟ ܘ ܗ
6
1
8
30
80 29
29 0
829
11 19
33
350
30 16
36
8
38.
o
(28) 103
18
29
7828 05
10 17 6
31
4
29 7 3
3
821 29 14 6
*
831 30 19
12
13 9
[84] 3000
3601 13 1
3
37
190P 32 12 6
ICO 36 5b
39 14 %
91 [112] 40 12
40
14 10
2001 72 ID
14 17
3p0p 108 15
13 4 16
4000 145
43 15 9
sool 181
44 | 15 Igo
600b219 10 O
45
16 6
3
700) 2531 15 0
46
47
17 o 0 9
900 326 go
148 17 8
8 0
lodol 362 101
49
3
16 13
9
8901200
200C10725
50
18 2
6 | 12800|1015 og
TheValue of
.
The 0
1
26
19
1
3
4
Price of the Pound, Ell, TardOurco, or other thing, being
Seven Shillings Four Dence.
1. 8. d. Vaue 1.
S. d.
so 14 8 if srs 18 14
52
9
53 1988
Si 19 16 o
55
3 4
[ 56
20 10
IO 8
8
57
20 18 0
3
6
5 4
3 13 4
50 21 128
4
8
60
4
8
61
7 4
4 15 4
5
63 23
8
30*0.04** o *foto o obce
58
21
II
O
.
2.2
13
I.
62
14 g
5 JO
23
64
63
23 16 g
5 17.4
26
4
8
6 12
24 4
24 10
IC
6 19
66
67
68
69
70
24 18
8
6
25 13 4
.
26
8
23
8
71
72
26
8 16
2.6 15
21
2
26
o too o
avo
9 10
9 18
o too lo todo
10
74 27
7527 10
76 27 174
72
4
8
78
28 12
79
8o 29 6 8
(28)
29
30
28
10 12
28 19
II
32
33
34
81
82
*10*
12
30
12
8
9
12 16 8
[84
36
13
O
Na low On 00 A O NA
37
13 II
4
38
3 8 8
39
14
40
14 13 4
15
8
42
15
8
43
4
16
8
45
46
47 17 4 8
17 12
4
73 6
29 14
4
30 8 8
30 16 0
8 31 3 4
90
33
I OG
36 13
(1
112
41
200
300
409 146 13
500 183 6
220. o O
700 256 13 4
6 8
oo O doo olfoo O 0 do 0 o 0 Foo
0
600
16 10
16 17 4
Sool 293
293_
O
9081 330
10061 366 213 4
2006) 733 816 8
8
2700 HAGO 0 0
'The Value of o
mooi
#
4
The နေ
19 176
5
17
S9
8 T2
37
0
at 15
0 15
to en les
7
.
?
S2Io
alue
။
b
I s6
6
5
S5 e
၀
1S4
53 :) to
, d,
is OIS
of 5119
6.
2
$Price of the Pound, Ell, Yard,
ဓ ၀ ၀ ၀ ၀
e
4. I
6215
0 0 0 0
6
၀ ၀ ၀ ၀
:
o
85
Ounce, or other thing, being
Seven Shillings Sir Pence.
. I » 1, 6
၆
3
14
5S O
63 12 6
S 12,
64 24 6
6 6
6s
44 7 6
6 7
7 6
66
4 15
14 6 Is
61
5
G
I9 7
h
5 o
6
7o
69
5 7
6
1 In 6
ဝ 26 5
71 ၆ + ၆)
များ
0
72
27
၀
နေ
73
5
7
74
အ7 IS 0
26
9 1
7
28 2
6
p . 6
၇68 no
8][Io IO
77
၈
29 IO.1, 6
၇| ၄ ;
Ko T 5 9
799 2
I 6
ဝ
e
01
o7
0
7
36 15 ဝ
34
<I
I lo
85
Sai
AT 17
376
901
18
14 5
oo
37 Io
49 4n 6
[1] 45
၀
15
00 75 6
41 15 7
6
cd Iz Io
နေ IS IS
Go Soo
42
Spr 187 lo
6 to
5
၆
o 162 to
။
T)
997 TO 0
40
၀
4
၁၀7500
So
18 I5
Protoo
2 7 6
G
P8 7
ဝဝဝ ဝဝ
®
15
Bee
(84)
3
To
A
6
၀ ၀ ၀ ၀
6
16
B
e 6 600 cle ene
6o5 o
ooo
ܘ ܘ ܘ
7 I
n
Topc75
i
6
B
TheValue of mono
.
The ,
21 17
$8
3 16 8
II
23 0
12
OOO 0000 #oldo + 0.0 0.0 0 do
13
14
4 19 8
64
24 10
6 104
25 6
26
21
70
22
27 12
Price of the Pound, Ell, PardOunce, or other thing, being
$.vin Shillings Eight PenceI. s. d. Value 1, S. d.
2 lis 0 15 4 of 51 is 19 11
3
52] 19 18 8
4 1 10 8
53 20 6 4
5
I 184
54
20
6 2 60
55 21.
7 2 13 8 (56) 21
21 9
8
4
57
9
22 4 8
59 22 12
22 124
4 4 4
60
4 12 o
61
23 7 & 8
62 23 15 4
636 24 3
1515 150
8
1662 8
6524 18
66
18
6 18 o
67 25 13
8
19
8
681 261
4
20
7 13
4
69
26 10 6 8
8 88
27" 4 4
23 8 164
72
73 27 19 8
25
741 28 74
9 19 4
75
IO 7
(28] 10 148
771 29 10 4
29
78129 130
7930 588
31
II 17 8
80
30 13 4
811 3+* to
33
82
31 868
34
8
83 3+ 16+ 4
35
[84.31
32 4
36 13 16 0 85 32 11 8
37
14 3 8
34101 b
38 14 L 4
100 38
38 61 8
39 14 19 0 [112] 42
42 181
5 6 8
260 7613
76 1344
300 115 0
42 16 2
400 15368
4316 98
500 191 13. 4
44 16 17
600 230 0
0
700 268 61 82
8
800 306 13:4
900 345 0
48
0 1000 383 61 8
2000 766
13' 49
50
2600 996 13
13 4
T
9 II 8
26
28 15
76 29
29 28
II 10
N OO
12 54
12 13
13
90
40 15 6
41 | 15 14 4
0 0
O
0
451 17
46 | 17 12
18 0 4
18 8
18 15 8
The Value of a mano
55 203
4
57 is 19 15 3
3
18
$. d.
6
41 20 18
5
6
6 6
Va 6
9
vel
53
of S
32 1Yardo
O
mloor
8
22 9
10
9
O
5 16
6 119
6 19
671
78 309
The Price of the Pound, Eli, Ouncı, or other thing, being
Srven Shillings Att lence
20 10 21 6
7
2 14 3 (56) 27 14
3
57
9
3 99
58
317
6
59
22 17 3
60 23 5
4 130
611 23 12
09
62] 24
13
6
8 6
631. 14 8 3
15
64 24 16
16
65 25 39
17
66 25 11
18
25 19 3
19
63 261 0
20
69 26 14
21
8
70
8 106
71 27 10 3
8 18
3
72 27 18
73 285 g
9 13 9
25
6
74 28 13
26
6
25129
27
10 93
76 29 9
287 10 17
77 29
29
30
7914 30 1 2 3
31
3
800 300
32
12 8o
31 7 9
33
12 15 9
82 31 15
34 13 6
831 32 33
35 | 13 13
[841 32 11 0
36 13 19 0
85 32 18 9
37 14
6.
90 34 17 6
38 14 14
100 38 15
39
3 [112]| 43 8.0
40 1 15 to
200 77 100
41 15 17 9 300 1165
42
16 5 6 400 155 o
13 3
500 193 15 Q
17
600 232 10
45 17
8
700 271 50
800 310
0
47
gooj 348 19
481 18 12 0 1000l 387 10
49 | 18 19
2000 775 0
o
22
24
o
O
w abow vow
O
16 13
0
9
17 16 6
18 4 3
18 19 9
50
19: 7
2600 1007 jo
TheValueof a mimo
55
Is
54
2
8
111
ܘ
53
8 ܘ:of
Valae
1
16 32
ܘ
$
ܘܟ
16
1
]
io
ܘ .ܐ
16 ܘ ܘ 7
ܘ8
3/ 1
[The Price of the Pound, Ell, Yard,
Ounce, or other thing, being
Cight Shillings.
a i6
156]
3 4
57
9 3 12
58 43 4
59
6o
61
13
1+
4
15
6
26
17
616
66 26. 8
13
67036 16
19 2 12
6827: .4
20
691 37 42
88
ܘ 16
12
܂܀܀
ܐܐ 23
ܘ ܘ ܘ
48
4 16
12
܀ 5
ܕ6
ܘ 8
14
6ܐ 4܀
ܐܐ ܕ
ܘ ܀
ܘ 12
15
64
ܘ ܘ ܘ ܘ ܘ
16 | 6
܀ ܀ 6
65
ܕ
ܘ
ܘ
܀
ܘ
ܕ
܀܀
ܘ 28
79
1
16 ܀
23
94
9 12
25
71 28
72
2816
73; 29 4
74
75 39
76
3
ܘ
8 ܘܐ
܀
ܐܐ
.74.29
ܘ
ܘ
16 ܘ2711
ܘ
ܘ 16 ܘ3 77
ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ
29
111
39
ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ
ܘ
8
78
79' 31 12
32
81
8
52
ܘ8
ܘ
16 ܕ1
ܘܐܘ
32
6ܐ 32
܀ 33
83
33 12
ܘ |
8
[84]
85
ܘ ܘ ܘ ܘ ܘ
34
ܘ
ܘܐ
ܘ 36 '9o
ܘܘ
ܘ4
[ii2]
4416
ܘ
33 134
34 | 13 12
35
14
36 | 14
37 14 16
38 15
397 15 12
16
103
42 16 16
43
44
45 18
46
183
47 18 16
So
ܘ ܘ ܘ ܘ
ܘ ܘ
ܘܘ2
ܘܐܐܘܘ3
ܘ16 ܘܘ4
ܘ20 SQQ
ܘ ܘ ܘ ܘ ܘ ܘ ܘ
܀ 17
ܐܐ 17
ܘ ܘ ܘ ܘ ܘ
243 0ܘ6
ܘ28 Oܘ7
ܘ
ܘ
ge%
320
ܘ . ܘ36 ]oܘ9
4819
ܘܘܛ ܘܘܘܐ
0
ܐ 19
ܘܪ
ܘܘ
ܟ8 olܘܘܐ
ܘ
0
2500hqco o
ܘ
T ?
TheValueofem
21 The of Ounce31 is 21
4
Value 1. 8. d.
is o 16 6
[
,
22 5
22 13 9
(56) 23
23 10
24 6
60
25 11
14
16
6 12
65
ܘ ܘ ܚܗ ܘ| ܘ ܚܗ ܩܘ |ܚܗ ܘܘ ܚܗ ܘܘ ܚܗܦ
19
*****
I
681 28
691 28 9
28 17
8 13
Price of the Pound, Eli, Tard, or other thing, being
Eight Shillings Chree Pence.
1. 3, d. 90
4
1 13 0
53
21 17 3
54
6
9
55
2 17
17 9
8 3 6
57
9 3 14 3
58 23 18 6
IO 4
59
9
4 10 9
24 15
4 19
61
25 3 3
13 5 7
62
5 15
631 25 19 9
15
6
3 9
641 26 8
26 16 3
17
66
27 4
4 6
18
671 27 12
9
7 16 9
8 5
3
21
70
71 29 59
2
99 9
72 29 14
24
23
74
IQ 14
6
75 30 18 9
76 317
(28] 1
77 31 15
11 19.3
32 3
79
3! 12 15
80
33
81
33
82
34
831 34 4 9
9
[84] 34 13
36
89
35 3
37
90 37 2
15 13
100 41 5 0
16 19 [112] 46 4
16 10
200
82 10
16 18
300 123 15
6
400 165 0
43
$00206 5. O
600 247 10
18
3
700 288 15
47 19 7 9
9001 371 5
48 19 16
1000 412 10
49
20000 825
O
9 18
73 30
10 6
30 10
ܘ ܘ ܗ ܩܪܗ ܘܗ ܘܗ ܘܗ ܩܕ ܗ ܘ
27.
I
32 II
13 4
13 12
O ou o lo 0
338
33 16 6
14
O O O O O OO Ow
17 6 6
18
O O O O O
18 19
800 3300
so 20 12
O
6
2400gon
S.
The Valueof a no
0
21 13
22 10
2 10
18 4
3 6 8
24 II
60
O A O 001+ O 00AOR
O COA OA O A
12
The 'rice of the Pound, E11, rara.
Ounce, or other thing, being
Eight Shillings four Dence.
1. 5, d.
Value 1.
is o 16 8
of 51 is 22 50
3 5
52
4
3
53
22
5
54
6
55
22 18 4
2 18
(56) 23 6 8
57 23 15 o
9 3 15
58 24 3
IO 4 3 4
59
4 II
8
25
50
61
25, 8 4
13 58
62
14
63
15
6
5
641 26 13 4
65 27 1 8
17
8
66
18
7 Io
67 27 18
19
4
68 28 6
8 6
691 28 15
701 29 3 4
9 3 4
71 29 11 8
23
8
72 30
73 30 8 4
8
74
26
IO 6 8
75 315
27 11 5
761 31 13 4
77 32 I 8
29
30
I 2 10
79 32 18
80
8
25 16 8
5 16 8
26 5
16
6 13
7 I
27 10
O
7 18
8
*****
8 15
9 II
O O
30 168
(28) IL 13
1
78
32 jo
31
I2 18
33 6
13 6 8
O
A 00 00 00 00
33
33 15
34 3
13 IS o
14 3 4
14 11
8
O O
[84) 35
851 35
34 11
35 0
15
35
36
37
38
39
15 8 4
15 16 8
5 o
90 37 10
100 41 13 4
(112) 46 23
83 6
300 125
16 13 4
200
o
too 0 +0++ oltogo too lo + O
400 166 13 4
$90 208 6
41 | 17
1 8
17 10
43 17 18 4
18 6 8
18 15 0
46
19 3 4
47 19 11 8
48
20
O
49 20 8
50 2016 8
600 250
700 291 13 4
8
800 333
+000
900 375 0
1000 416 13 4
2000 833 6 8
2400 1000 0
The Price of the Pcund, E 11, Pard,
TheValue of
Ounce, or other thing, being
Cucht Stillingse je Pence.
Value
of 51 is 21 13
5
52
17
jia £
s. d.
6
-**:
14°ܐ
܀
ܪ
ooooo
ܘ1 12
53
34
55
42 19
237
ܘ ܘܗ ܘܗ|ܘ ܗ
19
6
ܘ 16
23 ][56]
7
8
9
s8
6 .ܐ
316
16 6
4 5
4 13
6
5
ܘ ܗ ܘ ܗ ܘܘܘܘ ܘܗ
1
25 186
. ܂
5 to 6
26
ܘ
13
14
5
16
5 19
6
616
17
74
6
713
13
19
20
8
6
57
24 46
24 13
[9] 25
601 25 10
61
62
7
63 26 15
6
64274
650 27 12 6
66 28
678 28
9
6
68 28 18
69129 6 6
29 15
71
303
72 3: 12
73
6
74
75 31 17
76
77 32 14
781 33
333
79 33 11 6
ܘ1 8
8186
70
2
9 156
ܘ ܘ ܘܘ ܩ ܘܩܘܪ
ܗܘ ܗܘܗ ܘܗ ܘܗ ܘܗ ܘܗ ܘܗ ܘܗ ܘܗ ܘܗ ܘܗ ܘܘ ܘܗ ܘ
u܀
6
6
24
25
26
31
ܘ
ܘ 319
12 ܘ
0
:ܢ݈ܞܪܬ܀
27
11
9
6
ܘ 326
[28]rr 18
29 7f26
6 6
Q
12 15
13
3
6
o܀
34
ܘ
| 32/13
12
3 $ 6
34 176
33
34
81
32
83
{84]
85
149
14 17
6
35
6
܀ 15| 36
ܘ
355
3: 14
36
385
37
92
10
ܘ 1
0 ܘ ܘ
ܘ1 42
15 14
16
3
16 in 6
17
17
36
39
f12]
42 12
ܘܬܐ
ܘ20
%5
ܘ
ܘ1 127
300
491 170
43
6
ܘ1 12
2
5OC
17 17
185
18 14
19
60, 255
6
16
297 |ܘ7
ܐ1 19
8od 349
46
47
48
49
ܘ1 382 |9co
ܐܐ
foocl 425
10 10
6
208
26 16 6
850 |
ܘ200
2
܀
5
ܘ:QOI IOܛ2
TheValue of a in
00 O
22 10
22 19
on +0.0 +0
3 78
60
O
16
18
7 16
671 29
8 4
.::
8 13
f'ne rrice or une Pound, Ell, Iura,
Ounce, or other thing, being
Eight Shittags Eight Dance,
Value 1. d.
is o 17 4 of 51 is 22
3
52
8
8
53
4
541 238
551 23 16 8
[56]] 24 5 4
3 9
4
571 24 14
9
581 25 2
4
6 8
59
4 154
26
5 S 4
61 26 8 8
13
621 26 17 4
14
6
63 27 6
15
6-10
641 27 14
6 18 8
651 28 3
17
7
66
28 12
0
8
19
68 29 9
20
4
691 29 18
9
701 - 30 6 8
9 10 8
711 30 15 4
9 19 4
72
31
10 8
73 31 12 8
TO 168
74132
75
32 JO
27.
761 32 18 8
S
77 33 7
29
30
13
O
79 34 4 8
31 13 8 8
80 34 13
32 13 17 4
81
33
o
82
14 148
831 35 19
4
35 15 3
(84
36 | 15 12
8 36 16 8
16. 8
90
38
16
100
8
39
16 18 (112) 48 10 8
40 | 17
6 8
2001
17 15 4
390 130
O
400 173 6
6 8
43 18 12 8
500 216 13 4
44 19
600 260
45 | 19 10
700 303
6 8
46 | 19 18 8 800 346 13 4
20
900 390
48 20 16 0
1000| 433 6 8
49 21 8 2000] 866 13 4
2300 996 13 4
0 CON O
78
33 13
4
14 6
35 lo 8
34 14 14
136 08
37
86 13 4
0
3593的​中​仍​们​件​代​他们​找​约​。
18 4
O
0
O
so
21 13
8
(TheValue of
Value The ,
ܚܙܘ ܩܕܗ ܚ ܘ.
12 6
1
3 10
3 18
to one to
10
25 16
16 3
12
61
26 13 9
13
fo ovom
6 II
O
O
16
mo ao M
661 28 17
6
18
68] 29 15
69 30 3
20
815
70
30 12
Price of the Pound, Ell, YardOunce, or other thing, being
1 Eight Shillings Dine poence.
1.
1. d.
is o 17 6
of 51 is 22
6 3
3
6 3
52 22 15
4
15
531 23 3
3 9
541 23 12 6
6
551 24 1 I
7
[56] 24 10
8
57 24 18
9
581 25 7
4 7
59
4. 16
60 26 5 5 o
5 5
5 13
62
27 2
14
6 6
631 27 11 3
15
641 28
65 288 8 9
17
7
8
9
7 17
67 29
6
3
19
3 9
9
6
22
6
71
3
23
72
24
IO 10
73
10 18 9
74 327
26
6
75 32 16
27/ 11 16 3
76 33 5 o
128] 12 50
77 33 13 9
29 12 13 9
2
6
30
13
79 34 U 3
13
821
3214
81
33
6
34 14 17
6
831 36 6
35 15
6
3 (84)| 36 15
36 15 15
9
37
16
9
99 39 7
6
38
6
100
43 15
17 1
(112) 490
17 IO
o
200 87 10
17 18 9
306. 131 5
42
18
7
6
400 175
43
18 16
500 218 15 o
44 19 5
600 262 10 o
9 12
10
.
31 10
31 18
w low
25
781 34
2
O glo
35 0
35 8 9
000
14 8
82 35 17
w on
ao mo
85 37 3
3
16 12
39
40
N
0
20 21
48 21
o
49 21 8
50 | 21 17
mo a
goo 393 15
1000 437 10
2000 875
23001006 So
O O O O
9
O
46
19 13
8
3500
8ool 700 0 0 0
306. 5
TheValue of a mitomo
55 The O 6
I 24
IS
2 54 53 16
14
ооо
23 17
5
8
23
O
51 is 22 19
7
52
of .
Pine bein
00 OOOO
O
??
3 I2
0
0
58
2
Price of the Pound, Ell, rar
Ounce, or other thing, Shillings.
isl. S. d. Valuej 1. S. d24 15
33
[56] 25.4
25 13
4
26
59
4 199
60
27
8
61
5 17
62
6 6
63 28 2
28. 16 0
74
65
29 50
7 13
66
29 14
8
67 30 3
8 It
68
9O
69
9
9
70
31 Io
9
10
26 11
4 lo
II
0
o
13
27 18
14
15
6 15
64
16
སྙཁ གླུ གུ 1:|: :
18
19
30 12
31 1
WWW
9 18
O NO
23
24
31 19
32 8
12 17
72
73
10 16
25
33 6
33 LS
75
20
344
34 130
352
(28| 12 12
29 13
30
31 I 19
O
13 10
78
7.
8C
35 II
o
32
33
14
82
14 17
IS
15 15
0 0 0
6
35
83
(84
85
37 7 o
37 16 0
36
16
به به بیا بیا بیا بی چوة
O
16
16 13
GO
38
o
37
17
39 17 II
40
18
18
9
42
18 13 0
19 7
44
45 20
5
46
20 TL
47 | 21
3
48
21 12
112] 50 8
200
300 125
400 780
O
19 16
O O O O O O
500 225
O
600 270
700 315 0
800 3600
900 405
10001 450
2000
2200
O
o
50
22 10
goo
O
990 o
***
U
TheValue of ammino *
2
6
16
18
581 14
9
15
73
9
3 3
O
6 5
26
9
56
19
bree
52 bree 25 , 53 18
S. .
Ell, Yara,
8
o
61
28 4 3
28 13
6
2
15
29 12
30
30 10 6
3
19
8 15 9
31 18
800 370 0
Ounce, or other thing, being
fine Shillings & Peace.
d.
Value 1d.
1 O of 5 is 23 II 9
3
7 24 I
4
24 10 3
5
2 6
3
54 24 . 25 8 9
3-4 9 (56
8
3 26 12
6
59 2759
5 I 9
60
27 15
12
5 II
13
3
62
6
9
63 29 9
6 18
9
64
16 7
8
64
3
7 17 3
66
18 8 6 6
67 30 199
6S
31:9
20
95
69
9 14 3
6
327
22
3
6
71
9
23
IO 12 9
72
O
33 6
0
*24
73
33 15 3
IX II
74
34 13
27
9 9
76
351 3
(28
12 19
77
3
3
20 | 138
I
78
6
- 30 13 17 6
79 36 10 9
6
3?
9
80 370
32
81 37 9 3
33
82
15 5
34
15 14
38 7 9
16
35
3 9
[84
36
39
6
37
6
17 2 3
9C
17 11
100 46 5o
39
18
9
(112)
40
41
3001 138 15 0
19
8 6 6
400 185 0
43
19 17 9
500 231 5
O
fool
44
700 323 15
45
46 21 6
21 14
9
00416 5
22
4
1000 462 10
22 13 3
2000 925
49
Quoo aw Oo aw
32 16
34 4 6
9
12
35. 12
36
O
14 16
37
37 18
6
38 17
16 13
41 12
38
0
18 Jo
SI 16
92 10
18 19
20 7
277 10
2016
molao
47
48
0 0 0 0
O
50
23
2100|1or7 TO
TheValue of n momo
551 25 4
6
I
54 1. S. d.
2 is o 18 8
3
8
8
4.
1 17 4
5
6 8
Value 14
53
54
5
52 .
,
26 12
I
18
27 to 8
2
o
0
28
I 2
13
62
64
65
16
7 18
18
8 174
20
of 51118 23 16
The Price of the Pound, Eli,YardOunce, or other thing, being
Eine Shillings four Pence24 24 25 13 4
3 5 4 (56]
26 2 8
8
3 14
8
57
9
4 4
58 27 4
4 13 4
59
5
60 28
S 12
61
6
28 18 8
6 10
65
29
8
15 7
29 17 4
79 4
30
6 8
8
66 30 16
8 8
67 31 5 4
19
68
31 14 8
9 6 8
69 32
32 4
32 134
1 5 4
71
2
23
IO 14 8
72 33 120
24
4
73 34 4 4
II 13.4
74
26
8
35
27
12 12
761359
35 9 4
[28173 4
77
13 10
78136
36 8 o
30
14
70
36 174
31
14 9 4
6 8
32
14 18 8
33
8 38 5
5 4
34 15 17 4
83 38 14 8
35
16 6 8
(84)
39 4
16 16
8 8 39 13 4
37
S 4
99 42
38 17 14 8
10C
39
TS
4
1121
52 54
40
200 93
8
192 8
19 12
400
186
43
1
50C 233
6 8
44
boc 280
210
700 325 13 4
6
9 16
svetila samostalno
34 10 8
I ?
75
35 18.8
29
8c 37
0 00--0001+000+ O
37 16
IS8
17
46 13
8 13 4
300 110
© CA O
20 10
00-0 0-A
4.6
219
80€ 373
o
o
47
48
49
50
21 18 8
22 8
O
22 17 4
23 6 8
sco 420
rood 466 11 4
12
2000 933
8
2200 1026 13
.
The value otet si
6
14
I IS
19
3
51 is 24 4
3 I 8.6
0
53
(Valuello
5224 of .
1. o
1. S.
is o 26
2
3 16
57
12
#553
61
28 19
14
6 13
29 18
6.
7 12
17
8 11
0
31 166
326
66
9 10
O
33 00
The Price of the Pound, EU, Yara
Ounce, or other thing, being
Fine Shillings Sir Pence.
S. d25 5
7
6
54
25 13
2 17
55
6
3
6 6 [56]
26 12
8
27
6
4 5
6
5827 II
4 15
59
28
6
5 4
6
60 28 10
5 14
6
13
6
3
6
62 299
6:
6
15 7
30 8
6
30 17
6
8
1
6
66
31 7
18
6-
19 9
6
68
32, 15 6
919
6
33 5
71
-6
23
10 18 6
344 0
24
II 8
7
34 13 6
11:17
6
35 3
35 126
27
12 16
6
76
[28713
6
36 II
29 13 15
781637
30
78 37 IO 6
31
O
14 14 6
Sol 38
IS 4
96
82
34
8
86
3
35
(841 39 18
36 | 17.
8 40 7 6
37
17 21
6
9c1 42 15 o
3818
47 10
39 18 10 6 [ 112] 53 4
40190
950
19
19-9.
6
3991_142 10
42 19 19
400 190
43
20 8 6
500237 IO
44 20 18 o
600 285 0
45 21 7 6 700) 332 10
21 17
800 380
22 66
900| 427 10 0
0
100C475 0
49 23
56
2000 950
o
22
10. 9
72
26 127
oooloo
36
6
0
81
38
19 13 6
38 19
16
o
39 8
16 12
2
O O O
46
0
0
48
22 16
50
23 15
2 ICCI 997 10
TheValue of n mo
8
4
2
11
3
Atne I
55
26
6 2 18
194
54
4
8
5325
9
of 2
s53
8
8
2
13
2
.
. d38
evillings Eight pençe.
The Price of the Pound, Ell, Yard,
Ounce, or other thing, being
1. s. d. Valuel 1.
is o 51 is 24. 25 I 26 7
[56] 27. I 4
8
3 17
9
7
4
28.0
59
28 10 4
564
60 20
61
29 9
8
13
6 58
29 19 4
30 9
8
15 75
8
8 4
8
60
6-
32 7 8
19 93
68
32. 17. 4
9 13 4
бе 33 7 02
3
70
10 12
8
34 6 4
57
27 NI
581 28
4 16 8
o
5 16
O
14
6 15 4
62
63
64
16
30 18
31 8
31 18
17
18
8 14
8
29
33 16 8
23
34 36
II 12
12 1
73
35 58
35 15 4
25
8
26
36
8
8
77
13
[28] 13 10
29
30 14 TO
31 14 19
4
38
8
32
33
34
15 9
15 19
16 8
16 18
70 36 14
37 4
781 37 14
79
3
8
80 38 13 4
81
393
82
8
8
40 2
[84] 40 12
851 411
8
90 43 Jo
100 48
48 6 8
39 12
8
18 17 0
54 2 8
7000 ooo ooo 009 + 000 ooo
37 17 17 8
38 18
4
39
40 19
6
19 16 A
42
20 6
8
4
21 15
46 |
8
47
22 14
4
48
23 4
49 23 13
8
50
24
3 4
20 IS
O A OA 0 0 + 0 + 0 0 1 0
200 96 13
300 145
400) 193 6 8
500l 241 13 4
600 290
700 333
6 8
800] 386 13
900 435
1000| 433. 6 8
2000 966 33
2100 1015
O
TheValueofmini
3
The 16
257
I 190
26 6
6 2 18 6
d.
is o 19 6
5 2 8
9
Value 3
3
26.6 of 54
53
25 52 3
17
.
26
S. ,
3
276
3 18
23.5
28 13
6c
O
monomo como
63
6
18
༣༩ ཆེ༌
4 9
Price of the Pound, Ell, YardOunce, or other thing, being
Nine Shillings Pine Pence.
1.
157 is 24 7 8 3 ( 56
8
O
27 15 9
9 47
5$
6
4 17
591
3
5 7
5
S 17 0
29 14 9
13
66
9
62
30 4
6
14
6 16 6
30 14
3
IS 7. 6
3
31 4
16 716 0
31 13 9
17
8
59
66
3
8 15 6
671 3% 13 3
19 9 53
68
33 3
20
9 15
бg
33 12 9
21
10
70 34
6
22 10 14 6
3
23
72
24
73
9
25
3 9
74 36 I 6
26
6
75 36 II
3
13 3 3
37
[28] 13 13
37 IO
9
29
6
9
30 14 12
6
79 38 10 3
31
3
39
32
IS 12
811
39 9
16
1
82
33
6
29 19
34
6
40 93
35
17 I
(84) 40 19
85
36 | 17 11
8
41 9
18
37
90 43 17
6
38 18 10 6
100
48 15
O
39 19 2
(112]
200
40
19 19 9
300 146 5
S
20
O
400 195
9
43
500 243 15
20 19
600 292 10
21 9
45 21 18 9
700 341
341 5
34 12
35
35 11
II 14
O
12 13
78
38
2
O
pogon per
O wa Owo O
9
:
16 11
831
54 12
97 10
19 10
.
800 390
0
o
22 8 6
22 18
47
48 | 23
8
49 23 17
nofmoon
3
gool 438 15
1000) 487 10
2000 975 o
LES
so 24 7
2100] 1023 15
TheValue of Ngowi
IO
2
55 | 3
|IS 27
V
I 54
1
2
53
10
5 2 IO
26
1. 52
Valut
being
10
26 01-00
28
IO
The Price of the Pound, Eli, Yard
Ounce, or other thing, Cen Shillings
1. S. d.
s. d.
51 S 25 10
6
3
27 28
7
[56]
3 10
8
9
4 IO
29
5
*
59 29 10
5 IO. O
60
30
6
13
6 IO
62 31
14 7
32
0
16 8
65
32 TO
66 33
9
62
19 9 10
68 34
20 10
69
10 10
57
58
O
10
O
I 2
61
30 jo
.
63
o
31 10
64
7 IO
0
8 10
o
33 Io
O
70
34 10
35
35 10
36
25 12 10
26
0
71
72
73
36 10
74
37
75 37 10
76
27
IO
78
79
80 40
Io
38
27 | 13.
[28] 14
29
30 15
ooood
38
14 10
39
39 10
31
16
81
O
82
16 10
17
40 10
41
41 10
83
34
35
00000
[84]
4%
17 10
18
O
0 0
85
42-10
18 10
0 0
37
38
39
40
19
19 Io
20
86
43
90 45
100 50
[112]] 56
200 100
O O O O O
20 IO
o
O
2010
43
44
45
46
300 150
400 200
500 250
O O O O
22 O
22 10
o
23
600 300
700 350
800| 400
O
o
O
O
48
0 0
o
23 10
24 0
24 10
25. o
900 450
1000 503
O
0 0
o
2000|1000 o
TheValue of am
27
is I'he ܠܐܐܐ
ܝܠܐ
52
0101
/
6
6
of .
,
Price of un Pouna, Ell, Hard, ,
Ten Shillings Sir Pencesi[is 26 15 6
$3
54
55
27 f6 6
8
7
6
6
3
18 17
ܗ ܘܗܘܘ
3136
156
܀
ܘ 8
7
8
9
4 4
57
s8
59
3 -
19
܀܀.
1
61
13
14
15
. ܘ
5 5
515 6 .
6 6
6 16 6
77
717
6
8.8
8 18 6
9 9
9 196
10 10
TI O 6
ܘ ܪܘ1
ܘ: 6
146 ܀
ܘ
ܘ
ܘ
8ܐ
ܘ
ܘ
ܘܲ6
ܘ
ܕܐ
ܪ
ܐ1
ܘ17 8>
ܘ4
܀ 29115
ܘ 15
15
36
ܘ | 34
ܘ 18
18
ܘ 3
45
ܘ
ܗܘ
ܘ4
ܘ
ܘ 16
18
29
136
369
0
6
31 io
32
6
32 Ik
33 r 6
33 12
34
6
34 13
35 ° 3 6
351+
364
46
16
62
63
64
6
66
67
68
ܘ ܘ ܘ ܘ
17
-..܀ : ܆ ܐ
:܀
19
ܕ.܂
76
615
71 37
6
m
6
73
73
3716
6 6
38
6
;
ܘܘ ܘܘ ܘܘ ܩ ܘ ܩܘ ܘ ܩܘ ܩܘ ܩܘ ܝ
ܩܘ ܩܘ
24 12
13
1
16
1313
27 1143
[28 }} 14 14
29 4
7
397 6
6
76
ܐ ;7;
ܗ ܘ ܗ ܘܗ ܘܗ ܐܘ
78
39
3
40 19
419
79
8o
ܘ 42
܀ ܀
2421
16
5
6
32
16 16
33 | 176 6
1717
18 - 6
3
6
6
8i
32
83
[84]
85
8
43 in
: :
35
36
37 98
38
39
6
90
1919
9
6
47. * 5
520
ܘ
[112
41 121 10
6
acc
ܙܐܐܐ
6
ܐܵ
ܘ1 3c1sz
ܘ4
C621
ܘ1 262 »56
44123
45
23 12
ܘ ܘ ܘ
5
60:13150
46
ܘ 3 ܀ 24
24 13
6
420
ܘ
9
48
49
܀ 25
4ܐ ܕ2
/7cc
ܘ1 367
ܘܠ
ܘ1 472
90
ܘܠܐ
mod
}
ܘ1 997
6
525
ܘ
26
7
ܕ݂ܨܶ܂
TheValue of nm to Vio
55 3
54 The 2
1 1
S
29 14
6 3
6
13
53 2
123 O
12
4
4
Value
52
is 10
0
.
of
51
.
Eleven , Yard,
Ounce, or other thing, being
Ell
S. 0
d.
30 16
bo
4 8
no 09
0
31 18
5 10
I
6 12
O
13
15
agalang
.
9 18
Price of the Pound, Shillings.
isl. s, d28
29 3
30 5
7 3 17
[56]
8
57
31 7
9 4 19
58
IO
59 329
6
бо
33
0
12
61 33 11
7 3
62
34 2
14 7 14
63 34 13
8 5
64 35 4
16
8 16
O
65
35 15
17
97
66
36 6
18
67 36 17
19 9
68 37 8
II
69 37 19
II II
70 38 10
22
71
72
4
73
40
13 15
74 40 14
26
75
5
14 17
7641 16
(28) 15
77. 42 7
29 IS 19
78
30
16 10
79 43 9
17 I
80 440
32
81
44 11
33
18
3
82
45
34
45 13
35 195
46 4
36 19 16 0
851 46 15
37
7 O
47
6
38 20 18
39 21
9
40 22 o
112]
22 II
200
IIO
O
21
12
2
391
39 12
23
24
25
12 13
13
14 6
27
8
0 0 0 0 0 0
42 78
18 14
83
O O O O O
(84
olo
o
49 To
55 0
IOO
61 12
O O O
O
300 165
400 220
sool 275
O O O
0 0 0 0 0
600 330
42
23 2
43 23 13
44 24 4
45 24 15
46 | 25
6
25 17
26 8
49 | 26 19
27 10
700 385 0
800 440
*]
900| 495
o
7898
1000| 550
O
+ 1
1900|1045
O
X
܀
52
܀
TheValue of a mi
6
of is The 1
suf f. 25 6_6
3
6
1 S. d,
S. Valut
Ounce3
,
.
,
2918
ܘ d142
17 ܬ݀
ܙ
ܘ
ܐܐ 31
ܘ ܩܘ ܩ ܘ ܩ ܘ ܩ
58 3 3
6cf
61
ܘ
6 18
܀
6 ܐ
13
14
15
63
6
3 12
64
ܘ
16
܀ 9
ܟ 6
ܘܗܘܗ ܘܘ
ܕ1
ܘ
Price of the Pound, Ell, Yard, or other thing, being
Cleven Shillings Sir Deuce.
53 39 96
5
6
54 3!
6
39
55
6
7 4 0 6
56
32 4
3
414
57 32 156
9 5 3
6
337
10 5 15
59! 33
6
T
6 6 6
34 Io
12
35 ,!
7 9
6
62
3513 0
3
0
364
6
36 1
37 7
6
9 15 6
.66
37 19
18 10
67
:$ 16 6
19
1o 18
68
39 2
69
39 136
12 1 6
76
71
6
23
13. 4
6
72
8
24
73 1 19 6
25 14 7
6
74
0
26 1419
75 43
6
27
6
76
{28} 16
0
77 44 5
6
29
6
784+ 14
790 45
86
31
17 16 6
6 6
32 13 8
(6 116
33
.
6
47 . 3
34
1911
4T1£ 6
35
2
48
6
$
.48 1
6
37
2
5
6
8{
499
38
5[ 15
39
& 6
5710
40 23
112 64 8
6
܀
ܘ2
ܘ111
ܘ
.
i
ܪ ܘ4
22
ܘ܂ 13
12
4:16
: ܘ ܘ ܘܗ
ܙ4
ܘ
6ܐ 13
ܐܐ ܐ4
6
ܘܐ 15
4318
1613
5 ܀ 17
ܘ ܘܗ
160ܘ ܩ000
ܘ8
81
18 19
ܕ8
$
{ 84
ܘ
14 ܘ2| 36
ܩܕ ܘ. ܟܘ
ܪܕܪ.܀ܐܲܪܒܵܬܲܪܪܐ
9.
ܘ ܘ ܘ ܘ ܘ ܟܘ ܩ
2117
ܬܐ 23
ܘ
c I15ܘ2
ܘܕ 172
3ec1
4cc 230
Soc
28f Jo
ܗܘܘ ܘܗ ܘ ܗ
421243
43
24 14
6
44[ 25
6
45 1 25 f? 6
46 26
9
47727
6
27 12 0
49
6
601345
ܘ
$$
foc 402 19
8o 4fo
517 10
Jooc 575
.33
ܘ
ܘ
50 |. 28
977 1o
15
176
TheValue of
The ÖR
an
4
O O O
2
31 16
32 8
3 12
4 16
O O O O O
O O O O OO
34 16
35 8
6 12
13
14
7 76
O O O O O
37 16
9 12
518668
19
40 16
42 12
13 16
Price of the Pound, Ell, Yard,
Ouice, or other thing, being
Twelve Shillings.
1. s, d, Value ), S. d.
is I
of 51 is 30 12
3 1 16
52 31 4
4
8
53
5 3
54
6
55 33
7 4 4
[56]
33 12
8
57
34 4
9 5 8
58
6 o
59
II
60 36 0
I 2 7 4
61 36.12
62 37 4
8 8
63
IS 9
64
38 8 O
16
65 39
17
4
66 39 12
18
IO 16
67 40 4
8
68
69 41 8
11 12
70
42
22
134
71
23
43 4
24
14 8
73
25 15
8
44
74
26
15 12
75 * 45
16
4
76
[28] 16
16 16
46 4
29 17
8
78
30 IS
79
31
1 8 12
80
48
32 19 4
81 48 12
33
82
49 4
34 2 8
82
35
2. I
36 21 12
85
37
4
86
22 16
90 54
39 23 8
1 00 60
40
24
[112]
40
24 12
200
42 25
43
25 16
400 240
26 8
500 300
45 27
600 360o
46
27. 12
700 420 0
47
800 480
48 28 16
540
4029 8
603
So
30
1700 1020
43 16
O O O O O O O O O O
45 12
77
O O O O O
46 i
47 8
O
19 16
[$4
4.9 16
50 8
51
51 12
38
O
O O O O O
67 4
300 180
O
O
28 4
0
900
TheValue of two
6
The 7
33 15
6
3 15
32 10
2 IO
55134
. 51 is 31 17 6
3 I 17
6
33 2 6
5
3
6
of54 531 52 ,
5 0
35 12
58
36 17
6 17
7 10
2
62 38 15
8 15
14
15
64
6
16
18
II 17
13
Price of the Pound, Ell, YaraOunce, or other thing, being
Twelve Shillings Six Pence.
1. S. d. Value! ), S.
is I
5
34. 7
6 (56) 35
8
57
6
9 512
6
36 5
6
5
591
6
6
60
37 IO
12
61
38 6
13 8 6
63
39 7
6
9 7
6
40
10 0
40 12 6
17 IO 12
6
66
5
11
5
6
41 17
6
19
6
68
42 10
I 2 10
69 43 2
6
2 I
6
70 43 15
13 15
44:7
6
23 17
6
72
24
ISO
73
45 12
6
25
15 12
6
74
46 5 0
16
5
6
27
6
[287 17 10
6
29
6
7
30
4976
31 19 7 6
50
32 20
81
50 12
6
33 20 12 6
51 5 O
34 21
5
84 51 17 6
35
21 17
6 [8.4
52 10
36
22 10* O
81
53 6
3723
6.
8€
53 15
38
23 15
90 $65
39 247
6
25
(112 70
41
25 12 6
200125
300 197 10
43 26 176
400 2500
27 IO
9071 312 10
49 29
46 28 15
700437 10
47
7
48 30 o
900 -562 10
1000 6250
46 17
16 17
47 IO
77 48
182
48 IS
18 15
poolowowolvovo
8c
0
O
2
0
o
62 to
2650
2 6
60c 375
Soo goo
30 126
50 1 31 5
Iloc 1000
CheValue of a movie el
35 4
5
5) is 33 3
3
The 3 2 I 6
35
54
19
53 18
2
Shillings.
1.
34 9
5 3 5
52
of I Value 1.
2 lis 1
6
Thirteen 0
33 O
16
O
1 4 II
O
30 8
O
58
IO
6 10
7 16
40
42
1
II 1.4
42 18
43 II
Price of the Pound, Ell, Para,
Ounce, or other thing, being
15
7
[56]
8
5.4
5 37
9 5 17
37. 14
59
33 7
hogy 3
390
o
6)
39 13
8
13
9
6
62
14
63 40 19
9 IS
4. I IZ
16
8
6
5
66
18
7
68 44 4
13
6, 44 17 0
13 13
45 10
7
46 3
14. 19
72 46 16
731 47 9
25
5
16 18
7
27
49
8
[23] 18 4
50
29
78 50 14
30
79
51
7
31
3
8c
32
52 13
33
219
82
53
6
34
8
53 19
(94
23 8
8
5
86
go
58 10
39
7
65
(112] 72 16
2001 130
27.60
300 195
there is intent
14
*****
16
48 15
76
77
1
18 17
19 10
8
2
54 12
1
55 18
38
O
26
26 13
43
27 19
28 12
400 260
500 325
0
6oo) 390
46
2013
700 455
s0 11
800 520
48
31 4
31 17
900) 585
1000 650
Igoc 975
0 0 0 0
32 to
TheValue of my
9
2
53
The 2
S. 35
4 2 14 0
. d.
IS I 7
.
52
of $1 is 34 8 6
3
6
$Valuel .
,
2
d4I
coul
4 14 6
5. 8
37 16
38
6 is
OOOOOO
78
8 15
41 17
O
64 43 4
0
67 45 4
19
45 18
0
13 10
***]
47 18
15 10
Price of the Pound, EU, YardOunce, or other thing, being
Thirteen Shillings Sir Pence.
1.
135 15 6
3 7
6
54 36
6
55 37 2 6
7
( 561
8
57
9
6
9
6
I
6
58 39 3
IO
59
39 16 6
6
60
40 10
12
8
61
41 3
6
13
6
62
14 99
63
42 10
6
15 IO 6
16
IO 16
6
43 17
6
17
9
6
66
44 II
18
12 3
4
6
12 16
6
68
20
69 46 11 6
14 3 6
70,475 5. O
22
14 17 0
7
6
23
6
48 12
24
49 5 5 6
25
6
74 49 19
26
I7 II
73 50 12.6
27
18
76 51
[28] 18 18
77
51 19 6
29
6
78152 13
30
5
75
6
6
8c
54
32
2 I I2
54 13
6
33
5
6
82
55 7
34
560 6
35
6 [84] 56 14
36 24.6
851 57 76
37 24 19
6
8658
38 25 13
9c
26 6 6
67 10
40
27
(112]
75 12
41
27 13
6
205 135
42
28
7
300 202 10
29
6
400 270
29 14
500 337 10
45 30 7 6
46
700 472 10
31 14 6
48
32
8
goo 607 10
49 33
I 6
1000! 675 0
olo.ooo
16 4
16 17
73
O
6 o
19 11
20
20 18
536
31
ܝܘ
81
22. 19
0
85
ojo o Google
23 12
24
1
60 19
39
O
600l 405
o
31 1
Bool 140
O
33 15
I 50c|1012 10
TheValue of a mano
55 4
54
5
3
2 2
6
53
O
2
16
3 IO
52
36
8
O
14
of being
16
37 37
O
2
O
4 18
O
S 12
57
39 18
O O O O O
40 12
618
www
581
The Price of the Pound, Ell,rard,
Ounce, or other thing, Fourteen Shillings.
1. s.' d. Value ). S. d.
2 lis I 8
57 is 35 38 io
7
(56] 39 4
8
9
6 6
IO 7
59 4.1
6
7 14
60
42 0
I 2 8 8
63
42 14
13
8
9
43
14
6 41
15
10 IO
64
16
651 45 10
17
46 4
I 2 I
67
19 13
6
68
691 486
14 14
70 4.9
8
7
49 14 0
23
72
24
16 16
73 51
25
17 10
74
26
18
4
75
52 10
27
18 18
70 53 4
[28] 19 12
77
29
6
30
79
31
21 14
8c
62
9 16
44 16
O O
40
II 18
4.6 13
47 12
14
15
16
50 8
51 16
Oo oo
53 18
20
54 12
21
of
228
@
8
32
33
34
2
23
23 16
8
82
[84
8.
24 10
36
25
60
63
0 0
37
38
39 :7
40
4.1
0 0 0 0 0
86
90
100 70
(112 78
20C 140
8
O
O
300 210
0
o
42 29
4330 2
44
31 JO
46
40C
280
500 350
O
30 16
600 420
O O
O o
0 0
32 4
700' 4CO
O
O
8col 560
47
48
32 38
33 12
O
goo 630
0
6
1000 700
34
35
O O
o o
50
14001 980
TheValueof
S. The Valur
.
,
is
36 19
3 12
5 16
6 10
57
58
8 14
13
17
4.96
50
14 10
160
6
Price of the Pound, Ell, YardOunce, or other thing, being
Fourteen Shilings Sir Dzuced.
IS I
9
of
51
6
3
3
6
52
37 14
4 2 IS
53
38 8
6
5
6
54) 393
6
7
55 39 17
6
7 5 1 6 ( 56
40 12
8
4 1
6 6
9
6
4.2
1
7 5
59
42 15 6
II 7 19
6
60
43 Io
O
61
44 4 6
98
8 6
62
44 19
14
3 O
63
45 13
6
15
10 17
6
6
46 8
16
11 12
69
47
6
6 6
6€
47 17
18 13 1
67 48 II
6
19 13 15 6
68
O
60
6
21
15. 4
6
70 50 IS
22 IS 19
71 51 9
6
23
13
72 524
24
73
6
25
6
74 53 13
26
547
6
27
19 II
6
76
55 2
[28] 20
20 6
77
78
30
575
6
31
9
6
58 o
32
23
58 14
33
82
23 18 6
599
24 13
83
34
60
3
6
257 6
35.
[ $411 60 18
85 61 12
6
37 26 16 6
38
27 II
39 28 6
29
29 14 6
200 145
42 30 9
300 217 TO
6
31 3
43
400 290 0
500 362 10
6
600
45
4350
33.7 o
700 507 10
6
1
34
800 580 0
o
900) 652 10
49
1000| 725
50 36 50 1400l 1015
17 8
52 18
182
18 17
O
55 16 6
56 11
29
6
21 15
80
81
146
O o o o o o
126 2
O
36
62
65 5
K:
o
72 Jo
81 4
40
0
%%42化​科​481>2的​。
31 18
32 12
OO
46
0
47
48
34 16
35 10
O
TheValue of n mno
O
The 1 vous
5
2 8. IO
Silitys
is 1.
5
.
40 IS
3 15
10
55
54
Fifteen 39 being
36 15
dPrice of the Pound, Ell, Yarn,
Ounce, or other thing, Value 1.
of suis 38
52 39
53
55
i 56]
4.2
6
42 15
O
57
7
8
9
10
6 15
O
58
43 10
O
7 10
5
3
13
14
IO IO
O O O O O
48 15
16
50 44.5
60
45
6
45 15
62 46 100
63 475
64 4800
65
66
4) 10
O
6- 50
50 5
68
51
66
SL 15.0
52 100
71 53 50
$4
54 15
74
5.O
13.10
14 S
18685
19
15
O O O
22
23
5
72
24
IS
13 15
25
2
55 10
56
19 ! O
57 0 0
(28
5
21
21 15
2 IO
5
30
31
23
S
32
24
61 10
21 15
33
34
35
25
83
85
3127
3
$27 15
28 to
38
781 58 10 0
2012 59
8 60 o
8760 15 o
82
0
62 5
[84 63 00
63 15
86 64 10
co 67 ro o
100 75 0
112] 84 o
20150
300 225
400 300
cool 375
600 4500
200 5250
8cc 600
COC 675
1000| 750 0
1300| 975 0
40
O
43
30
30 IS
31 10
S
33
3) 15
31
734 10
O
36
0
O O O O
O
37 10
Y
The Price of the Pound, En, 7 ard,
Ounce, or other thing, being
fifteen Shillings Sir pence.
Value 1.
,d ܙS
ܘ 111
sܢܐ
ܘܐ ,
6 ܘ1 39
of si
[
is
4. 6
TheValue of n momenoa
2 6 6
3
3 in '6 6
52
53
܀
2
44
6
54
17 ܙ4
13 ܀
ܘ
ܩܘ ܩܘܩܘ ܩܘ
5
86
܀
܀ 6
ܘ
55
42 126
[56 | 43
57
4436
58
59845 14
6
܀
܀
44
ܘ 19
ܘ
ܢܗ ܩܘ -s ܚ
; 59
6 i96
715
8 ro
6
9
6
1 ' 6
ܘ| 46 ܙܘ6
ܘ ܘܐ 46
61܂
ܕ 48
ܕܕ
4756
ܘ
ܘܠܐ
ܘ܀ 17 ܘ1
'
6
1 2
12 8
16
ܘ
.61
630 48 16 6
64
.6 5
66
51 3
67
68
69
53 9
6
49 12
50 7 6
13 3
6
܀
17
18
19
ܘ 99
13
5186
14 146
ܘ 14
52
'.
ܘܐ
ܘ. ܘ 15
16
5
6
5
34 ܘ7
ܘ 55.
ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ ܘ
ܙ 2111ܐ
ܘ
:
23
17 16 6
3516
ܐܢ 18
ܘ
71
72
73
74
75
56 in
ܘ
ܐ: 35l58
25
19 1
6
6
293
27
[28] iuit
29 96
186 ܘܐ
q6
ܘ
39 136
229
1235 ܘ3
ܘ 31
܂6 61
:
4
ܘ
24
ܝܘ ܘܘ ܘܘ ܘܘ ܘܘ ܫܘ
ܘ
ܘ
32 124 16
25 16
77
78
6o
79
8o 62
8i 62 16 6
8
63 !!
64:6 6
[84J
65
.83165 17 16
8{
ܘ
33
34
35
ဝဝ ဝ ဝဝ
ܘ 7
26
83
27
:
6
ܐ
ܘ 18
27| 36
28 136
ܘ 13
66
ܘ 9
38129
4܀ ܘ3
ܘ !3
ܘ
1
69 ܘ9
ܘܐ77
ܘ ܘ ܘ
6
39
ICO
40 131
86 16
[rii
܂6 ܕܐ 3
nܐ 132
42
ܘ
43336 6
ܘ 155 ܘܘܪ
ܘ1 36c232
ܘ ܘ܀
16
387
clܘܕ
ܘ 465 ܘ6
ܘܐ ܐ58 cܘ7
310
342
34 17
46 135 13
ܘ ܘ ܘ ܘ ܘ
6
ܘ ܘ62 cܗ%
ܘ
8 36.ܐ 47
ܘ ܀
ܘ ܀ 37
܇ ܀
9716© |ܘܘ9
ܘ
49 137 196
375 ܘܘܘܙ
ܘ
38 ܘ5
ܘ 13
ܘ
137/cܘ17
16
The Value of a man
4
The *42 8
4
41 12
3 4
O
of 40 16
8
53 51
52 is being
Price of the Pound, EN, Yard,
Ou ce, or other thing, Sireen Shillings,
1, s. d. Valde 1.
is 1 12
54 43 55 44
(56)
6 8
74
46 8
8
59 47 4
8 16
60
48 16
10 8
62
63
514
4 16
S 12
44 16
7
8
45 12
57
58
9
0
48
9 12
61
49 12
13
14
114
50.8
0
1 2 16
64
65
16
52
52 167
17
18
19
13 12
14
8
15 4
16 o
16 16
ܘ ܘ ܘ ܘܐܘ
S3 12
54 8
O
66
67
68
69
70
71
72
73
74
75
76
17 12 O
18 8
19 4 o
O O
554
56
56 16 0
57 12
588
23
24
25
26
20 16
59 4
60 o
60' 16
28 | 22
8
61 12
O O O O O
77
78
63 4
801
81
ооооо
24 16
25 12
21 12
[
29
30 24
31
32
33 26 8
34 274
35 28 o
3628 16
37
38 1 308
39
31
40 32 0
83
674
O O
29 12
0000000000
72 o
O
6 8
79
64
64 16 0
82 65 12
66 8
[84
85 68
86 68 16 O
go
100 80
[112]
89 12
160
300 2.40
400 320
320 o
500 400
600 480
700 560
5600
800 640
900 720
1000 800
1200 960
Y
ܘ ܘ ܘ ܘ ܘ
o
32 16
200
0
42
33 12
43 | 14
44 35 4
45
46 16
36 16
36
o
O
O
O
37 12
35 8
48
39
49
So
TbeValue of
5. ,
efnu
I
|
46 4
6 2
s
II
9 18
506
I 14
:
15
.
6
O
$ 302
ܘ ܩܘ ܫ.ܫ..
r6 I၀-
5 6 18
6
(
The Price of the Pound, Ell, YaraOunce, or other thing, being
Sortcen a hillings i Dinca.
1. . . Value.
d.
Is I to
of 51 is 42 6
9
52 42 I8
4
A
53 43 I4 6
5
6
5 44 II
6
4 I9
ရ 4 5
5 I5
h [s6
8
5 47
6
9 7
6
47 If
8
5
5 43 I9 6
9
6
oc
49 )
12
6
3
6
6n
$ 3
II 11
6?
51 19
6
Is 7 6
6.
16
r6
I3 4
6
?
0
00
5 9
13
V4 I?
6
5 - 3
19 IS I3
6.
s6 2
6
6.
6
T 57 IS
18
71
S II
73
6
72
59
24
73
6o
4 0
25 O »
6
7.
6
26
6
12 5
70)
[28] 21 2 o
77 6 to
7
292 I8 6
6
7
24 I5o
30
7G
6 ) 6
3I25 II
6
c 66o
32 268
8I 65 66
33 27 4
6
82
6, I3
68
34-
9
6
35
6 6 o
9 4
7o
37
G Io
6
o. Iyo
31 7
9C 74 5
19 32 3 6 )
Or
0
[ii2 ]
?
4I
66
2016
343
30247 10
43 35 9
6
40 3390
35 6
SOFI 4I Io
AS အ7
Too 577 Io
335 b
oo 665
48 9 2
99 742 Io
49
I၀၀၀ 825 0
18 19
o ဇ ဝ ဝ ။
e
ဝ မ မ
19 16
6II?
T
ဝစ
62 14
}
0
81
8 17
(8. JL
h
36
ဝယ ဝ ဝ ဝ ဝ ဝ၀ဝ
ဝ ဝ ဝ မ ၀၀ မ
စ ဝ ဝ ဝ ဝ ဝ ဝါ
18
82 Io
0
8
၁
376
£££ 5
6c495
New
46
O
to 8 6
요
​5. o
Io 990
0
TheValue of at mine
18
45
6
50 is 43 7
3
45 3
$911 ings.
1.
.:
2 II
55
, d. Value 1.
SI 14
53 o
sSevenresa 52 44 4
4
8
of being
46 15
The Price of the Pound, EII, 7 ara'
Ounce, or other thing, 7 S 19
(56)
47 12
8 6 16
57
9
9 7 13
49
6
59 50 3
9 7
0
-
48
8 10
60 51
4
1
II
13
14
ST 17
52 14
53
11 18
O
0
12 15
54 8
16
62
63
64
631
5
$6 2
671 56 19
13 12
18
14 9
15
6
16
3
17
17 17
19
20
57 16
O O O O O
691 58 13
2 1
59 10
18 1+
607
23
19 II
72
22
0
0
8
20
24
25
21 5
26
2
27
22 19
[25]} 23 16
24 13 0
O O O
61 46 o
62
73
62 18 o
74
75
63 15
761 64 12
77 65 9
781 66
79 67 3
801 68
30
25 Io
26
68 17
28
69 14
81
82
8
3
[84]
70 01
8
72
.
31
7
32 27
27 4
33
34
28 18
3529 15
36 30 12
31 9
32
6
39 33 3
34 0
41 34 17
42 35 14 0
43
36 1:
44
37
861 73
38
90
76 10
85
(1112] 95
2001 170
0 0 0 0
o
300 255
400) 340
500 425
O
8
37
45 38
600 510
461 39
39 19
4849
40 16
7001 595
800l 680
900 765 0
1000 850
1200 1020 0
49
42 to
TheValue of mong
482
6
The 3
4
54475
is 55
d܂
s
115
6
,
ܘ
39
,52
ܘ1 45
6 ܀ 5346
ܘ
6
6
,
Price of the Pound, El, YardOunce, or other thing, being
Seventeen Shillings Six Pence.
1,
Valuel 1.
;)t° 51} is 44 12 4 7
55
6
7
7 17
[ 56
49
49 17
7
3
6
loo
57
6
9
10
$$
15 ܘ5
ܘ 15
8
ܘ
܀ 6
56
51 12
II
912
6
ܘ1 52
6 |
6
13
II
6
7
5
ܘ
537
54 5
55 2
ܐ1
62
6 :
63
6 :
6
13
ܐ
6
ܘ 56
16
6
ܘܰ6
17
18
14. 17
15 15
16 1?
56 176
5 15
58 12 6
6
6-
68
бе
76
ܘܐ 59
ܘ1 17
1 ܘ6
18 76
19; 5
6
61
62
6
5 9
2
6
6
23
ܘܬ
ܘ 63
7
72
73
73
2
25
26
21 17
17
64 13
65. 12
ܪܠܐ 22
ܘ
6
76
ܘ1 66
ܘ1 24 ][28]
23 12
0
67 7
685
69
78
7
ܘܘ ܘܗ ܘ
26
39
31
c7oܐ
257
6
5
2
6
28
28 176
2915
6
܂
ܘ
ܘ
17 ܘ7
ܘ
32
33
34
35
ܩܘ ܩ ܘ ܩ ܘ ܩܘܠܐ ܩܘ ܟ
ܘ
6 ܐl :?
ܘܙ 73
ܘ
36
ܐܐ ܘ3
ܘܐ ܐ3
ܘ
81
6
82 71 15
83
[8]l
83 74 7 6
86
99
100
[ui2]
37
38
327
6
33 $
34
6
35
6
ܪ 75
ܙ 28
ܘ1 87
39
ܘ ܘ ܘ ܘ
ܘ4
99
35 17
ܘ 16
36
421
3܀
ܘ1
437 3712
ܘܐ 44138
6
25: oܘ6
0175ܘ2
ܘ1 262
oܘ3
350
ofܘ4
ܘ ܘ35
ܘ1 37܀ ܘܘ5
ܘ 25;
ܘܐ 613 ܐܘܘܟ
ܘ
ܘܐ 781 ܐܘܘܕ
ܘ 875 |ܘܘܘ1
45 397
46
4741
ܘ
40
6
ܘ70 dܘ%
ܠܟ
ܘ
ܘ
49 | 42 12
59
43
ܘ 15
ܘܕ 962 ܘܘ11
ܘ
CheValue of n motino
8
4
5
The 3 5 148 12
6
5
10
52
of 5 is 45 13
3
2 14
. d.
2 is 1 16
O
sSe
.
1. 46.16
Va
[Value
being
49 10
12
4 51
O
9 18
o
14
62
13 lo
148
15.6
16
614
.
19 16
Price of the Pound, EN,Yard,
Ounce, or other thing, Gigbterat hullinss.
1. S. d7
6 6
(56 8
8
:17 4
6
9
8
58
4
59
53
boj: 54
10 16
61154 18
IL 140
625 16
631 56 14 0
57 I2
6c
58 10
17
6€
598
4
6 606
1917
68
18
6c 62 2
1818
63 о
22
71 63 18
23
20 14
72 64 16
24
2012
75
25
22 TO
72
8
27 24 60
76
688
(281 25 4
77
69 6 0
29
26
2
78704
27
75
31
8C
72 O
28 16. o
33 29 14 0
82 73 16
30 12 o
84
74 14
31- 10
75 12
36
8 76 19
37
33
86
38 34
90
81
39 352
100
90
(112) 100 16
41 36 18
200 180 o
42
30c 270 0
43
400 360 0
44
39 12
500 4500
45
40 JO
6oc 540 0
46 8
700 6300
6
720 o
43
gco 810
49
0
1000 soo
soo 0
50
45
11001 990 0 0
65314
66 12
67 10.
OOOOO
23
C
o
o
27 18
81
72 78
[84
32 8
Có lo
al
O
37 16
38 14
O
48
2
.
Value The Valueof
,
The d.
3. 2
Price of the Pound, Eli, ZaraOunce, or other thing, being
Tightcen Shillings wir ance.
1.
1.
IS 1 17
of 511 is 47
3
6
2 15 6
$2 48
3 14 0
53 49
4 1 2
6
54
49 19
SII
5
.3
2
O
6
5
مه ته به
6
(56)
51 16
8
o
9
6
9
7
8
8 6
9 5
3
6
58
6
12
2
61
0
6
34
15
12 19
17 17
63
6
58
16
14 16
6
1914
16 17
52 14 6
53 13 O
56 54. IL 6
60 55 10
568 6
62
5
7
5
6:
59 4
65
60
2
6
661657 )
67
6
68
62 18
O
69 63 16 6
O
71965 13
6
7266 12
73 63 10 6
74
68
6
18
67 19
17 IT
6
::.
20
18 10
6415
2
0
60
740
74 18
7
23 21105 6
24 224 O
23 6
Í
24 1;
6
(28 29:13
22 26016
30 .275
31
6
32 29.12
33go 10
34
9
32
36 37
6
37 34 4
6
38 37 3
oc
30 36 1 6
40 37 000
41 37 18
6
42
38 17
39 15
6
4440 14
82
831
70 6
6
78
72 13 0
79
6
73
801
O
81
6
O
6
84)
8 8 12 6
8 79110
83 5
ICO
(1121
121 103 12
2001 18
180
300 277 10
400 370
1500 4'2 10
foc 5550
700 627 10
foc 740 C
900 832 10
rcool (25
92 to
O O O O O
O
0
46
41 12
4.2 11
47 43 9
48
44
&
40 45 16
o
o
50465
110011017 o 0
The Price of the Pound, Ell,Yard,
:
TheValueof mono
17
3 16
***
7 12
O
O
9 10
9 o
12
13
O O O
0
0
19
66 10
21 17
70 67
72
Ounce, or other thing, being
Mintteen Shillings
1. 8. d. Value
L d.
fis 180 of 51 is 48 9
3
52 498
4
53 507
5 4 15
54 506
6
5 14
55 52 5
7 0 13 O (56] 53 4
8
57 54 3
9
8 II
581 55 2
IO
591 56 1
10 9
60
57 O o
8
611 57 19
12 7
58 18
13
6
631 59 17
15 14 5
64 60 16
16
15 4
65
61.15. o
17
16 3
661 62 14
18
17 2
671 63 13
18 1
68 64 12
19
O
69 65 11
23
19 19 O
20 18
68 8
24
22 16
73) 697
23 15
6
26
24 14
75 715
27 25 13 O
761 72 4
(28) 26 12
77 73 3:0
29 27 11
78 74
30
79
31
29 9
O
80 76 0
32
0
81
31 7
77 18
34 32 6 0
831 78 17
335
[84] 79 16
36
34 4 0
85
37 35 3
86
36
87
39 37
90 85 Jo
100 95
41
[1121 106 8
42
200 190 0
43 40 17
300 285
400 380
42 IS
500 475
46
43 14 0
44 13
700 665 0
45 12
800 760 "o
49 45 m
900855
50 47 10
1000) 950
Z
O O O O O
O O O O O
2
28 10
O co
75
30 8
76 19
82
ou AwN
80 15
82 13
0 0 0 0
38
38 19
如​什
​39 18
O
600 5700
O O
N
The Value ofemme
6
Ounce12
$2 13
6 5 17
.
19 I 19
O
53 0
50 14 0
4 3 18
Values
54 6
5
4 17 6
51 is 49 14 6
3
2 18 6
13
of 53 52 S. 1The Price of the Pound, Ell, Yard,
.
d3
55 II
6
8 15
IO
II
86
10 14
IT 14
12 13
ܘ ܘ ܘ
O
609
O
o
14 12
16 11
17 II
19 lo
67 5
9
, or other thing, being
Nineteen hillinga Sir Pence.
1. S. d.
51 53 7
6 16 6 [56] 54 12
8 7 16 0
57
9
6
581 56 ir
9 15 o
591 57 106
60 58 10 o
12
6) 59 9
6
13
6
62
14 13 13
63
61 8 6
6
15
64 62 8
16 15 12
651 637
76
6
66
64 7
18
671 65 66
18 10 6
19
68 6
691
6
21
6
70
68
5
21 9
71 69 4 6
22 8 6
72 70 40
24 / 23 8 o
73
6
741 72 3
26 25 7
6
26 6 6
76 74 2
[28] 27
6
72 75
6
29
28
5
78176 O
30 29 5
791 77
o 6
31
30 4.
4* 6
80 77
314
81
6
33 32 3
6
82
79 19
34 333
831 80 18 6
35 34 2 6
(8411 81 18
3635
85 82 17 G
6
86 83 17
38
37
87 84 16 6
39 38 0 6
90 87 15
97 10
41 39 19
6
(112) 1094
40 19
200 195
43
300 292 10
44 42 18
400 390
45 | 43 17 6 5001 487 10
46 44 17
47 | 45 16
700 682 10
48 | 46 16
800] 780
49 47 15
900 877 10
71 3
25 24
75 73
I
poole
0
78 19
.
0
37 36
1
0
1
39
O
0
O
41 18 6
O
O
600 5850
6
0
O
CO
48 15
o
975
(171)
The Uſe of the foregoing TALE.
T.
HE Table foregoing is ſo plain,
that it needs no Explanation; the
Epiitle to the Reader ſhews what is need-
ful relating thereto; and ſome Examples
of its Ufe take as follow, viz.
Example 1.] Admit you would know
what 47 Pounds, Ells, Yards, or Ounces,
&c. of any Commodity amounts to
at 7 s. 9 d. the Pound, Ell, &c. Look
firk for the Price of the Thing propoſed,
as here 7 s. 9 d. at the Top of the Ta-
ble; then cart your Eye downward, and
under the Words [ The Value of ) you
will find 47, right againſt which, to-
wards the right hand, you will find 18 7.
4.1 3.d. and ſo much is the true Value
of 47 Pounds, Ells, Yards, &c. of any
thing at 7 s. 9 d. per Pound, Ell, Yand,
&c.
73 Pounds,
Example 2.) Suppoſe it is required, to
find the Value, or amount of
Ells, Yards, Ounces, &c. of any Sort of
Goods, at is. Ind. 3 f. for each Unit:
or any other Number of Shillings
Pence, and Far hings, afligned for the
Pound, Ell, &c. Look firit for the
Price of the Thing propoſed, as here
1 s. 11 d. 3f. or 23 d. 3. f. at the Top
of the Table; then call your Eye down-
ward, as before directed, and under the
Words [The Value of ] you will find 731
right againſt which, towards the right
Hand, you will find 71. 48. 58.3f.
and ſo much is the true Value of the pro-
pored Quantity, at 23 d. 3f: per Pound,
EII, Yard, &c
Example 3:] Admit you would know
the Value of Tome Number of Pounas,
Ells, or any other thing, which cannot
be found at once in the Table ; as fup-
poſe you would know what 751 Ells
of Linnen, &c. amounts to at 7 s. 9 d.
Z 2
172 The Uſe of the foregoing Table.
per Ell: The Rule is, having found
( as before ) the Price of the Eīl at the
Top of the Table, you will find under
[The Value of ] 70%, right again which,
toward the right Hand, you have the
Value of 700 Ells,
1.
di
which is_271 5:0
And against 51 in that
>add
C:lumn, under 7 d. is 19:15:3)
So that the Value of
75 1 at 75. 9d. each is 291 : 0:3
Example 4 ] When it happeneth tha
the Value of your Goods or Merchan-
dize is not juſt expreſſed in the Table,
(which feldom miffes of finding it at
once) then in ſuch Cafe, you are to find
the Particulars of the given Price, in ſome
0:1e or more of the Tables ; which being
added together, the Sam will be the
An:ount fought.
As for Inſtance ; admit 987. Yards of
Parfan Silk ſhould coſt 3 s. 10 d. if. per
Yard: To know the Amount of the
whole. To effect which, look for the
greateſt Part of your given Price, for :
Yard, on the Top of the Table; which
is found (as neareſt to it) to be only 3 s.
and 9 d. then it follows,
Yds.
1.
s. d. f.
r goo at 3 s. 9 d. per Yard, is 168 : 15:0:0
Ditto 80
is 15
1: 6:3:9
Thengoo atsd. 1.fper Yd.is 4 : 13:9:9
Ditto 80
8:4:0
Ditto 7
is 0:8: 3
:
Ditto 7
is
That
is
The Sam for Anſwer, is 190 : 4:0:3
N. B. in like manner may be found
( by Addition only) the Value or A-
mount for any Quantity propoſed, at
be Price or Rate of any Number of
Pounds, Shillings, Pence, and Far-
things under a Pound, for an Unit
or any puricular thing given. But
uben
The Uſe of the foregoing Table. 173
Table is to find the Value of the Hun.
when it happeneth, that the Price of
an Unit of any Commodity, is any
Sum above 11. and under 21. tben
ibe Amount jought, may be readily
found, by the following Directions
in Example 16. which fee. a
Example 5.) Admit the Value of the
Unit of your Commodity or Merchan-
dize is not juft expreſſed in the Table ;
tho! I think there is ſcarce any thing
bought and fold, whoſe Value is not
therein) as ſuppoſe you would know
the Value of 56 Yards of Broad Cloth,
at izs. 5 d. the Yard: Look for 12 s.
the Price of the Pound, Ell, Yard,
Ource, or other thing, 1.
S.
d.
and againſt 56. you have--33: 12:0
And under d. and a.
The Sum of which for
Anſwer is
34:15
Example 6.) Admit you would find
the Value of 7 C. 3.9. 25.16. of any
Commodity at any Rate; as fuppole
at
7 5. od per Pound; here you will
find the Value of 1 Hundred, viz
112 lb. at 78. 9 d. to be-435-5
Which multiply by
And the Product is
303:10:0
The Value of 3 qrs. (or
84 lb. ) at 78. gde is
32:11:0
And the Value of the
25 lb. is (at that rate) S 9:13:9
The Sum for Anſwer is 346: 0:9
Example 7.] The farther Üle of this
dred Weight of any thing, by know-
ing the Price of the Pound. Thus, if
the Price of a Pound Weight is 75. 9 d.
that of the Hundred (againſt 112 lb.
and under 7s. 9 d.) will be found
432 8 s. ard ſo of any other. Cr
Where the Value of the Pound is low,
(as
gainless you have a }
The Super if which for}
Example 10.] Or if you deſire to know
174 The Uſe of the foregoing Table
(as 6 d. or leſs)-the Value of the Hun-
dred may be found by Memory, by this
ſhort Verie;
As mans Farthings as will buy a Pound,
So oft ( in th' Hundred Weight ) is Two
and Four Pence found.
Thus, if the Value of the Pound is 3 d.
Farthing, that is 13 Farthings, that of
the Hundred is 13 two Shillings, and
13 Groats, which is 30s. 4 d the Hun-
dred ; and the reaſon of this is becauſe
112 Farthings is 2 s. 4 d.
Example 8. ] By the foregoing Table
you may likewiſe find the Value of the
Pound ( to a Farthing) by knowing the
Value of the Hundred Weight : Thus,
if the Value of the Hundred is 16 s. 4.d.
Look for 16 :: 4 d. ( or a Number next
thereto) againſt 112 included thus in a
Parathefis [12] ; and caſting your Eye
to the Top of that Colump, you will
find the Price of the Pound, &c. to be
id. 3 Farthings.
Example 9 ] The farther Uſe of this
Table is to find how much of any Com-
modity at a Rate propoſed, any Sum of
Money will buy. Thus, if you would
know how many Yards of Muſlin of
63. 3 d. per Yard 25 l. will purchaſe :
Look at the Top of the Table for
6 s. 3d, and under that Rate look for
25 1. in the Column of Pounds, Shillings,
and Pence, and you have do in the Co-
lumn towards the left hand, under [ The
Value of ], and ſo many Yards will the
25 7. buy.
what any Sum will buy that is not juſt
mentioned in the Table; as ſuppoſe
you would know how many Ells of
Holland of 6 s. 3 d. per Ell 100 l. will
buy: Look under 6s. 3 d. for 100, as
did before for 251. and you
will
find againſt 931. 155. ( which is the
next Number leſs than the 100 l.) 300 ;
then
**)
je
VOU
The Uſe of the foregoing Table. 175
*
20
d.
Thewed hitherto, this Table will be
then deduct 937. 15 s. from 100, and
the Remainder is 6 l. 5 s. againſt which
(or the Number next lefs) you will
find in the Table under the Rate 6 s. 3d.
aforeſaid, 20; ſo that rool. I find will
buy Ells 320 at 6 s. 3 d. each ; and thus
may you find
any other to
1.
Ells.
or a Quarter of
93
15 will buy 300
a Unit
thereof.
5
See the Mar-
gin
320
This Table reduceth any Number
of Shillings, Pence, or Farthings into
Pounds, which is very uſeful to all
Perſons, eſpecially ſuch as underſtand nat
Diviſion.
Example 11.) To reduce Farthings into
Pounds.
In 75643 Farthings, how many
Pounds Sterling ; Under 1 Farthing.
1.
Againſt 70000 is -72 : 18:4
5000
4 :
600
O: 12 : 6
43
0:10
75643 78 : 15: 10$
Example 12.] To reduce Pence into
Pounds.
In 3 1839 Pence, how many Pounds ?
Under i d. againſt 30000 is 125 : 0:0
4 :3
: 3:4
800 -
6 : 8
39
3 : 3
Anſwer 31839-132:13:3
Example 13.] To reduce Shillings into
Pounds.
Look for your Number of Shillings
given to be reduced, under the Price
One Shilling ) and right againſt the
Shillings given, you have the Anfwer in
Pounds, as before. This needs no Ex-
ample,
Example 14.) From what hath been
found
1000
3
1
tians, viz.
176 The Uſe of the foregoing Table.
found very uſeful for the ſpeedy work-
ing Queſtions in Barter: As it a Mer-
chant hath Cotton Wool, 8C. 39: 27 16.
at 13 d. per Pound, which he is willing
to barter with a Linnen-Draper for Ful-
at 143, each End,
white Jeans of 16 s. per End, and Barmil-
lians ar 18 s. per End: How many Ends
of Fuſtian muſt the Draper give the Mer-
chant for his Cotton Wool? Anſwer, 24
Ends of each Sort, and I s. 10 d. in
Money. See the Work,
At 13. d. the Pound C. (or 112 lb. )
1
d.
is worth 6: 8:
Multiply
8
TheValue of
: :6: 8
8 C, is -
3 Quarters 4 : 16 : 3
; 10: 111
So the Cot-
ton Wool
57 : 13 : 101
of}s:
27 lb, is
is worth-
.
Now if the ſeveral Prices of the Fuſtians
are added together, the Sum is 48 s. of
which is 16 s. under which Price, and
againſt 571. 12 s. (which is the next
Number to 57 l. 13$. 10 d.) you have
72, of which is 24 ; which ſhews that
the Draper muft give the Merchant 24
Ends of each Sort of Fuftians for his Cot-
ton Wool.
Example 15 ) Thiş Table is alſo uſeful
in working Queſtions in Lofs and Gain :
As if a Merchant buyeth 849 Bundles of
Yarn at 6 s. 9 d. per Bundle, and ſells the
fame again at 96. 6 d. per Bundle, what
does he gain thereby ?
The Difference in the Prices is 25. 9 d.
and 849 times two Shillings and pine
Pence by the Table is u167. 13 s. 9 d.
for Anſwer.
1.
d.
For 800 under 2 s. 9 d. is 110: 0:0
49
* is 6: 14:9
Sum 849 Anſwer 116:14:9
Example
The Uſe of the foregoing Table. 177
at 345.
6 d per
be}
Examp. 16.] When the Price of the
Unit of any Commodity is any Sum
above 1 l. and under 2 Z. the Value is
found by the Table. Thus, if you would
find the Value of 84 died Jeans, &c.
End.
. d.
For the il, put down 84:
Then look for 14 s. 6 d.
at the Top of the Table,
60 : 18:0
and againſt 84 you will
find
The Sum of which is the
Anſwer.
144: 18:0
Examp. 17:] I. When it happeneth,
that the Price of a Unit of any Com-
modity, conſiſts of any Number of
Pounds, Shillings, Pence and Farthings
ſuperior to 2 1. then, in ſuch Caſe, the
Value or Integral Part of any Number
of Units of ſuch Price, may be beſt
found by the Table of Univerſal Uſe, in
Sect. 4. and Chap. II. which ſee,
II. The Amount fought for the Inte-
gral Part of the given Price, being found
(in Pounds) as above ; you are next to
find it for the odd Shillings, Pence, and
Farthings in the given Price; according
to the Method preſcribed in Chap. I. and
.,,R.;:.
Examp. 4.
ibap
. I, and
See the Work
2. Admit a Merchant receives 97 Tun
of Goods, at 291. 175.;d. i f. per Tun;
to know the Purchaſe of the Whole?
Anſw. 2897 1 11 s. ş d. if.
Tun
s. d. f.
(1.Tab 2.97 mul. by 29 Prod. 2813 : 00:0
2. Tab. 1. go Tun 175. per Tun,is76 : 10:0:0
Ditto 7 Tun 175. per Tun,is 5:19:0:0
3dly. 90 Tun 5d. if pTun,is 1:19:4: I
(Ditto 7 Tun 5d. if pTun, is o: 3:0:
The Sum for Anſwer, is 2897:11: 5:1
N. B, Tbe Reader may here obſerve, that
the foregoing Table of Merchandize, is
Jo augmented and illuflrated by the 17th
Example above; that there can be no-
thing relating to buying and ſelling but
wbet is comprebended in the jame, and
may be readily found by ſome of the
preceding Directious,
A a
The
The Length or Valur
The Length or Value
of any thing being
of any thing being
[3]
things vates.
The uredu, ur,
Products,
things valaed,
Toe prcdtii
Products.
Produets.
things valued.)
The breuth, or
Products.
102
52 104
things valoe..
The breath, or monono a
531 106
41 108
24
10
52 153
9 52156
12
53 159
IS
54) 162
18
551165
21
$6f 168
57 171
271581114
30 19:177
331 60l 180
36
61 183
39
621 185
42 63 189
45
64. 192
48
661198
541
671 201
57
68 204
60
69 207
63
66 711213
13
IZ
13
17
15
16
17
181
19
20
64/128
651 195
661 132
រ
70 210
go
72 216
73 219
22
23
14
25
26
27
72
75
78
81
741 222
751 225
S
6
I 2
531 110
14
56 112
571 114
18
9
58), 116
To
20 59
22
II
6C 120
24
61 122
13
26
621 124
28
14
631 126
30
16 32
65 ijo
17
34
301671 134
19
OM 681 136
20
401691 138
2)
42 70 140
22
44
73 142
23
72 144
24
40 731 146
25
so 741 148
26
75 Igo
27
54 76 152
28
56 771 154
581 781 156
60
30
79 158
62 8ol 160
31
641
811 162
32
66 82 164
33
68 831 166
34
70 841 168
35
36
72
37
74
76/87
174
39
78
40
8c 89!
178
82
41
go
180
182
841 91
42
43
86
921
18+
88193) 186
90
46 92 951 190
941
48
961971 194
491 981 981 196
28 84
26 228
771 231
29
87
78 234
29
3090
791 237
31
93
801 240
81243
82 246
83 249
841 252
851 255
861 258
851 170
86 172
3296
33199
341 102
351 105
36 108
371 III
381 114
391 117)
401 120
41 123
425 126
43) 129
381 76
881 176
I
871 261
88] 264
89 267
901 270
91273
92| 276
441 132 93 279
451 135 94
282
46 138
471 141
481 144
97291
491 147
941 388
........... 1.........
95 285
96 288
96 192
98 294
50icof 99) 198
50 iso 99 297
The Length or Value
The Length or Value
of any thing being
of any thing being
[3]
[41
things valveda
The bredth, or +
Products,
things valued
The bredth, or
Produits
chings valued.
rbe bredth, or an emerything in lo
Tags valued.
The bredth, or
Products.
Products, man
50 204
10
12!
20!
24!
52208
53 212
54 216
551 220
28
56 224
57 228
36
58232
581 290
236
12
11
12
60 300
6 al 30s
60
61
€2
63
48
57
56
13
14
60
64
68
64 ago
651 260
66 264
67 268
18
19
76
631 310
681 272
so! 691 276
20
21
110
23 92!
104
ti 84 20 180
88
71 284
72 88
241 96
73 292
231 100
74 296
99 300
271 108
76 304
28 112
77 308
29/ 116
78312
30 120
1 124
28
$1255
15
52/ 260
53) 26;
251 54 270
6 301 55 275
35156289
57285
4
50 591 295
35
305
651 62 310
+
701 63315
75') 64 320
16
80'ſ 65 325
8566 330
18 9067) 335
95
10069 345
105 70 359
7355
23 115 72 360
731 365
351 125 | 74 370
130 75 375
135 76 389
40 77385
45 78390
30 350 79 395
354 155 80 400
160 811 405
33 165 82 416
34 170 83 415
351 175 | 84 420
36
ilo 85 425
37/ 185 86, 430
38 190 871 435
88 440
89 445
sos i go 450
91 455
215
92 460
93' 46
025 94' 470
Jo 95; 475
335 96 480
240
245 g8 490
50 2501 99 495
791 326
80 310
811 324
82 328
32 828
33/ 132
394 136
51 140
36] 144
37
148
831 332
841 326
851 340
344
871 348
$8) 352
5 356
381 152
39
39) 195
156
160
164
168
47| 16.
360
94 364
43) 172
94 368
47 475
93) 372
467 184
941 376
95/ 380
96 384
49/ 196
97 388
981 392
45
180
188
431 192
行程​特
​971 485
sol 2001 995 396
A 2
The Length
The
or Value
2
w Wuc
of any thing being
161
of any th no ien
(71
chiars valiis 1.1
Chie biedingurant
Produits
cuing valued
The nredil, un
Products
hugs valued.
Tac bruit, i'
Products,
chinys valuun
The dredi, org
Products.
357
2
14
3 21
28
5 35
6
42
7 49
8
56
9 63
10
70
51
52 364
53 371
541 378
55 385
56392
57 399
58 406
591 413
60
6
12
420
427
434
13
62
631 441
641 448
17
84
13 91
141 98
151 105
16 11 2
171 119
18 126
191 133
20 140
2147
22 154
65 455
66
462
67
681 476
60 483
231 26)
241 168
12
sol 306
18
52] 312
4 24
53 318
s 30
54 324
6
36
531 330
7
42
56 336
48
571 34
9 54 581 348
60
591 354
66
6o
72 611 366
78 621 372
84
63 378
15 90 641 384
16 90
651 390
IO2
66 39
181 ics
671 402
19 114
68 408
20 120
691 414
21
126
201 410
22 132
71 426
23.138
72 432
241 144
73
:38
as 150
741 444
26 156
751 450
27
162
761 450
28 168
29) 174
781 468
30
180
79) 474
31
186
80 400
321 192 811 486
82 492
83 498
841 504)
85 510
86 516
871 522
39234
88 528
40 240
89) 534
411 246
90 540
42 252
91 546
92 552
93 558
471 270
941 564
401 276)
951 570
47
Sol 576
48288
971 582
491 294 98 588
251 175
261 182
27) 189
7- 496
711 497
721 504
731 511
741 518
751 525
761 532
771 539
781 546
791 553
80 560
811 567
821 37
771 462
28 195
د ا;&
0)
33) 198
3+ 204
35/ 210
36/ 216
371 222
30 228
29 203
30 210
31217
32 224
33 231
34 238
351 2:45
361 252
37 ?59
38 266
39| 273
40 280
41 287
421 294
431 30
44308
451 315
46.322
471 325
48 336
491 343
84 583
851 595
861 602
871 609
881 616
89 623
43 2:
44 264
90 630
911 637
92 644
93 651
94/ 6,8
95 665
96 672
97 679
98 686
50 0 3001 99 5941
99/ 693
501 350
ulit Length or Value
The Lenzen ur Value
of any thing being
581
of any lg being
[97
47
Products
things valued.!
The bredth, on
Pioducts.
Produits.
Products.
s valued. 1
ithe breilti,oramio Noo
The bredili, or hoe om
16
ings value:I.
The bredth, or amonu
18
27
51 459
521 468
32
531 477
45
54
5+ 486
48
51 408
52 456
53 42
54 432
551 440
56 448
571 456
58 464
59 472
60 480
56
7
3
24
4
5 40
6
7
8 64
9
IO 80
88
12
96
13) 104
14 112
151 120
161 128
17 136
72
55 495
561 504
571 513
58 522
59 531
72
81
90
99
108
9
IC
I 2
60 540
61 549
62 558
13) 117
611 488
62 496
631 504
64 512
651 520
66 528
67 536
681 544
691552
14
126
1133
161 144
17 155
18) 162
63 567
641 576
651 585
661 594
181 141
19 171
67 603
68 612
691]
7
20
180
211 139
22 19
630
207
711 639
72 64.8
657
74 666
2! 224
32 288
341 30€
19 152
201 160
21 168
70 560
22 176
711 568
23 184
72 516
241 192
73 584
24 200
71.592
261 208
70 600
271 216
76608
77
616
29 232 78 624
30 240
79) 632
371 248 80 640
32 256 81 648
33 264
82 650
34 272
831 664
351 280
84. 672
36 288
851 686
37 296 861 688
871 699
39 312
401 320
401 328 90720
42 336
911 728
43 344
92 736
441 352
93 744
451 360
941 752
461 368
471 376
96 768
481 384
4.91 392
981 784
50 400
991.792
241 216
73
25 223
25 234
75 675
27 243
76 684
231 252
77 693
29
261
781 702
30 270
79 711
31 279
80 720
811 729
331 297
821 738
83 747
33 319|| 84 756
36 324
851 765
371 333
38 342 87 783
39| 351
44 360 89 801
41 369) 90
42 378
gor 819
4? 387
441 396
93. 8:37
4! 4051 94 846
4F 414
47 423 96
96. 864
48432
97 873
491 441 98 882
501450 99 891
861 774
381 304
881 792
88 704
891 712
810
92 828
951 760
855
971 776
I
The Length or Value
The Length or Value
of any thing being
(11
of any thing being
(12)
things valus
the bredth St
Pro lucts,
things value
'roducts. ******
things valued.
The bredth,
Products
ljo
22
612
things valued.
Products.
The uredtb, or | mano na
a
33
36
$2) 624
$3 636
54 648
6bo
$6 672
$7684
58) 696
591 708
13/ 156
168 163
19 228
71 781
72 79
731 807
741 814
241 288
73876
825
51 561
24
51
52) 572
53) 583
55
54) 594
60
66
55 00,
72
77
55
56 616)
8
88
57 627
81 96
9
99
58 638
9
103
JO JIO
59649
120
121
60 660)
11 13
60) 720
12 132 614 671 12 144 1 61 732
134 143) 62682
5662
62 744
141 154
631 093
15 16
63 756
641 704 18064758
151 176 631715 16 192|63|780
17 187
661 726 2041 | 66. 792
181 198
671 737
18216
6-1807
19) 209
581 748
68 816
2 220
691 7-9
20240|| 69 828
231
701 770
21 2521 70 840
32242
22 2641 | 24 852
23 2:3
231 276
72
864
2+ 204
2.27
251 300
34 436
74)
888
26 312
297
750 900
271 3241
3241 176) 912
28] 308
28) 396
771 924
29319
29 348
78) 936
30 330
869
30 360
31 341
880
31 372|| 80 960
32 352
81 897 321 384! 81 972
33 363
82 902
33) 396
821 984
341 374
831 913
831 996
351 385
841 924
35| 420 ; 84 1008
368 396
851 93 36 432
432|85|tozo
371 4071 | 86] 946 17444|| 86 1032
381 4181 | 871 957 381 456|87|1044
391 429 88) 968)
39| 468|| 88 tos6
401 449 | 891 979 49 484 | 89/1068
451
90 990
492||9g1080
91 loon
42 504|| 91 to92
47392||012
431 516 92 1104
93 4023
451 4956
94/1034
451 540
46 506
9511045
46 552
47] 51711 96 1050
95|1146
47 564|| 96 1152
485281
97
1067 48 576 | 97 1164
491 539 | 98 1078 49 5881 | 981176
76 836
771 84-
78858
79) 8og
801880
79 948
341 408
42 462
8493
451 528
93 016
94'1128
sel 550 1 99|10891 50 bod | oplor68
The Length or Value
The Length or Valve
of any thing being
of any thing being
(14)
things valued.
Products.
Ithings valued.)
The bredth, ori Nm
Products.
things valued.
Produ&s.
things valued.)
Products.
Thebredth,
or ano No
25
39
57 663
52 676
53 689
56 728
59 767
59 826
23/ 322.
72 1008
651 54 702
6 7811 55 715
91
81 104
104|| 57 741
91 117|| 58 754
IO 130
IT 143|| 60 780
121 156|| 61/ 793
13 169|| 62 806
141 182
631 819
15 196 641 838
16/ 208|| 65 845
171 221 66 858
18] 234 67871
19 247 68 884
20 260 698
69 897
31273 701 910
221 2861 711 923
23] 299|72|936
*41 312 | 73 949
25 325|| 74 962
2633811751975
27 35+|| 76) 988
28] 364||77|1001
29/ 377|| 78|1014
30 390|| 79 1027
31.403
80 1040
32 416|| 811053
33/ 429|| 82 1066
341 442||83|1079
351 455|| 84 1092
361 468|| 851103
371 481 86 1118
381 494|| 871131
391 $071 887144
401 520|| 89 1157
411 533|| 9011170
42) 546|| 91 1182
43 559|| 92/1196
44) 572|| 93|1209
451 585|| 94 1222
46598|| 95|1235
47
611|| 961248
48 624|| 97 1261
49 637|| 981274
50 650|| 99|1287
28
51714
42 521 728
5653 742
70 54 756
84' 55 770
98 | 56 784
II2 571 798
9 126 58 812
10 140
1 154' 60' 840
12 168 | 61 854
13) 182 621 868
196 | 63 882
Il 210 | 641 896
16 224 | 651 910
17 238 66 924
181 252 671 938
19 266 68 952
to 230 | 69 966
21 294 70 980
71 994
14 336, 73 1022
25 350 74 1036
26 364 | 75 10go
27 378 76 1064
28] 392 | 77 1078
29| 406.) 78 1092
30 420 | 79 1106
31 434 80 L120
32 448811134
82/1148
83 4162
35| 490'| 840176
85mgo
371 518 861204
38] 532|| 87|1218
39 546|88|1232
40 560 89|1246
41 574 | 99 1260
911274
43 60292 1288
616
93 1302
45| 630|| 941316
46 644|| 95|1334
471 658|| 96 1344
48) 672|| 97 1358
49) 686|| 9811372
so' 7001 99 1386
33 462
341 476
36 504
421 588
The Length or Value
|The Length or Value
of any thing being
[15]
of any thing being
(16)
hinos valned. I
Products.
znings valued.)
The bredth, or] mano
Products.
things valued.
The breath, or al mio Noo
things valuert.
The bredth,orios
32
816
3 48
SI
52) 832
531 848
54 864
55 880
571 855
4
64
80
96
112 | 56 896
8. 128
1281 57 912
9 144
58 928
59 944
ID 1761 60 960
12. 192
61 976
59 885
30 51 765
3
4511 32 789
601 531 795
5
7511 54 819
61 90|| 551 825
105|| 56 840
8 1201
135|| $8) 870
10 150
11| 165|| 60 900
180
195|| 62 930
210|631 945
151 225|| 64 960
16240|| 65.975
17/ 255 661 990
18 270167|1005
19 285|| 68|1020
201 300 69 1035
Io 160
611 915
12
13
13 208
62 992
14
64 1024
21 315
22 330
70 1050
711065
72'080
23 368
23/ 3451
24 360|
30 480
345
73 1095
25| 375|| 74
ITIO
261 390
75/"125
271 405) 76 1140
28) 420|| 77 1155
29 435|| 78/1170
30 45°|| 79 1185
31
465|| 84 1200
32 480|| 81 1215
33
495|| 82 1230
34 83|1245
35
+36 540|| 85|1273
371 55514 86 1200
38] 579|| 8711305
39
585|| 88;1320
600
40 89,1335
615
14 224 63 1008
154 240
16 256|| 65 1049
27 272
66 1056
18 288
67 1072
19. 304
68 1088
20 320 69|1104
21 336
70, 1120
22 352 711136
72 1152
24384|1 73 1168
25/ 400 74 1184
26 416||75 1200
271 432 76 1216
28. 448
771232
29,
464
78,1248
79 1264
31 496|| 80 1280
32 512 81'1296
33 528|| 82 : 312
34) 544' | 83'1328
351-560|| 84 1344
36] 5,6|| 85'1360
37] 592|| 86 1376
38 608|| 87.1392
39 624|| 83 1408
40 640189 1424
41 6561 | 901440
42 672|1 911456
43
688
92;1472
44 704|| 93 1488
45| 720|| 94 1504
46| 736|| 95|1520
47; 752|| 96 1536
9711552
98|1568
SIC
525|| 84
84|1260
630
42
90'330
9111365
92/1380
93|1395
645
43
660
*45
67,5|| 94.1410
46] 690|| 95.1425
471 705|| 96'1440
48| 720|| 97 1455
491 735|| 98 1470
48/ 768
491 784
So 750|| 99 1485
50800
9911584
The Len th or Value
The Length or Value
Pro
of any thing being
(17)
of any thing being
| 18 |
nings vaiucd.
The bredth, of
things valnou.
Thc bredien, or
Products. J
Ithings vaided: 1
The bredth, or a mi
Products.
nings valued. in
Chcareda, ori
Products.
2
...
6 102
8 144
*
581044
34 51 867
52 88+
53 901
8511 5+ 918
551 935
7
55952
8 136571969
58986
10 17
59103
60120
511237
62105417
6|1974
255| 64,1080
IS! 272|6j|ios
66|1 1 2 2
67|1139
19 3.36811361
201 340W 600173
11
357||_701119
37 +11 201207
18 CG
ور
721224
73|1241
36
51 918
31 54 52) 936
531 954
5 soli 5+ 972
6 108
55 990
S61003
$710 26
9
162
59 1062
198 60'1080
216161109
13 23+621116
14, 252 631134
15 2701 64 1152
16 288651170
17 305 | 66 1188
18 32467 1206
19 3:12 | 68 1224
300|| 691242
11 378 179 1260
22 39611 71.1278
23 41+1 731299
24. 432|73|1314
po 450|| 74,133
26 468
468|75, 1350
27 486761368
28 5041 77 1386
29 523781404
30, 541 79'1422
30 558 80 1449
32' 576 81 1438
33 594 82 1476
34 612 83 1494
35 630 841512
36 648, 891550
37 666 86;1578
38 684 | 87 1966
39 70211 880584
40 720|| 89'16C2
41. 7:8|90|1620
42 756|| 9111638
43 774 | 9216;5||
44 792 19.1674
94 1692
951710
471 846.96 1728
28| 864 | 97.174
49 882 98 1764
so sop 99 1782
281 476
29 493
zom
30
32/ 54+
4+2 || 75:27;
459 73,1292
77'309
493|| 781326
791343
5271 801360
54+1 801377
82 1394
573 831401
351 595|| 841428
361 0128;1445
37
629). 861462
6.10 87,4479
301 653: 88149
68
8911513
411 697| 901'53°
42/ 7141, 9114547
431 73
33 Soi
38
924,64
93.581
451 810
46 828
451 795|| 9411593
45 78-||
951615
47. 799||
9611632
431 Sac
97,1642
49 8,5|| 98 1656
Sol 8501 95016231
Ithings vahel
The predt:, or me
Products
hings valned.
The brein, oro
Products. .
Ithings valued.
The bredth, or amo
Products.lt
things valued.
The bredth or
Products.
53 1060
54 1080
55 1100
8 160
10 200
59 1180
60 1140
28|61|115
12/ 228
17 240
266||63|1197
16, 320
36/ 684||85|1615|
The Length or Valaej fl'he Length or Value
of any thing being of any thing being
(19)
[20]
38|| 50 969 2
SI 1020
57 52 988
3 60 $2 1040
76|| 53 1007
4
95|| 54.1026
5 100
114| 551045
6
133|| 56*1064 Z 140 36 1120
152
571083
57 1140
70 58 1102 9 1801 58 1160
TO 190
59,1121
ID 209
60/1200
6111 220
13! 247||62|1178 13' 260 | 6211240
14 280|63|1260
156 285|| 641215
15
16 3044 65|1235
300|64|1280
320|| 65|1300
17 323|| 661254 17. 340|| 66 r3 20
18. 342 67 1273 18 360|| 6711340
19 361|| 681292 19 380||68|1965
20 380|| 69|13111 20 400|| 69 1380
211 5894701330
420|| 70 1400
7111349 22 440|1 79114203
23| 432|| 72 1368 23 460|1 72 1440
24 456
24 480||73|1465
25 475|| 74
25l sool 7411480.
26 494
-94|1 75
75/1425
26] 520|| 751'500
27 513|| 76 14
27 549|| 761520.
77 1463
28 $60|77|1540
298 559|| 78 1482 29] 58o|:| 78.560
30 600 | 79.1580
31 589 | 80 1520
311 620 | 8o 1600
32 608|| 811539
32) 640|| 811620
33 627|| 82|1558 650|| 82 5640
34 64683|1577 34 680|83.1660
351 665|| 84 1596
351 700 | 84 1680
36] 720 | 85. 1700
37| 703|| 86|1634
37 740|| 861720
38| 722||87|1653 38 760|| 87'1740
391 741|| 8816721 391 780|| 88 1760
40 760||8g|1691 401 800|| B9 1780
41| 779|| 90 1710 41 820|| 90 1800
42] 798|| 9111729
42 840| br, 1820
431 860|| 92'1840
44
880
93
1860
855) 9411786
451900 | 94 1880
46 920|| 95 1900
96 1824
411 940|| 96 1929
+$1 912|| 97 183 481 960|| 971940
o'93
93 || 98,1862 49| 980|| 98 1960
22' 418||
731387
74/1406
281 53211 77
30 570
291 usor
33 660
817
836
92/1748
93 767
874
893
951 803
1o
950|| 99 1881
50/1000 | 99 1980
The Length or Value, The Length or Value,
of any thing being
of any thing being
[211
[22]
Products.
things valued in
Products.
The bredth, or
things valued.
The bredth,or amino
things valued.)
The bredth, or a on
Products.
things valued
The bredth, or
Produts.
4411 st1122
60|| 521144
8811 531166
4
LID
54/1r88
22 462
241 528
42 51 1071
6311 521092
841 53 1113
51 105
54|1134
6 126
551155
147
561176
81 168
57 1197
9 189|| 58 1218
101 110
59 1239
11 231 6011260
12 252 6011281
13) 273 62 1302
141 294 | 63*323
151 315|| 64/1344
16 336 | 65 1365
32 357|| 66 1386
181 378|| 67 1407
191 399|| 031428
201 420 | 69|1449|
211441
7014701
71 1491
23) 433 72 1512
241 $94,1 731533
25 525|| 74 1554
26) 516
751575
27/ 567|| 76 1596
28) 588|| 77 1617
29| 609|| 781638
791659
80/1680
32 672|| 811701
33) 693|| 82 1732
34/ 7141|83|1743
351 735 84 1764
361 756|| 8511785
37| 777|| 86/1806
381 798 87 1827
88 1848
40 840|| 89 1869
90 1890
911911
43! 903
92 1932
44 924 93/1953
45 943|| 94|1974
46. 966 95|1995
47/ 987|| 96,2016
48]rood
97 2037
49|1029
98 2058
so (1050
99 2079
6 132
132 551210
15411561237
81 176|| 57 1254
1981 581276
10
220||59|1298
1 242|*60*320
2) 2641611347
13
286|| 62 1364
141 308) 63 1386
151 330|| 64/1408
16 352|| 651439
171 374|| 66 1452
18396|| 67 1474
191 418|| 63 1496
20 440|| 6911518
211 462|1 701540
22| 484|1 71/1962
23 506 | 72|1584
73|1606
25 550 74 1628
26 572|| 751650
27/ 594|| 76,1672
281 616) 771694
29638||78|1716
30
660
79/1738
31
682|| 80|1760
32704|| 81 1782
331 726|| 82 1804
34 748183 1826
84 1848
36 792|185 1870
86 1892
38] 836
87 1914
39 858|| 88 1936
8801|89 1958
41 | 902
9o 1980
421 92411 91 2001
43) 946
92 2024
441 9687| 93 2046
4$ 990
94.2068
4611012 | 95 2090
47. 1034 96 2112
48 1056
972134
982156
So H100
99 2178
30 630
31/ 651
351 770
37/ 814)
39| 819
40
41 861
4.2 882
49'1078
B b 2
The Length ur Valueſ
The Length or Value
of any thing bein
(23)
of any thing being
[24]
Products,
Products,
Cae predu, o 1MMT
Produs
Produes. No
i ne vidine u
2
46
48
3
51 (224
52|1248
53,1272
54 1296
S511320
5/ 115
1 2011
1441
161
168
56 1344
9
216
Iof 240
23150
552
576
511173
3 691152 1196
4 92 531219
54/1242
6 138591255
561283
8 1841 5711311
91 207
58 1334
10 23°591357
11 25361380
12 276 | 61 1403
13 299
211426
3,2||63|1449
11 345 | 641472
16 368||65|1495
171391
66|1518
18 4141 6711541
19| 437 | 6811564
20 460 | 69|1537
21|48 701010
22 506|| 7! 1633
23 529 1721656
24] 552|| 73 1679
251 575|74|1702
201 598|73|1725
76|1748
281 644
644||77|1771
29 667| | 78 1794
30 690|| 79|1817
31 743
80|1840
Si|1863
331 759
8211886
83l1909
84 1939
851955
371 851) 86 1978
381 874): 37.2001
83 2024
4930
89/2017
411 943)
90 2070
9601912093
47 989922116
44|1012 | 93 2139
41103
461105
96.1208
48|110
6712331
4911227
98;2254
8) 192
$7 1368
5810392
5911416
264.60 1440
2836111464
13] 31262 1488
11 3361 | 63 1512
15 360 | 641536
16) 38465|1560
408 | 66 1584
1833 167 168
19 450 08 1632
20 4806911636
701680
711704
72 1728
731'752
600
74 1776
6241751800
27
64|176 1824
281 672 || 77 $4.8
29 696.1 78.1872
79 1896
80 1920
81|1944
82 1968
34
83|1992
35
840
8212016
36 $64.8512-44
8881
8612064
381 912187 2088
39] 936 892112
40 960 89 2130
401 984 90 2160
9112184
92 2208
92:272
27
2 | 621
3072
30 7441
32) 768
33 792
3?) 736
34/ 782)
351 Sos
381 828
371
35 897
42 gbo
42|1008
寧
​410s6
4 flošo
94.216.
| 952185
9414246
95112280
47/1.8
47 1128
46|1104
9412304
48|n52
812352
9712328
4911176
501140 992277
50 12001 1992376
The wength or Values
The Length or Value
of any thing being
of any ting being
| 26]
[35
things valued.
The dredth, or,
Pro lucts,
things valued
The bredth, o
Products
ishings valued.
Products.
The bredth or a mo
t. ngs valued.)
Products
2
125)
1301
5$ 1404
1751
571482
9] 225
60 1500
611525
62 1550
64,1600
70118zo
23 575)
241 600
72, 1800
73-182
50 ST1275
52 511326
75 52 1300
3 78
52 1352
IOO
531325 41 104 537378
54.1350 $
150 551375 6 156
55.1430
561400
182
56 1456
81200
57 1425
8 203
581450
91 2341 | 581508
10 250
59 1475
Ic260)
59'534
I 273
1 2 36
601560
12 300
I2 312 611586
13 325
13 338
62/1612
12350 63 1575 14 30+ 163 1633
15 390 64,166 +
16) 400 65 1625 16 416 651690
171 475
661650
171 4+2 651716
18 450671675 18 468 67 1742
19 475
6817001
| 191 4941 -681758
20500 69 1725 20 $2069 1794
70 17,0 211 546
24 5591: 711273 | 22 573741845
23 5981 | 72 1872
24 624 1 231898
25 6251 741850 25 650 74 1924
2565075187) 26 67617511959
27 675
76 1900
27 702 761976
281 700
77,92
28) 723
291 725
78.1959 29 754 78;2928
301 750 79 1975)
397301 79 2054
30 775
80 2000 391 806 80 2080
81 2025
12 8321 812 106
82 2050
858 822132
3+1 850 83 207 34 884, 832158
35 875|| 84,2 100
351 910 8412184
361 905 | 85,2 125 | 36936 84122 10
37925 | 86,2159 | 371 962|| 862236
38 950 | 87.2175. 1 : 988|| 8-2262
391 973
882200
3910!4|| 88 2238
892225 40110.10 892314
4711025 9012250
9023.10
42|1050 | 912275) 421092 | 902366
+3|1075|| 9223001
431 11.
922312
932325 4511141 932418
4 1125
94,2350
4 07 || 4412444
46150
95-371 461196
4611196) 992470
471175 9612400
48|1200 9712425 4312.18
491225! 9812450 4911274
98-5-18
Su|1250, 99 247 | 50430: 99,2574
77/2002
32 800
33 825
3
40 1000
4 1 1066
** 100
47/122
9512496
972522
Products 1
things valued
The bredth,
Produ ts.
The bredth, or
Products,
things valued
T'he breyta mno oo
84
4) 108
112
$ 135
61 168
But
234
16] 432
22 6 o
The Length or Value The Length or Value
of any thing being of any thing being
[27]
(28)
54
S11377
$6
$11428
3
81
521401
3
521456
$31431
53/1484
54,1458
5 140
5411512
61 162
55 14.85
5511540
18
561512
7
1961 561568
8] 216
57 1539
57 1596
9 243
5911866
252 581624
10 270
591593
59|1652
197
60 1620
u 308
60 1680
12 324
61 1647 12 3366111708
13) 351
62 1674 13] 364 | 62 1736
141 378 631701 141 392 | 63|1764
51 405 64 728
151 4201 | 6411792
65075 161 448|65|1820
17459
66/1782 171 470, 66/1848
18] 486 67bog 18 504|67|1876
191 513 68183
191 532 681904
20540
69 1863
2016 ||691932
21 567
23 5881|70|1969
22 594
711988
72 1944 23/ 645|72/2016
24 648
672
732044
2 675
74|1998
251 700 7412072
752025
26| 728|| 752109
271 729 762052 277561 262 128
28] 736
77/2079
28] 784|| 772156
29 783 78/2106
291 812 78 2184
79|2133
792212
301 837 802160
301 868|| 802240
8:|2187 321 896|81|2268
82/2219
33 924|| 82 2296
831224 34| 952|| 832324
351 945 84/2268
351 980|| 84/2352
36972 852295 36 1908|| 852380
371 999
37|1036|| 862438
87/23 49 38|1064|| 87 2436
36/1053
88|2376 39|1092|88|2464
89|2403 40 120|| 892492
411107 go 2430
41|11481 90 2520
421134 91/2497 42 1761 912548
9212434 43|12041 922576
9312511
44|1232 932604
45/1215 94/2538
461242
1611238] 95'2660
96/2592 47|13761 96 2688
48|1296
48|13441 972716
49|1323 98/2642 4911372 982744
70 1890
23) 62;
2
26 702
301 810
30/ 840
31
32] 864
33| 891
34/ 918
86/2321
38|1026
40 1080
43116i
44 083
45/1260
942632
95|2565
47|1269
972619
sof1350|| 99|2673
5014901 99 2772
things valued
Products.com
things valued.
Products.len
things valued.
The bredth, or a m
Products.
things valued
The bredth, or
Produas
. la
4 116
670
The Length or Value The Length or Value
of any thing being of any thing being
[29]
[30]
58|| 511479
60 511530
3
87
521508
3 90 52'1560
53 1537
41 120|| 53 1590
5 145|541566 5 150|| 54 3620
6 17411 55 1595
7 203|| 56 1624 7 210 56 1680
81 232 57.1653 8240| 57 1713
9) 261
58 1682
9 270 58 1749
IO 290|| 59 1711 10 3001 59 1770
11 3191 60 1740 1 330 | 60 1800
12) 348|| 61 1769 12 360 61 1839
13] 37762 1798
131 390 62 1860
14 406 63 1827 14 420 63'1890
15435|| 64 1856 151 450 | 64 1920
16464|| 65 1885
16 480 65'1950
171 493|| 66 1914 17 510 66 1980
18 522)671943 18540 67 2010
19 551|| 68-1972 191 570 68 2040
20 580|| 69 2001 20 600 69 2070
21 609 702039 21| 630 70 2100
22) 638 || 712059
22660 71 2130
23 667|| 722088 23 690 72 2160
24 696|| 732117 24 720 73
2190
25 725|! 74/2146 25 750 74 2220
26 754|| 7512175
36) 780 75|2250
27) 783|| 7612204 271 8101 76 2280
28) 812|| 7712233
28| 840 77 2310
29] 841|| 782262 29 870 78 2340
30 870|| 79.229! 301 990 79/2370
31) 899|| 802320 31 930 | 80 2400
321 928|| 812349 32 960 8112430
331 957|| 8212378
33) 990 | 82/2460
34) 986|83|2407 34102083 2490
351015|| 84 2435 35 logo 84/2520
361044|| 852465 36 1080: 852550
37|1073|| 86 2494 37"110.1 862580
873523 33|1140 8-12610
39 1170 | 88/2640
40|1760|| 89.2581 40 1200 | 8912670
411189|| 9012619 4112309012700
42 1218|| 9112679 42 1260 | 9112730
43.1290 9212760
44 1276|| 93/2697 44 1320 93|2790
45/1305|| 9412736 45113501 94 2820
46 1334|| 9512755
46 1380 95 2850
47/1363|| 96.2784 4711410|| 962880
48|1392|| 972813 48,1440|| 97/2910
49|1421|| 98 2842 49|1470||
98|2940
50 1450 | 99 2871) go 1500 99/2970
38]1oz
39|m13
882559
43 1247
92/2668)
Leirit The Length or Valu, The length of Value
of any thing bein
of any thing being
1311
Products. I
hiqes valued. In
Products
Jniugs valued.
Products.
things valued
ne breuc.org
Products.
anings valued.
Cac oceach,ory a O Na
62
93
641
3
124
4 128
5 160
571532
52 1664
$31696
541728
5511760
192
155
61 186
71 217
a
2279
10310
S01153
$21672
5316.2
$410574
170
5614736
971170
198
591829
60 86
56
1792
248
8 256
5911824
581856
288
10 320
591.888
60l
920
1952
621
12 384
13 416
984
631,016
6.
2048
15480
16
512
6512080
66
6
2144
8576
1916.3
20 640
6c
2176
2203
23 6721
712240
72272
221 704
102400
76243
12 372
6111891
403
6219-2
4341031953
465 | 64 1924 )
16] 496 65201
171 527 60.20.26
185581167 2017
191 589
682100
2016:0 652139
21 631 70 2176
221 682
231 713
72 2232
241 7441 73220
251 775 74 22
26 Sco
73232
271 837
7612334
281 863
29 8901
78-418
30 9301 79 24+4
34 961|| 8.275
32 992||$1231
33/1023 8212542
34/1054 832573
351085
84,2704
30|1116-8,-035
37|114, 8012696
301178
8;|409
35|1209
@d1:728
4 124
41|1271 90-790
4.1302 912821
4311335 9:2852
4414364
9,2883
41393 9412914
461420 9, 2945
47|1457 961-976)
48|1488
9713007
4911519 91,038;
23 73611 7212304
241 763
73|2336
25 Xoo
74.369
832
28.4)
$ 896
7712401
78.2496
301 9501 792528
31 992
80 2560
32/1024
29 9231
8112592
82 2624
331056
3411088)
3511120
8512720
862752
8912759
832656
84 2688
361152
37][18+
3811210
$7.2784
39|1248
8912816
4c|1280
9:2848
41:3121 902380
421344|| 9012912
41/1374
92 2944
4: 1408
93/2576
43 1440
94 3c08
943040
4:11,04 963072
4811534 97,3104
49|1568
9313136
461147?
541559 993909
$16oc!! 9913178
The Len thorValue
The Length or Value
of any thing being
(33)
of any thing being
[34]
I:hings valued.
The bredth, or em
Products,
things valued.
Thc bredth, or
Products,
Ithings yalaed.)
The bredth, or a
Products.
chiugs valued.)
Thc bredth,or -
Products.
2
4 136
521768
54/1836
82
I
816
722448
73/2482
66
5.1 1683
681511734
3 9911 521716 3
102
41 132 5311749
53 1802
5
165|| 54117
5 170
6198 5311815
6204 | 55 1870
7
23!
561848 7 238|156 1904
8 2641 57 188 8 272571938
9
297 | 5811
$81914
91 306581972
io 330 | 59'9+7
1034759 2005
1 363|| 601980 11 37460 2040
12 396|61|2013 12 408|| 61 2074
131 429 62 2046
131 44262/2108
14
45211 632079
14 47563/2142
151 495 | 64/2012 15 510 | 64/2176
16) 5281 632145 1654411652210
- Soul 662178 17 578 66 2244
18 594 | 67/2211 18 612 | 67 2278
19 627 || 68/2244 19 640|| 68|23 12
660
692277
20 680 69/2346
211 693|| 7012310
21, 714|| 70 2380
22 720 | 7112343
72 74811712414
23/ 759|| 722376 23
782
24 792||73|2409 24
| 825|| 74.244?
850|| 742416
26 85811752475 26 884 | 7512550
271 891) 762508 27 918|| 7612584
28 924772541
28 952
291 957|| 782574 29 986||78|2652
30 990||79|2607 301020 | 79/2686
31|1023|| 802640 30 1054||| 8012720
321056 81 2673 32/1038|| 8112754
33
1089|| 822706
33 1122|| 82/2788
83,2739
34 11 36|| 83/2822
4155|| 84.2772
35 1190|| 84/2856
36 4188|| 852803
361224|| 83/2890
37
1221|| 862838
371258|| 862924
38125487 2870 381292|| 8712958
391287 | 88 2904 39 1326|| 882992
401320||89|2937 40 1360|| 8913026
41'353|| 90|2970
41 1394 | 9013060
42 1336|| 913023 42'1428 | 9113094
43/1419
43 1462 | 9213128
44 1452 93|3069 44, 1495 | 93 3162
4511485|| 94/3102 451530 | 94 3:96
46.1518||
9513135 461564 | 95'3230
471551|| 9613168 47 1598. | 96 3264
481584/197|3201
481632 | 97 3298
49 1617||98|3234
98 3332
50165011 99132671 so 1700
Cc
77/2618
34/122
923036
49.1666
99 3366
things valacul
Products.
things valued.
The bredth, or
Produts.
things valued.)
Products,
The bredrn, or
Products.
este detect
52 1872
61 210
55 1925
6
81 280
9 315
10 350
57 1995
58 2030
62 2170
66 2310
46 1656 95 3420
The Length or Value The Leistuor Value
of any thing being ot any thing, being
(361
70 | 51 1785
72
511836
3 1051 52 1820
108
41 140 53 1855 1441 53 1908
5 175 54 890
180
5
21655 1980
7245
245|| 56.1960 7 252) 562016
8 288 57 2052
91 341 5812088
59 2065 10 3601 59 2124
11 385| 60/2100
396|| 60 2160
12420|| 61'2135
rat 4321 61 2196
13 455
13 4081622232
14 490|| 63 2205 14 5041 63 2268
1
151 52 511 64 2240
15 540 64 2304
16 560 | 65 2275
16 576): 652340
17! 595
612 662376
17
18] 630 | 67 2345 18 648|1 672412
19 665 | 68 2380 684169 2448
20 700|| 69 2415 720 692484
211 735117012450 21 756 70 2520
22 7701 702485 792|| 712556
23 805|| 722520
828
23
72 2592
24 840 | 732555
864| 73 2628
251 875|| 7412590
25/ 900l) 742664
26 910 | 75 2625 26 936 752700
271 945|| 76
2660
27. 972 762736
28 980|| 77 2695 281008772772
29/1015 7812730
29 1044) 78 2808
30 10goj | 791-765 zo 1080|| 79 2844
31 1085 8012800
311116|| 80 2880
321120
321152 8112916
331155
33/11881 82 2952
34|1190
83.2905
34 1224 83 2938
35122$|| 84/2940
1260 | 843024
361260|| 852975
351296|85 3060
37/1295|| 26 3010
371332 86 3096
38 1330 | 87 3045 38/1368| 87 3132
39 1365|| 88 3080
39'1404|| 88 3168
401140089/3115 40|1449|| 89 3204
411435903150 411476|| 90 3240
42 1470 | 913185 42|1512|| 91 3276
43|1505 | 92.3220 4311548]} 92 3312
44 1540 | 93 3255 4411584 93 3348
45/'575943290
94 3384
46 1610, I 95.3325
47|1645|| 96 3360 47 1692 96 3456
48) 1680 973395 *8.1728 973492
4911715|| 98 3430 49 1764 983528
24/ 864
812835
8212870
45 1620
501?740|| 99 3465 180u
99 3564
The Length or Value
The Length or Values
of any thing being
[37]
of any thing being
(38]
things valued
The bredth, or am
Products.
things valued.
The bredo, or
Product
things valued.
The bredth orje
Products.
things valued.
The bredch, or
Products.
91 333
13 482
18) 666
191 703
24 912
74 S 1887
3
52 1924
4 148' 531961
185/541998
61 222
552035
71 259562072
8) 296
572109
582146
10 3701 592 183
11 407 6012220
12 444 61 2257
622294
14 $18 | 632331
15 555 | 642368
16 592|| 65 2405
17629|| 66,244%
672479
68.2516
201 740692,53
21 77776 2 590
221 8141 712627
23 851 722664
241
888
732701
25 925|| 742738
26 962 1 752775
27 999|| 76.2812
281036 | 27 2849
291073|782886
79 2923
311147 80 2960
3211184|| 812997
823034
341258|| 833071
35 1295|| 84 3108
361332|| 853145
37 1369|| 86 3182
38 140687 3219
88 3256
40,1480 | 89 3293
41 1517|| 9013320
42 1554|| 913367
923404
93|3441
94/3478
46.1702||95|3515
4711739 | 9613552
48|1776|| 97 3589
49 1813|| 93 3626
50 |1850 | 99136631
76 51 1938
114) 52 1976
4 152 53 2014
5 19054 2052
6 228 552090
7
266
562128
8 304 57 2166
9 3421.5812204
103807 592242
11 418 60 2280
12 456 61 2318
13 494 | 622356
141 532 632394
15 $70642432
16 608 652470
17 646|| .66 2 508
18 684 67 2546
191 722 68 2584
2076069 2622
2179811 7012660
221 8361 71 2698
23 874 72 2736
732774
| 25 950 74 2812
26 988 75 2850
27 1026 | 76 2888
2810641 77 2926
29 41021 78/2964
30 1140 79 3002
3101781 80 3040
32 1216 | 813078
33\25482 3116
34 1292 83 3154
351330 | 84 3192
36,1368853230
37 1406;| 86 3268
38 1444 87/3306
39 1482|| 883344
40 +520 89|3382
411558|90|3420
42 +596, 91(3458
43 1634, 923496
44 1672 | 93 3534
451710|| 9413572
46,1748|| 9513610
47 !786|| 96/3648
48.1824 || 97 3686
98.3724
50 1909|| 99 3762
301110
33 1221
39 1443
43;1591
44. 1628
451 1665
49'1862
C62
The Length or Value
The Length or Valu.
of any thing being
(39)
of any thing being
[40]
things valued.
The bredth,071 Nm
Products. N
things valued.
The biedth, on
Products. So
things valued
Indoreddy 01
Products.com
tthings valued.
Chebiedin, or home
Products
வெப்பப்
2
31 117
31 1201
4/ 160
4/ 156
512040
52 2080
532120
54/2160
552200
54 2 100
5) 200
61 240
7 273
7 280
)
9 350
592360
7811 51 1989
52 2028
156 53 2067
5
195)
61 234
5512149
562184
8312
5712223
58 2262
10] 39959 2301
11 429 60234.0
12 468 | 61 2379
13] 507 62 2418
14/ 54663 2457
15 585164 2496
16 6241652535
17 663|| 66 2574
18] 702 | 67 2015
19) 741 68 2652
20 780 | 69 2691
21 819
70 2730
7112769
23) 897 | 72 2808
24 936 73.2847
251 975
261014
75.2925
27 1053
76 2964
28 1092
77 3003
2911134 7813042
30 1179 79 3081
301209 80 3120
813159
33128718213198
34/13268313237
35|1365|| 84 3276
36:404|853315
37|1443
8613354
381482 | 873393
39|1521H| 88 3432
40|1560 | 89/347)
41 1599 9013510
42 1638 | 91 3549
431677| | 92 3588
562240
8 32057 2280
9 360582320
IO 400
114.40 60|2400
12 480
61 2440
13 520
62 2480
141 560632520
15 600 642560
16 640 652600
17 680 | 662640
18 720 | 67 2680
19 760 682720
20 80o69 2760
21 84017012800
22 88017112840
23920172 2880
24/ 960)
25/1000
2610407513000
27 1080 76 3040
28 1120
291160783120
22 858
74,2886
732920
74/2960
77/3080
301200
793160
32/1248
31|12401803200
321280|| 813240
33132082 3280
34/1360833320
35'40084/3360
36 1440 | 853400
37 14308613440
38|152037 3480
39 15601 833520
401600|| 893560
4116401 | 90 3600
42 1680
43720|| 923680
4511760|| 933720
461840 9513800
47188963840
48/1920
983920
9113640
44 1716
93/36271
45|1755 | 94/3666
45/1800
94/3760
46 1794|| 9513705
47 1833 | 96 3744
48|1872| 973783
49|1911 9813822
9713880
49 196.
5c|1950 99 3861
50|2c0d 993960
The Length or Value
of any thing being
(421
Products.
things valued.
i'he bredth or amino
things valued..
The bredth,071
Ithings valued.
The bredt, Cro
Products, so
Products. I
41 168
71 287
9 369
20) 82,
The Length or Value
of any thing being
(4)
82
512091
31 123 52 2132
4 164
532173
5205 54, 2214
6246
55/2255
$6,2296
8) 328
572337
532378
101 410
59 2419
11 451
60/2460
121 492
6112901
131 533
6212542
141 574
151 615 6.442624
16 656 652665
17 697 66 2706
18 738 672747
19] 779 682788
69 2829
70 2870
22 902
732911
231 913
7212952
24) 984 7312993
2511025 7413034
26 1066
753075
271107
76 3116
281148
7713157
291189|| 78 3198
301230 7913239
391271 80 3280
321312
33|1353 823362
34 1394|| 833403
35 1435
84 3444
361476|| 85348
37|1917 86 3526
381558 8713567
361599 88/3608
40 1640|| 89 3645
993590
42 1722
913731
431763
44 1804) 93 18 19
45 1845
94/3854
95/3895
47 1927 96 3936
48|1968
9713977
49/2009 98 4018
50 2050|| 99|4059|
21 861
21 882
::
512142
3 126,522 184
532226
5210
54/2268
6252
552310
71 394 502352
8 336 572394
91 3781 58 2436
IC 420592478
1462602520
12 504|| 612562
13) 54-6622604
14 583 63|2646
630 | 6412588
116672|652730
17 714166-772
181 756|| 672814
191 7986812856
20 8401 69 2898
7929.40
22 92411 712982
23 966 72 3024
24 100373 3066
25 1050 | 74/3108
261092 1 7513150
27 1134|| 7613!92
28/117677/3234
29 12 1811 7813276
301260|| 793318
311302|| 80 3360
32 1344|| 813402
331385|| 82 3444
34 1428|| 833486
351470|| 84:3528
36|1512|| 85/3570
37 1554) ! 8613612
38|1596|| 8713654
39/1638|| 88 3696
40 1680 89 3738
411722 90 3780
42|1764/ 913322
431896 923864
441848) 93 3906
45|1890|| 943948
46):932) 953990
47|1974: 96 4032
431016 97 4074
49/2058 984016
502100 | 99 4158)
81337
41/1631
461886
i he Length or Value
The Length or Value
of any thing being
[43]
of any thing being
(44)
chings valued. 1
Products
things valued.
The bredth, or
Produits
hiugs valued.
fac DrCID,
Products,
things valued
The bredth, or
Products,
512244
52 2 288
88
3 13
41 1761
51 220
6) 2641
7) 308
532332
54 2376
5512420
56 2464
57 2508
81 344
8 352
91 387
91 396
58/2552
10 440
1 484
12528
13) 5721
141 616
141 602
15 645
16) 688
151 660
59/2596
602540
61 2684
6212728
6312772
642816
65|2860
662904
6712948
68|2992
69 3036
161 704)
171 748)
181 792
19 817
201 860
21 924
23 989
85
5112193
31 129 52/2236
4 172
532279
51.215
54-321
6258
5512365
71 301 502400
572451
58494
10 430
552537
11 473 60/2580
1 2 516
61/2623
131 559 6212666
631-709
64/2752
651279)
171 731
66 2838
181 774
6712881
68-924
69 2967
21 903 701301
22 946
7213053
723096
24 1032
733139
25|1075 7413182
2611118
753 225
2711161
76], 26%
281204
773311
29/1247
78]3 3541
30/1290
793 397
311333
813440
321370 803483
33 1419)
82526
833569
35 igos
84/3612
301548)
8513655
37|1991
85 3698)
381634| 87 3741
39|1677
88]3784
40|17201 891, 827
4111763
90,870
913913
43 1849 92 3956
44/1892 | 933 999
45|1935 94/+042
46|1970
95|4083
47/2021 964128
4820649714171
49/2107
98]+214
25|1144
281232
8013520
341462
191 836
201 880
703480
22 968 7,124
23/1012
723168
24/1056 73/3212
25/1100
74/3256
7513300
2711188
7613344
77.338
29|1276
7813432
39 4320
793476
314364
321408
813564
33|1452 82 3608
341495 8313652
35 1540 84/3696
36|1984 85 3740
37.1628
86/3784
38|1672
87/3828
39|1716
885 872
40|1760
89/3916
41|1804
903960
42 1848
91/4004
431892
92 +048
44|1936 931+092
4511980
94/4136
46 2024
47/20681
96]4224
48|2117
97 4268
49/2150 98/4312
42/1806)
95/+180
502159 99/4257
9914356
50|2200||
The Length or Value
The Length or Value
of any thing beng
of any thing being
[ 46
145)
things valued.
The bredth or a on
Products.
things valned,
The breduli, or
Products.
things valued.
The brcdth, or Nm+
things valued.)
The bredth, or
Products.moo
Produts.
4286
61270
10 450
11 495
17 782
66 3036
22 IOI2
51/2295
51/2346
31 135 5212340
53-38;
41 18453/2438
5/ 225 54/24-30 $ 230 542484
552475
6 276551-539
7315
5612520
7322 562576
81 360
5712565
81 368
5712622
91 405
58/2610
91 4141 5812668
59/2655
10 460
59 2714
602 700 11 50660 2760
2 540161 2745 12 552
13585162 2790 131 5981621252
041 630 63/2835 141 6441 | 63 2898
1 675|| 64 2880 IS1690 | 64.2944
167201 652925 16.73611 651 999
171 76566 2970
1681067 3015
281 828
67 3082
19 855 68 3060
19 874 |68|3128
zo go0 69 3105 201 920
69 3174
211 945 7013150 211 966
70 3220
22 990 73195
733266
23 1035 723240
23/1058|| 72 3312
24
1080)
733285
241104 173 3358
25/112511 74 3330 25|115074 3404
2640170
75|3375
26 1196 75 3450
271215
763420 27 1242
7613496
28 1260 177/3465 281288
7713542
20/130517813510
29|1334 7813588
30/13501793555
301380
79.3634
31139518013600
80 3680
321440 81/3645
321472
81 3726
331483|| 82 3690
82 3772
34153018313735
83 3818
3515751843780 35/1610 84 3864
0 1620 | 853825 361656) 85 3910
37 1665|| 86,3870 3711702 863956
38|1710
| 87 3915 3817481 | 87/4902
39|'755|| 88,3960
39 1794188 4048
4c|180089 4005
4011840
89|4094
40 1845 90 4050
9014140
42 1890 91 4095 42|1932
4 1935 92 4140 43|1978|| 92 4232
471980|| 9314185 442624 93/427
4$120251 | 94.42 30 45/2070 T 944324
46|2070||95|427
462126
9514370
4712115
96 4320 471216296144.16
48/2160
97/4365
48|2208 | 97 4462
49/2205 98/4410 49|22549814508
50122501|99|4455 50|2300] 99J4554
31|1426
331518
34|1564
411886
91/4186
The Length or Values
The Length or Value
of any thing being
[47]
of any thing being
48]
thin, yalnet.
Thc ore ith, or
Products (**
Products.
Ihings valued.)
Products.
things valued
The bredth, or er mum co
things valued
The brelth,071
Products.
96
3 144
4 192
5 240
6288
51 2448
52 2496
53 2544
54 2592
55 2640
$6.2688
7 336
9432
13
17 816
7013360
23108)
8 3841 57 2736
58,2784
10 480 592832
ID 528
528|| 60,2830
12' 576612928
13 62462 2976
14 672 633024
15.720
64/3072
16 768
768|| 6513120
66'3169
18 864|67|3216
19 912
6813264
20 960 | 69/3312
21 1008
221056173408
23 1104|| 723456
241152|733504
26 1248753600
27.1296263648
28 1344773696
29 1392 283744
30 1440|| 79 3792
311488 | 80 3840
321536|| 813888
331584|| 82 3936
34 1632 833984
351680|| 84.4032
36 1728|| 854080
37/177686, 4128
381824)| 87'4176
391872|| 88 4224
401920|| 894272
25 1200
94
512397
3
52 2444
5312491
5/ 235|| 542538
6282
55.2585
2 3291) 562632
8 37657 2679
9 423|| 5312726
10 470|| 59 2773
11 517|| 60 2820
12 564 6142867
611|| 62 2914
14) 658 63 2961
15) 705|| 64) 3008
16 752 653055
17 799|| 66 3102
18 846|| 6713:49
19-893|| 68|3196
20 94069/3243
21 987|| 703290
22 1034|| 77 3337
108
72/3384
24 1128 7313431
251175, 7413478
26 1222 7513525
27 1269|| 26 3572
28,1316|| 77/3619
29. 1363|| 78/3666
30 1410|| 79 3713
311457! 80 3760
32,150411 8113807
33'551 82 3854
34 1598|| 83/3901
351645 84/3948
361692|| 85 3995
37 1739|| 86 4042
38/1786|87|4089
39 1833|| 88/4136
40 1880|| 89 4183
49|1927|| 90 4230
42 1974|| 91 4277
43,2021
93/4371
452115|| 94.4418
462162
95 4465
47/2209|| 96 4512
48.2256 | 97 4559
4912303|| 98 4606
74/3552
47/1968
42/2016
904320
91 4368
32023924324
43/20641 | 92 4416
44/2068
4412112
45/2160
462208
93 4464
94 4512
95 4560
47 2256 | 56 4608.
482304|| 97 4656
49 2352|1 98 4704
502350|| 99 4653
50 2400, ! 99 4752
The Length or Values The Length or Value
of any thing being of any thing being
[49]
[50]
Ithings valued
Mhe Diedin,or nmi
Products
hindredthed
The bredth, or em
Products. 13
6 294
81 392
IC 490
12
600 6113059
16) Soch
653250
833 11
6613234
683332
68 3400
69 3450
211029
98 91|2499
2 10 512550
3147
52/2548 3) 15011 522600
41 196 $312 597
200)
53/2650
245
54/2646
5 2591 54 2700
552695
6 300155127.50
71 343
343|156/2744 71 350 62800
$7/2793
8 400 572890
91 441|| $812842 9 4501 582900
592891 1 500
592950
539
60 2940
550160 3000
12 588 613989
13 637
62 3038 13 65623100
14) 686 | 67 3087 14 700 1633950
1735 | 64/313h 13750643100
1€ 784 633184
15833
66
3300
181 882 6713283
18 9006713150
191 931
19195
20 980
691338 ;
2010oC
70 343 211051 703509
22 078 || 7|3479
231 croc
713 50
72 3528 27
1150723600
7313577 241120017336 50
21250 743700
26'300| 7 537 50
76\3724 271 350|763800
771377: 1400|| 77 3850
391421|| 7813822 z$ 45911783900
30 1470
793871
504|| 793950
3 519
315591804000
3210568 813969
82
4018 316||824100
834067 34 704|| 814130
3 7111-8414116 311750|| 84/4209
301764 || 84164
31
3711813
S501 864300
38|1862 8714263 3 900 874350
36 1911
39 95
40/1960 8914361
»oco 89,44502
41|2009
90/4410
41|20509014500
9114459
42 410 9114530
43 2107
4.141501924600
44|2156
|| 93455
1200934650
45|2205
402250 94 4700
46/2254||95|4655 46 -300 95'4750
47|2303 || 961490! 4-1:350 964800
482352|| 971475?
491-4051 974850
49|240) 98/480
401" +50
984920
50|24501 99 483) | 51507 99 49
wa
244176
1225
26 1274
27 1323
2811372
7411620
75/367
80392
33/1617
341'666
600|81|4050
300||
854250
3614210
32
884312
83 4400
401:
9211508
94/460
Izhings valued.
The bredth,or am
Products.
things valued.
Thc bredth, or
Products.
things valued.
Products.
thiugs valued.n
Thc Bredth, or
Products.
2
54/2808
8 416
292
The Length or Value The Length or Value
of any thing being of any thing being
(51)
(52)
102|| SD2601 2 104|| s2652
3) 153|| 52/2652 3 1561 522704
204|| 53 2703 4) 2081 5312756
S255 542754 5260
6-300|| 55 2805 6
312||55|2860
71 357|| 562836
73641 562912
8|40811 57|2907
416572964
9| 45911 582958
9 468|| 58 3016
10 510 59130091 10 5201 593068
II 561 60 3060
11 572 603120
12) 612 | 63111 12) 624|| 613172
131 663|| 62/3162 131 676 | 62 3 224
14714|| 633213 14) 7281|63|3276
151 765|| 643264 151 780 64 3328
16 816|65|3315
16 8321 653380
17) 867|| 663366
17 8841663432
18 918|| 67/3417 18 936||67|3484
19) 969|| 68 3468 19 988 683536
20 10 20|| 6913519 20 1040||69|3588
21 1071|| 703570
221122) 71 3621 22 11441 713692
23/1173|| 7213672 23.1196|| 72 3744
241224||73|3723 24 1248|| 733795
25 1275|| 74/3774 25 '300 | 74 3848
26|1326|| 753825 26135211 75 3903
271377|| 763876
27 1404|| 763952
28|1428|| 77/3927 28.1456 77|4004
291479|| 783978 291 508 7814056
301530|| 79 4029 go 156 79 4108
311581|| 80 4080
31|1612|| 804160
32/1632|| 814137 32/1664|| 814212
331683|| 824162
331716|| 82/4264
34,1734|| 83'4233 34|17681) 83 4316
35 1785|| 84.4284 38'1820|| 84/4368
361836|| 854339 36 1872/1 854420
37|1887 | 864386 371924|| 86 4472
3811938|| 874437 38 1976|| 87 4524
391989H 88.4488 39'2028|| 8814576
40 2040|| 89 4539 40 2080 | 89 4628
412091|| 90'4590 412132|| 904680
42/2142 914641 42'2184|| 91/4732
43/2193|| 92 1692 432236|| 924784
44/2244|| 93 4743 44,2288|| 93|4836
45|2295 | 94/4794 4512340 | 944888
462346|| 95|4845 4612392 | 95 4940
472397|| 96 4896 47|2444 | 96 4992
48 2448|| 97 +947 48 2496 | 9715044
49/2499|| 98 4998 492548 | 9815096
50/2550T 9915049) go 2600)9 9|5148
Products.
The bredth, or
things valued.
The bredth, or am
Products.
things valued.
The bredth, or
thin
gs valued.
The bredth, or a mno
Products.
2 106
3 162
4. 216
$72754
522808
532862
41 212
378)
13 689
|
The Length or Valuey The Length or Value
of any thing being of any thing being
[53]
[54]
572703 2 108
3 159 522756
212 532809
5/ 265
54 2862
5 270 542916
318
552915
61
324) 55,2970
7 371
370|| 562968
7
56 3024
8) 424| 573021
8
432||$7.9098
91 477||$83074 91 486 583132
10 530||$9/3127 10 5401 59 3186
11 583 603 180
11 594 60 3240
121 6361613233 12 6481 61 3294
689|| 62 3286 13 702|| 62 3348
141 742
742 633339 14 756) 63 3402
151 79$|| 64 3392
15 8101 643456
16 84816513445 16 864|| 65 3510
17 901663498 171 918 66 3564
18 954) 67/3551 18 972|| 67 3618
19 1007|| 683604
19 1026|| 683672
20 1060|| 693657
201080|| 69 3726
211113.703710 21 1134 70,3780
12 1166 11 3763
22 1188|| 213834
231219|| 7213816 231242|| 72 3888
24.1272 || 733869 24 1296 73 3943
51325||| 243922 251350|| 74 3996
26131811 7513975 26140411 7514050
27 1431 76/4028 27 14581 76 4104
28|1484|| 77|408) 28|151211 7714158
ağl1537 784134 29|1566|| 784212
3045901 79 4187 30 1620|| 79.4266
311643 804240 3111674) 804320
32 1696|81|4293 32 1728| 814374
3317491824346 331782 82 4428
34/1802|| 83.4399 34 1836|| 834482
351485584 4452 35 1890|| 8414536
36|1908 85.4505 36 1944|| 85]4590
37/1961 864558 37 1998|| 864644
38|2014| 87 4611 38 2052|| 87/4698
39/2067|| 884664 39 2106 88/4752
4012120 | 89 4717 402160 8914806
4121731904770
412214|| 9024860
42 4326|| 91/4823 42 2268|| 9114914
43|2279||
92/4876
432322|| 92 4968
44/2332 || 93 4929 44 2376 935022
4512385|| 94 4982 45 24301 94 507
46 2438||
95|5035 46 24845 95 5130
4712491 | 96 5088 47,2938|| 9615184
482544|| 97 5141 48,2592|| 971515}
492597 9815194 49 2646|| 9815292
50 2650 99/52471 So 27001, 99.5345
pe u 2
The Length or Valur
The Length or Value
3
of any thing being
[55]
of any thing being
(56)
things valued.lt
Products
things valued,
1 mortuin, or
Products.
things valued.
orn
Products.
things valued.)
The bredth, or
Products.
12
3 168
512856
52 2912
4) 224 532968
280
54 3024
6 336
336|| 55 3080
71 392) | 56 3136
8 448
44857 3192
9 504 ! 5813248
10 sho
5913304
1161660 3360
12 672 | 61 3416
8
1
10 550
13 728)
62 3472
6613696
67 3752
20 II 201
.
231265
231288
MIO
5/2805
3) 165|522860
41 220
53/2915
5 275 54) 970
6
330 55/3025
7 385
563080
4401 57/3135
9495 583 i90
5913245
u 605 60 3300
12 660 | 6113355
13 715
62 3410
14] 770 63|3465
Id 825
64/3520
161 880
6413575
171 935
663630
18| 990
6713635
19 1045
68 3740
2011001
69|3795
21 1155
703850
22 1213
73905
72)3960
24 1320 734015
211375
74/4070
26/1430
75|4125
27/1485|| 264180
281154)
7714235
29 1595
7814290
30(16501
79 4345
3111705
80|4400
32 1760
81 4455
331815
824510
3411870
8314565
35 1925 84,4620
36 1980
85.4675
37 2035
382099
87 4785
39|:145
88 4840
402200
89 4895
41|1255 90 49 50
422310 91 5005
43/2365 92 5060
44/2420 935115
42475 9415170
46 2530 955225
4712585 96 5280
48/2640 97/5335
49|2695
98/5390
301680
14 784|1 63 3528
15) 84064 3584
16 896 | 65 3640
171 952
18 1ooo
19 1064 | 68 3808
69 3864
2) 1176
7013920
22 1232
713976
72 4032
2411344 734088
25/1400 7414144
26 1456 75 4200
2710512 76 4256
28|1568 27/4312
291624| | 78 4368
79 4424
11736|| 80 4480
32 1792
8114536
33 1848
34 1904 | 8314648
8414704
36]2016
8514760
3712072
86 48 16
38/2128
8714872
39/2184 | 8814928
40|2240 89|4984
412296
90 5040
422352 975096
92 5192
935208
452520 9415264
46|2576 95 5320
4712632|| 96 5376
48|26889715432
4912744 9815488
82 4592
35/1960
86'4730
432408
44/2464
50/2750|| 99 5445
50|280099|5544
The Length or Value
The Length or Value
things valued
The bredth, or a
things valued
The bredth, or
Products.
Products.len
things valued.
The bredth, or am
Products.
things valued.
The bredth,or| nn
Products.
51/2907
52|2964
$3/3021
5413078
573749
58/3306
51 2958
$2 3016
53 3074
54 3132
55 3190
56 3248
57 3306
58 3364
59°3422
7. 406
17/ 96
18
45811 931921
4312610 | 941547
of any thing being
of any thing being
(571
158)
114
116
171
3 174
228
4 232
5
285
5 290
6) 342
342|553135
6 348
71 399
8.
8 464
513
9522
10 570 59 3363
10 580
11 627|| 60,3420 1 638603480
12) 684|| 613477
12 696 | 61 3538
13 74162 3534 13 754 62 3596
14 7981 63 3591 14, 8126313654
151 855|| 64/3648
151 870 6413711
16 912| 6513705 16 928 65 3770
989! 663762 17 986|| 66.3848
1026|| 673819 18 1044|67|3886
19.1083|| 6813876
68/3944
201140|| 69 3933
6914092
21 1197|| 70 3990
221254
541 774047
724104
| 231334|| 7214175
2411392
25.1425
251450
26 1482754275
261508||75|4350
271539 76 4332 27 1566|| 76 4408
281596 2214389 281624|| 77 4466
101653|| 2814446
784524
301710|| 79/4503 301740|| 794582
311767|| 80 4560 311798|86|4640
3218241|81|4617 32/18;
681 4698
82 4674 331914|| 82 4756
34 1938 8314731 34 19728314814
351 995|| 84/4788
3512030|| 84/4872
362052|| 854845
362088|| 8514939
372109|| 86 4902 372146|| 864988
382166|| 87(4959 381220411 8 15046
392223|| 885016
3912262||88|3104
402280|| 89 5073 402320 | 891 5162
472337|| 9015530
4112378
90 5220
42/2394|| 91 5187 42 2436
432451|| 9215244 432494|| 925336
44/2508 || 93 530 447552|| 97|1394
452563|| 94 5358
462622|| 95|5415
4612668
47 2679|| 96 5472
47.4726
48,273911 97 5529 48'2784
4912793|| 98 5586
49 2842
50 2850|| 99 5643 50 2900
191102
20 1160
21,128
22 1276
70146
23 1311
24 1368
734161
74/4218
734234
7414292
.
29'1682
33881
9115278
9513510
86 5568
97 5626
9815684
9915742
The Length or Valuel
The Length or Value
of any thing being
of any thing being
[60]
(59)
Products.
things valued. 1
The bredth, or
Products.
things valued
The bredth, o
Products
tthings valued.
The bredth, on
Products.
{things valuede
The bredth or 1 min.
118
2
120
3) 177
51/3009
$2,3068
3 180
4/ 236
573060
52 3120
53/3180
54/3240
553300
54 3186
413
573363
9) 531
57 3420
59 3540
59 3481
12 708
13) 767
151 885
18 1062
19/1121
20/1180
236 53 3127
295
61 354
55/3245
56 3304
8 472
5813422
101 5901
u 649603540
6113599
62 3658
14
826
63 3717
64/3776
16) 944 653835
1003 66 3894
67 3953
68|4012
69 4071
21 1239
70/4130
22 1298
23/1357
24 1416
25/1475
26|1534 75144251
27/1593
28/1652
29/1711
3011770
8014720
81_4779
33 1947 82]4838
834897
352065||84/4956
36/2124 | 85 5015
37 2183 86 5074
38/2242|| 8715133
3912301
88 5192
40|23601 89 5251
41|24191 | 90 5310
42/2478
432537| | 925428
44/2596
45/2655|| 9415546|
4612714 | 95 5605
47|2773|| 96 5664
4812832||97|5733
492891|| 985782
714189
72 4248
73 4307
74 4366
76/4484
77 4543
78|4602
41 240
ST 300
6 360
7| 420 56 3360
81 480
91 540158 3480
10600
11 66060 3600
12 7201 | 61 3660
131 78062/3720
14 840633780
151 900 64 3840
16 960 65 3900
17|1020 | 663960
18/1080|67|4020
191140|68|4080
20 1200
694140
21|126011704200
221320774360
2313801 72/4320
241440 734380
25|150|1744440
261560254500
27/1620 16 4560
2g|16801177/4620
29117401 784680
30 1800 | 794740
3111860|80|4800
32 1920 | 81/4860
33|1980 | 824920
342049 8314980
352100845040
362160|| 8515100
372220|86|5160
382280|87|5220
392340 885280
402400|| 8915340
41 2460 90 5400
422520|| 915460
43/2580925520
45|2640|| 935580
4 $12700 | 94 5640
46 2760|| 95 5700
4712820|| 96 5760
48 2880|| 97 5820
49 294 | 9815880
ON
79|4661
31|1829
32 1888
34/2006
9115369
93 54871
5
5012950 199158411
50 3000|| 99/5940
The Length or Value
of any thing being
[621
things valued.)
The bredth, or a
Products.
things valued.)
The bredth, ora
Products.
things valued.
The bredth, or em
Products,
things valued.
The bredth, or
Products.
I 22
124|| 5113162
186
52 3224
248)
533286
5
305
The Length or Value
of any thing being
[61
513111
3 183
52/3172
2441 5313233
3661 55 3355
7 42711 56 3416
8 488|| 57 3477
9 5498 58 3538
TO 610||593599
60 3660
61/3721
62 3782
14 8541) 633843
151 gisl 64/3904
16
976|| 65 3965
17 10371 664026
18 1098|67|4087
19 1159/1 684148
69 420g
27112811 70 4270
1211342774331
23140311 724392
24 14.641 7314453
s 310|| 543348
637211553410
7
434|| 96 3472
81 496 5713534
91
5813596
6201
59,3658
18
12 7441 60378%
8061622844
558
10
11 671
682|| 603720
12732
13 793
868|| 633906
IS
20112201
1488
25 1525
74/4514
29/1798
30
930|| 6413968
16) 992|| 654030
17 1054 | 664092
18/1116 | 674154
19
1178|| 6814216
20 1240 | 6914278
21 1302|| 7043.40
22/1364' 714402
23
1426 | 724464
24
734526
25115501 74/4588
261612 75.4650
27/1674 | 7614712
2811736, 774774
7814836
1860 7914898
31|19228014960
32.1984' 8115022
33/2046 82 5084
3412108835146
352170 84 5208
362232 89 5270
3712294 86 5332
3812356 87, 5394
392418885456
401248089 5518
4112542 | 90,5580
422604 915647
43/2666, 935794
4/2728|| 935766
431-790|| 945828
462852 | 955890
472914|| 9615952
482976
976014
49 3038 986076
10 3100 9916 138
26 1586|| 7514575
27[ 1647| 764636
28/17oß 774697
29|1769/1 78/4758
301830|79|4819
31|1891
8014880
371952
8114941
33|2013
8215002
34/2074 | 8315063
352135184)5124
36/2196|| 85 5185
372257
3812318|| 875307
392379
88)5368
402440|| 8915429
905490
22567
9715553
432623|| 92/5612
4426841 9315673
45.2745|| 94 5734
46 28061 | 95 5795
47/2867
4812928
9715917
491e989|| 9815978
Sol3050|| 99|6030
|| 8615246
965856
The Length or Valver The Length or Value
of any thing being of, any thing being
[63]
164
things valued.(
Tac Diculiyor, a on
things valued
i ne preach, or
Products
Products. 23
jugs valued)
Products.
ings valued
Cae predikan
Products
1 26
189
252
31 192
4256
4
5315
6 378
** 7 441
$13213
5213276
533339
54/340.
$33465
56 3528
573591
320
384
448
91 576
593717
8] 504
9 567||58|3654
630
1 693|| 603786
12] 756
643843
819
6213 906
882
14
5° 3264
52 3328
5313392
5413456
513520
5613584
5213648
5813712
5913776
60, 840
61
62
62 4032
644096
64160
60 4224
6-14288
68 4352
60 44.6
3904
3968
si 945
16||COS
17
10640
11 704
12 768
413 832
14| 896
15.30
16|1024
I7 1088
181isa
102 6
2012 80
2111344
1315
1071
i 1134
63 3964
644032
654095
66|4158
6714221
68 4284
694347
7011410
71/4473
724536
73/+599
19197
20 • 260
21|132;
2: 1306
23
1449
24
221408
31 472
241'536
2 ||6oc
26 | 664
27/1728
25/1525
74/466.
75/4729
76.788
2610530
2711701
74+80
7?14544
72|4068
7314672
74/4736
7-14830
764864
77 4928
7814992
79 506
805120
8113184
82/5240
831 32
2811792
890
2016
211
332075
29.850
30 920
3198
3212040
3
32176
32240
30-304
37-,68
35/220g
30/2268
37|233.
281764 77 +851
25
1827
78/4914
3
791+977
31|1955
8 5 40
32
81510,
825 166
34
83 5229
8415292
89153551
8611418
3872394 815481
872541
891) 67
sc. 670
640
9 0733
4314709
9.796
44/277.
45/2833
94/1922
9, 1985
4712961
961048
483424 97
493087
9713174
8415370
8515440
86'5504
8715 560
8813632
382432
392496
464564
39/2457
4012520
4112583
4.1.646
4 12624
4: [2688
9; 5859
44 (
89 5696
90'5760
91) 824
925888
93 5952
94/6016
95
966144
97/6208
98|6272
4711
2810
4
288.
401-944
47 Jood
48 07:
49];13
461-892
silisel 95|12371
$${3206
996336
The Length or Value
the Length or Value
of any thing being
[65]
of any thing being
[66]
Products
things valued.
The bredth, or
Products.
things valued. I
The bredth, o
Products.
|fhings valued.
The breath, or
Products. To
2 132
things valued.
i he bredth or em to na
513366
523432
3) 198
4/ 260
6) 390
7 455
8 520
61/3965
62 4030
6314095
6514.22.5
66 4290
674355
6814420
130 ST3315
195
$213380
5313445
325 543510
S$13575
56 3640
5713705
585 5813770
10 650 59/3835
U 715
60 3900
12 786
131.875
141 910
151975
64 1160
161040
17 1105
18/1170
19|1235
201300
69 4485
21|1365 7014550
22/1430
714615
23/'495 72 4680
2411560
734745
26 1625
74 4810
26|1692
75/4875
27|1753 764940
28 1820 7715005
29/1885
781 5010
30 950 79 5135
392015
8015200
322080
8115265
33|2145
82 5330
34|2210
8315394
3914275 8415460
362340
8515525
371-405
86 5590
3812470
8715665
392535
8815720
8915787
9015830
42 4730 915914
4:12.95 92 5980
93|604
4:12925|| 9416110
4412990
9516175
4713055 966240
4813126 97/6305
49/3185 9816370
250 99/64351
264 53 3498
33011 543564
6 396155/3630
71 462 563696
8 528|| 573762
9 594 583828
10 660 593894
1726 6013960
12 7921614026
131 85862 4092
14 924 63/4158
10 990|64|4234
161056|65|4290
17 1122
664356
1811881624422
912541|68|4488
20 13206914554
211386 70 4620
22 1452|714686
23/151311 7214752
201584734818
2416501744884
261716|| 75 4950
2711782 765016
28 1848 77 5082
291914 1785148
30 1980|| 795214
3012046|| 80/5280
32211218115346
332178|| 82/5412
34|2244|| 835478
302310|| 84/5544
302376835610
37 4,2 86 5676
3$ 1,508|| 87.5742
39:574 88.5808
40 2640 89.5874
492706 90 5940
42 2772/ 916006
43|2338) 92,6072
44|29041 936138
451-970 946204
473036
956270
4: 13.102 966336
97 6402
49/32341 986468
5c13scol 996<34|
40/2600
411266
44 2860
4813168
The Length or
Value The Length or Value
Jthings valued.
The bredth, or am
Products.
things valued.
Thc bredtn, un
Products.
Ithings valued.
The bredth, or at
Products.
hiugs valued.)
Thc bredth, or
Products.
41 268
3/
4272
5 340
6 408
476
61 402
333604
54,3672
55 3740
503808
612
680
10
59/4012
1020
352380|845712
of any thing being of any thing being
(67)
[68]
134|| 5913417
13611 51 3468
31 201
52 3484
20411 523536
533551
3604
51 335|| 54 3618
49211 553685
459|| $63752
8 536|| 5713819 8)
544||5213876
9 603 5813886
583944
196701 59/39531
11 737|| 60 4020 u 748 60 4680
12 804|61|4087 121 816 | 614148
131 871) 6241541 13
884/162/42 16
141 9381|634221 141 9521|634284
151005644288
64/4352
16/1072) 6514355 1610881 65 4420
17 1139|| 66/4422
17!
115666 4488
1811206|67|4489 18 1224674556
191273) 68 4556
191292
684624
201340|| 6914623 20 1360 | 69 4692
21|1407
21,1428|| 70 4760
22|1474 | 7114757 2 2 1496 714828
23|154'|| 724824 23156411 724896
24 1608 7314891
24 1632 | 734964
25|1675 74/4958 251700/74/5032
261742 || 7515025 261768|1755100
27 1809|| 76.5092
28 1876 | 775159 281904||77|5236
29943|| 785 226 29|1972 || 785 304
30/2010|| 795293
795372
312077|| 8c5360 3112108|| 805440
32/2 144|| 8 1 5 427 32/2176815508
33/2211 | 82 5494
33/2244| 82 5576
34 127 8|| 835561 34/23!2 83 5647
35 2345|| 84,5628
362412 855695
362448|| 853780
37.2479|| 865762
37 2516|| 86.5848
382540 8715829
38|2584|| 87b916
39|2613|| 8815896
39/2652|| 88 5984
40,2680|| 89 5963
49,2720
896052
412747 9060301 412788|| 906120
916097 42 2.856|| 915188
43 2924|| 926256
44 2948|| 93.6231
44,2992 | 936324
4513015|| 946298
4613082|93636
946392
46 3128|| 956460
47 3149)| 9616432
473196|| 966523
4813216 | 97/6499 48 3 264|| 97,0556
49 3283|| 9816566 493332|| 986664
704690
27 1836
765168
30/2040
vis
422814
43/2881)
926164
45 3060
503350|| 99166331
503490|1996732
things valued.
The bredth,ort am
Products.
thinos valued.
Inc breath, uni
Products
things valued)
(ne bredth, or a
Products,
-hinge valued
Che bredta, ori
Products.
2 138
3 210
4) 280
61 414
61 +270
62
63 +410
64 +480
65.550
200
The Length or Value The Length or Value
of any thing being of any thing being
[641
(70)
53519
2140
513570
3 207 523588
52 3640
4 276 533657
5313710
5 345 5413726 5 350
54 3780
553795
6
420
5513850
7 483
563864 7 490
563920
81
552 573933 81 360
5713990
91 621 58 4002
91 630
5814060
10 69
59|4071
10 700
591+1 30
11 759
6014145 H1 770
21 828
61 +209
12 840
13 897
62/+278
131 910 +340
141 96663+347 14) 980
IS1035
6414716
131059
16 1104
65 +48) 161120
17 0173
66 4554
17 0190
661,620
181242
67 432, 18126
67 +690
191130
68 4692 1911330
68 4760
2011380 69 4764
201400
694830
21|1449
704830
21 1470
7 +900
221518
714899
29115401
7°+970
231587 | 724968 23/1610 7215-40
24 1656
735037 2411680 73 5110
25|1725
2511750
74/5180
73 5175
26 1820 795250
27/1863 765 2441 27 1820
70 1320
775313 23/1960 775390
29/2001
785382 29 2030| | 785460
302070
302100 7915530
312139 815520 3!2170
80 5600
322208 8115589
322240
811,670
332277
82136381 3312310 82|5740
3412346 8915727)
34123 801 8319879
3512415
84 5796
35124 50
8415830
36|2484 | 855855 362520
8515959
3712553|| 859934 3712590
8616020
38 2622 | 8716203 38/2660
8716090
3912691 8816072
39|2730
886169
402760 891014 40/2800
896239
4112829|| 906210
412870 906300
422898
9116279
42294 9116370
43|2967
4313010 926449
4430369316417 4413080
45131051
4531591
4613220
95/6650
4713243
966624
47 3290
966720
9713693
4813.360
97 6790
49/3381
4913430 98/6860
1345cl 991583
sool 1 99
74 5106
26 1794
2811932
79345
9210348
9316510
94/6580
946486
463174
9510355
4813312
95158311 sel350|| 996934
Ee 2
I dre Length or Value The Length or Value
of any thing being of any thing being
17:]
1721
*
..
|things valued.
The bredth, or Nm
Products.
chines valued,
The bredth, or
Products.
things valued
Products.
things valued.
he bredth, or
Products
31 213
.
SC
9 648
TO
11 781
12
131 923
19/1349
220
211491
725112
2511775
142
3713621
52 3692
284) 5313763
355154 3834
426 55 3905
497
563976
$681 57 4047
632 584118
716! 59 4189
60 4260
12] 852 61 4331
6214402
994
63 4473
5|106 | 64 4544
161136654615
171207 66 4686
18 1278 | 674757
68.4828
1420
694899
7014974
221 562|715041
231633
24|1704 73 5183
7415234
261846 | 75 5325
7615396
28 1988 | 17 5467
29|2059' | 78553
302190
372201
8015680
322272 8115751
33 2343
825822
34/2414
8315893
352485||
84/5964
3612536|| 8316035
37 2627
866106
38(2698|| 876177
39 2769|| 88 6248
402840|| 8916319
41|2911
90 6390
42 2982 | 91 6461
43/3053
9216532
443124|| 936603
4513195|| 9416674
4613 266 | 9516745
47/3337|| 9668 16
481340B|| 97/6887
49/3479|| 98 6958
144513672
216|| 52 3744
288533816
s 360 543888
6 432
432|553960
504| 56 4032
8 576|| 57 4104
584176
10 720|| 594248
792 | 604320
8640 61
4392
13 93662/4 164
1008||634536
14
1080|| 64.4608
161152|65|4680
17
1234|| 65 4752
1296|| 67 4824
1368|| 68 4896
20 1440|| 694968
Lil1512|| 70 5040
221584|| 715112
1656 | 72 5184
2011728 73 52 56
1800 | 74 5328
1872 | 75 5400
27|1944) 75472
2812036 72 5544
2912088 78 5616
B012150 79/5688
312232896760
322304814832
331
2376 82 5904
34/24481 83 5976
3512520846048
362692|| 85/6720
3712664 866192
38/2736 87 6264
$912808 886336
40 2880 | 89:6408
4129521 | 906480
42 3024||
916552
4313096926624
44.3168|| 93 6696
4513240 | 94 6768
461312 956840
47 3384|
96 6912
48 3456 | 97 6984
49 3528 | 98 7056
26
27['1917
795609
50.35 got 99 7029
50 2600 99 2128
The Length or Value
The Length or Valve
of any thing being
[93]
of any thing being
[74]
The
Things valued.
bredtbar
things valued
The bredth, or
Products. N
PIHA Sðurua
Products
tthings valued.
The bredth, ori
Products.
148503774
146
34 219
292
51/3723
52 3796
52 3848
53/3922
33/5860
54/3942
55/4019
5614088
57/416.
9) 657
6 438
7 S11
81 584
657 5814234
10 730 59.4307
11 803 6034384
12 876
61 4453
13) 949
6214526
634599
1095||644677
17 !241 66,4818
18:314 674891
19 +387 68:4964
1022
16 1168 | 64743
20
1460
201533|1705110
69 5037
7045183
22|1606
5256
24|1752
23/167972
25
$(1825
7315329
74 5402
75 5475
79,5767
26 1898
27/1977|1765548
28|2044 27 562
292117781569
302190
312263 87 5840
32133689593
3314409
34-482876059
3512555
3612628||| 896205
372901|||86|6278
3812774||$7109351
39|2847|8816424
40|2920 8919
412993|190
016570
$ 370
370|| 54/3996
444 55|4070
8
56/4144
592574218
9
666
58|4292
10 740 59|4366
11 8141604440
12 8886114914
13 962624588
141036163|4662
151110|644736
161184|654810
17 158 166/4884
18133211644958
glt 406 4-695032
zo 1480|4|6g|5106
21155414 70 5180
22162814715254
237021725328
24179011735402
| 25(1850|174 5476
26|19241475 $550
27|19981765624
28209210275698
29 21491148 5772
3022201 179|5846
12294|| 80 5920
322368|| 81 5994
332442826068
34 2516||836142
3512590| |-8416216
362664|| 8 6290
37127381|866364
3812812|| 8416438
39/2886|| 85/6512
402960||896986
4130341 | 906660
423108
916734
433182
44325| 9316882
453339|| 9416956
46340411 967030
4734981|1967 104
483552|10977478
49/3626| 1.987252
593700 | 9917326
825986
8316132
841
16497
42|3066
4331399716,89
443212|9368621
9176643
9216716
926808
93
16862
453285| 1 94
46/3358 195
6935
47 34311 96
48|3504|| 97
49/3577|987154
Sol3650 1 99172271
96 7008
9z|708
!
The Length or Valueſ
The Length or Value
of any thing being
[75]
of any thing being
[76]
things valued
Products
things valued.
The bredth, or
Products.
things valued.
Products.
Ithings valued.)
Products.
The bredth, or a meno no
3) 228
513876
52,3952
53'4028
380
574332
74 5624
2 150|| 51 3825
2 152
225|| 52 3900
300|| 53 3975 4 304
51
375|| 54 4050
54 4104
6 450||554125 456|| 554180
7525|| 56 4200 7532
56,4256
18] 600|| 574275
8 608
0 9 675|| $84359 91 684|| 58,4408
10 750|| 59 4425 Iq760
59 4484
11 825| 6014500 11| 836
60 4560
12 goo|| 61 4 575 12 912|| 61 4636
13 975|| 62 4650 13 988 62 4712
14 1059|63|4725 141064|| 63 4788
151125|| 64 4800 15|1149|64 4864
16 1200|| 65 4875 161216|| 654940
171275 | 66 49 50 17,1292 66,5016
18350|| 675025 181368 67 5092
197425|| 68 5100 19.1444 | 685168
20|1500|| 69 5775 20 152069 5244
21 1575 | 705250 213596 | 705320
22 1650 | 71 5325 22 1672705396
23/1725 | 72 5400 23.1748|| 72 5472
24 1800
7315475
241824 73 5548
251875|| 74 5550 25 1900
26 1950|| 75 5625 26 5 1976 | 75 5700
27 2025|| 76 5700 27 2052 76 9776
28 2100|| 77 5775 282128 | 77 5852
292175|| 785859 | 29.2204
78 5928
302250|| 7915925
31|2325|| 806000
31 2356
32 2400|| 816075
322432|| 816136
332475|| 826150 33'2503|| 82,6232
34 2550|| 8316225 342584 | 83 6308
352625|84|6300 352660|| 84 6384
- 36 2700|| 8516375
36 2736|| 85 6460
3712775|| 8616450 37 2812|| 866 536
238|2850|| 87 65251 38 2888||8, 6612
39 2925|| 88/6600
392964|| 88 6688
40 3000|| 89/6675)
40 3040|| 89 6764
413075|| 90/6750 41 3116|| 906840
423150|| 976825 42 3192 | 916916
43 3225|| 92/6900 433268|| 92 6992
44 3300|| 93 6975 44|3344|| 93 7068
45/3375|| 9417050
45/3420|| 94 7144
46 3450|| 9517125 46 3496|| 95 7220
47 3525 | 96 7200 4713572 || 967296
48 3600|| 97.727 48 3648|| 97 7372
4913675|| 98 7359 49'3724|| 98 7448
.
302280
796004
80 6080
50 3750|| 99 7425| 503800|| 99 7524
The Length or Value The Length or Value
of any thing being of any thing being
[77]
[78]
Ithings value 01
Products,
things valued,
The dredtha, ut
Products.
thinos valued.
ne bredth, 01
Products,
The bredth, or
Produs.
534081
21:5454/3927
3
231
52 4004
4
308
$ 385|| 54/4158
6 462 | 55 +235
7 539 564312
81 616 | 57 4389
693|| 58/4466
10 770
59/4543
| 847 | 6c|4620
12 924 61 4697
31 234
4 372
5 390
6
7 546
468
9 693
156 5' 3978
52|4056
5314134
5414212
5514290
5614368
8 624 57 4446
5814524
10 780 5914602
11858160 4680
12 9366114758
13 1014
14 1092
151117064/4992
1612481 | 6515970
9702
624774
131001
6214836
63 4914
66 5148
17/132666
6815304
18|140416715226
191482
201567695382
211638
7015460
22 1716
7*15538
23 1794 72 5616
241872 | 735694
251 1950 | 74 5772
75 5850
76 5928
2821841 77 6006
2912262|7816084
302340 79 6162
31124181 | 8016240
32/2496|| 81163 18
332574|| 826396
14 1078|634851
IS115| 64 4928
161232
6515005
17/1309
665082
18138667 5159
191463 | 68 5236
20154069/5313
211617||70390
22/1694 1715167
23/1771
72 5544
24 184811735621
26 1925 | 74/5698
26/2002 755775
27/2079 765852
28|2156 | 77 5929
292233 | 7816006
302310 7916083
31/2387806160
32 2464 816237
332541
34 2618||83|6391
35269584/6468
3€ 2772|856545
37/2849866622
38|2926 | 876699
39 3003
8816776
40308089 6853
4:3157 906930
42 3234 917007
42331) 927084
44/33881 | 9317161
45 346 | 947238
4613542 9517315
47 3610
48/3696
97 7469
49/3773 9817546
50 385 | 997623
26 2028
2712106
8216314
34/2652
35 2730
362808
37/2886
8316474
8415552
8516630
8616708
8716786
88 6864
896942
38/2964
39|3942
403120
4113198
9017020
42|3276
9117098
43 3354
92|7176
44/3432 93|7254
453510
9417332
46/3589
9517410
47136669617483
48 3744|| 9717566
98/7644
50l39001 9917722
9617392
49 3822
he Length or Value
The Length or Value
3
of any thing being
(79)
of any thing being
[80]
things
The bredth, or nm
Produ&is.
things valued.
The bredth, or
Products,
things valued
Products.
things valued.
The bredth, ari
Products
2
524108
I58 51 4029
31 237
41 376
534187
SI 395|| 544266
61 474 554345
7
553 | 564424
633 57'4503
9717 5814582
10 79059 4661
11 869|604740
12 948 614819
13 1027
62 4898
141106|| 63 4977
1511185|| 64 5056
16 1264655135
1711343|| 66/5214
18|1422 67 5293
19|1501|685372
201580|| 69 5451
201659
221738
795530
715609
23|1817|| 72/5688
24|1896 735767
251975|! 745846
262054|| 7 5 5925
27 2133|| 7616004
28 2212|| 2716083
2912291||78|6162
3012370|| 796241
3112449|| 806320
322528816399
3312607|| 82 6478
34/2686836557
35 276 5|| 846636
36/2844|| 856715
37/2923
38 3002|| 87 6873
39/3081|| 886952
4013160|| 89.7031
413239|| 9017110
42 3318 917189
43 3397
44/3476 | 93)7347
45 3555|| 9417426
4613634|| 9517505
47/3713|| 96.7584
48 3792 | 9717663
987742
160|| 514080
3240||$2,4160
320|| 53 4240
5l 4c0 54 4320
6480|| 554400
7560 56 4480
8 640 57 4560
9 729) 38,4640
10 800 59 4720
1 880|| 60 4800
12 960 61 4880
13 1040 62 4960
141120635010
1511200|| 64 5129
16/1280|| 65 5200
17 1360 | 66,5280
181440 67 5360
19 520|| 68 5440
20 1600|| 69 5520
211680|| 705600
22 1760 71 5680
231840|| 725760
24 1920|| 73,5840
25|2000|| 74 5910
262080 | 75 6000
27/2160 76, 6080
28 2240|| 77/6160
292320 78,6240
302400|| 7916320
312480 80 6400
322560|| 81 6480
33/2640|| 826 560
34/2729 83/6640
351
512800|| 84/6720
36 2880|| 856800
37/2960|| 866880
38 3040 8716960
39 3120 88 7040
40 3200 8917120
41 32809017200
42 3360, 91,7280
43 3440|| 92 7360
443520193,7440
866794
92 7268
45 3600
94 7520
45,3680
95'7600
47 3760)
957689
49/3871
48,3840|| 97/7760
49,3920 98 7840
5013950|1.9917821
50 4000 | 99.7920
The Length or Value
The Length or Value
of any thing beiog
(811
of any thing being
(821
things valued,
Products.
thing, y luede
fiebre ting
Products.
Products,
things 'valued
Products. .
hings valued
Iue Dreuti), or, a no
i
4 3241
6 492
9738
10 820
6149411
2 164
S14182
3) 246
52 +264
41 328
531+346
51 410 5+/+*28
55+510
561592
7 5741
8] 6561 571467+
584756
59.7838
11 903
60+920
12 984
6115002
62 5084
631; 165
645248
161312
69 5330
1711594
665412
8|1476
671549+
68 5575
201640
6915638
21 1721 75740
2211804
715822
7215904
645023
13 1066
141148
196558
Ig 1539
201,620
201701
22/1782
231853
231886
241968
7315985
74 6068
162
514131
3
31 243 524216
4
531429)
51 405
541437
648515514455
7 5675614136
$1648|| 574517
9] 729 | 38 4698
810 5914779
1 890 604866
12972
13.1053
1410134
6lsio
645 18
161296655254
17137766 5 346
1841458
67 $427
685 508
6515589
70 5670
7115751
72 583
24/1944
7355913
2512025
74.5994
2012106
756075
27/2187|| 766156
28/226811 776237
29|2345|| 786318
3012430
795399
312511
846480
322592|| 816361
3312673
826642
3412754
836723
351:835|| 846804
362916|| 856885
372992
855966
383078
877047
391315$
8817 1 28
40132468917205
413321
90/7290
42/3402
91737)
433483
92|7452
44 3564 931753,
45/3643
94 7614
4613726 9512695
473807
9012776
4813888
49/3969 911938
sel405c 95 bougl
252050
26213?
272214
28 2296
29 2378!
302450
312542
75 61 5o
766232
7716314
785396
79|6478
8c6560
8116542
826724
8316806
84 6898
356979
8617052
8717134
8817216
89 7238
332706
34/2788
15/2370
3612952
37034
383016
393198
403280
413,62
9017380
4233444 9117462
927 544
4413608
9317526
453690
9417708
46 377-|| 917750
473854
96.7872
48139;61 9717954
491401898,8035
504108) 99,8118
The Length or Valu
The Length or Value
of any thing icing
[83]
of any thing being
(84)
things valued.
Products
things valued.)
Products.
things cathed: 1
Products.
things valued.
Products
6 498
584872
695124
62 5208
6616544
18|1494
6815712
705810
715893
72 5976
74/6142
2 166
514233
3249
52 4316
4332
534399
5 415
54 4432
55/4565
7581 56 4648
8 66457 4731
9747
5814814
10830
594897
11 913
60 4980
12 996
615063
13 1079
62/5146
1411162
635229
I5|1245
64 5312
1613281 65 5395
17 1411
66 5478
67 5561
19 1577
68 5644
2011660
69 5727
21|0743
22 1826
23 1909
24 1992 736059
232075
26 2158
272241
766308
776391
29 2407 786474
30|2490
79|6557
3 12573
80|6640
322656 8116723
332799
8216806
3412822
8316889
352905 8416972
362988 877055
37/3071
86/7138
38/31541 877221
39/3237
4013320 8917387
4113403 9017470
42 3486 907553
433569 927636
4413652 || 93 7719
4513735
463818 951788
47 3901 96 2968
48,3984|| 97805!
75/6226
2) 168
5114284
3 252
524368
41 336
5314452
5) 4.20 544536
650455.4620
7 588 564704
8672
57 4788
9) 756
10 840
59.4956
U 924 60 5040
1210o8
13 1092
141176 | 63 5292
15/1260
64/5376
161344 | 655460
17/1428
18/1512675628
19 1596
20|1680
695796
211764 705880
22 1848 71 5964
23/1932 | 7216048
24 2016 | 736132
25/2100
746216
26/218
7 56300
27|2268|| 766384
28|2352776468
2912436
3012520|| 796636
302604|| 806720
32 2688 816804
332772
826888
34/2856836972
35/2940|1 847056
363024|| 8517140
37/3108|| 867224
38 3192 87 7308
39/3276887392
403360 897476
41 3444: 907560
423528 917644
43/3612) 92 7728
44/36961 937812
453780 947896
463864 9517980
47 3948 968054
484032 978148
28 2324
786552
8817304
94/7802
49 4067|| 98 8134
504150|| gol82171
49/4116 988232
$0|4200998716)
The Length or Value The Length or Value
of any thing being of any thing being
[85]
1861
things valued.
The breath,orma
Products.se
things valued.
The bredth, or
Products.
things valued
Produced
tthings valued.
The bredth, or]
Products,
53/4558
21701
51/433
31 255
$21425
53/4505
$4/4590
55/4675
5614760
57/4845
9 765
706020
72/6120
7416290
340
425
6 510
7 595
8 680
58/4930
Jo 850
$915015
11 935
60 5100
12 1020 615185
13/1IOS
62 5270
14/119063 5355
I5 1275 64 5440
161360 | 6515525
17144
66 5610
18)15306715695
19/1615 | 6815780
201700 | 695865
211785
7015950
221870|716035
23/195$
42040|73|6205
25 2125
26 2210
7516375
27|2295
766460
28 2380 | 776545
29124657816630
30 2550 | 79/6715
372635 80/6800)
322720 81168851
33|2805| | 826970
34/2890837055
35129751 847140
362060187225
37 3 145|| 867310
38 32301 871739
39|3315 8817480
40|3400|89|7 565
413485| | 997650
42 3570 | 9117735
43 3655) | 92
7820
44 37401 193 7905
45|3825|| 9417990
46 3910|| 9518075
147 3995 | 968160
48|4080
4914165|| 988330
50142501 | 9913415!
2 1721 5114386
3 25$||52|4472
4 344
$1 4301 5414644
61 516 5514739
602 564816
81 688
57/1992
91 774
58/4988
10 860
$95074
11 946| | 60 5160
12/1032615246
1311181625332
141204 | 63 54.18
151290645504
161376655590
171462 | 66,676
181548016715762
19/163468|5848
2017206915934
21/1806
22 1892|716106
23|1978|| 72/6192
24420641735278
252159746364
26 2236 7516450
27|2322766536
28 24081776622
29/2494786708
302580791794
31|2666 | 806880
32 2752 | 816966
332838|827052
34 2924||83|7138
353010
84/7224
36130961 847310
37/3182 86; 396
3813268 8717482
39/33541 88/7568
403490 8917654
413526
907740
433698| 92-912
44 3784 9317998
45387 94.8084
46 3956 958170
47 4042 96,82 56
484128 9718342
49.4214|| 98,8428
504300 | 99,8514
423612
917826
978245
l'he Length: or Value The Length or Value
of any thing being of any thing being
[87)
[88]
The
thinga valued.
Products.
things vained,
Products.
thinos valued /
Products,
things valued.
The bredih, ur
Produs.
54:785
1311131
62 5456
6315544
1
1711479
665308
70 bogo
72 6264
174 437
261
3
52524
348 53
51 436 52/4698
522
56 +872
8 696 57 1959
978311 58 5046
10 870 59/5133
n957|| 60 5220
12 1044
615307
625394
14/1218
63/5481
I!305165568
1392
64,655
66|1742
11566 | 67 5829
19/1653 68 1916
20 174
69 6003
21 182770
22 1914
716177
23/2001
24 2088 736351
25217511746438
26/22 62 7516:25
27 2349
766612
28/143677 6699
29/25231 785786
3026107916873
31 2697 806960
3212784847047
3312871 | 827134
34 295883/7221
35/3045
84/7308
36 3:32
8:17395
37 32 19 | 8612482
38]33061 877; 69
39/3393|| 88 7656
403480 | 89 7743
41|1567
9017830
42 3654 91 7917
4°374
92 8004
44/3828|| 93 8091
4 13915
46'4002
47 4089
96 8352
48,4176 978439
2176|1 5114488
2641 | 52 14576
352 53 1664
440 94,47:2
5281554840
616 5614928
8704 5715016
9 792 5815104
id 883
59. 5192
11 963, 6015280
210566115368
121441
141232
11320 | 6415632
161408 165 5720
17 1496
1$ 1584|| 6715896
191672|68|984
20176069 6072
21|1848 7016160
22 1936||706248
23 2024 | 7216336
24/2012 | 73 5424
2312200
74 6512
262288 7516600
2712376 766688
281246477 6776
2912552 78 6864
3026407916952
3112728
32 281681117128
332904
82 72 16
34/2992
35/308
36/3168 8517480
37 3256) 8617568
38 3344|| 8717656
39343218817744
40352089178 32
41 3608 | 9017920
91 8008
43/3784. I 92/8096
44/3872 | 93 3184
45 3960 | 948272
46.4048
95 8360
47 4136 | 9618448
434224 | 9713536
8017040
8317304
8417392
42 3696
94 8178
95 8265
49 4263 988526
50 43:01 99 8613
4914312 9818624
50144)51 998712
ih
things valaqd:)
The bredth, or
Produd's.
things valued.
The bredth, or
Products.
The bredth, or a
Products,
things valued.
The bredth, or
Products.
3 267
81 712
60 5400
615429
686052
696141
34 3060 | 837470
The Length or Value The Length or Value
of any thing being of any thing being
[89]
[90]
178 594539
180| 5'4590
2671 52 4628
270|| 52 4680
356 $3,4717 4 36053'4770
$ 445|| 54 4806 450 | 54 4860
554895
5401 55 4950
623564984 630 56,5040
57 5073
720 5715130
801 58,516
8101 58 5220
10 890 | 59 525!
10 900' 59.5310
1979
605340 1990
12/1068
121080 | 61 5490
13 1152
62 5518
13017062 5580
14/1246 | 635607 14 1260 | 63,5670
151335 | 6415696 151350 64 5760
16/1424|| 65/5785 161440, 65,5850
171513665874
171530' 66
5940
18 1602 6715963
181620 | 67 6c30
19/1697
19/1710|| 68 6120
20 1780
20/1800) 69 6210
21/1869 | 706230
21 1890 70 6300
22/19581 716319 22 19801 71 6390
2320471 | 72,6408
232070 | 72 6480
24/21361 236497 24 2160 73,6570
252225
746586 252250 74 6660
262314|| 7516675 26,2340 | 75 6750
27 2403|j 766764 272430, 76,6840
28,2492 | 2716853 28 2520 | 776930
29 2581 786942 2926101 787029
302670|| 797031 30 2700 | 79 7119
3127 59|| 807120 312790 80 7200
34/2848|| 8112209 32 28808117290
332937 || 827298 33 2970 | 82 7389
34 3026|| 837387
35.3115|| 847476
353150 8417560
36 3204|| 857565 36 3240 | 8517650
37 3293|| 86,7654 37 3330 | 86/7740
38 3382|| 87 7743 38 3420|| 87 7830
39 3471||
887832 39 3510 | 887920
4013563|| 89'7921 40 3600!| 89 3010
413649|||90|8010 41 3690 | gc|3100
42 3738|| 978099 42 3780|| 91,8190
433827|| 92 8188 43 38701 928286
44/3916|| 93 8277 44 3960|| 93 8370
45.4005|| 94/8366 454050|| 94 8460
46 4094|| 958455 46 41401 95 8350
47 4183|| 968544 47.4230|| 96,8640
48,4273|| 97 8633 48,4320|| 97 8730
49. 4361|| 98 8722 49'4410|| 98,8820
50. 44 50! 99,8810 SO 4500|| 99/8910
2
I be Length or Values The Length or Value
of any thing being of any thing being
191)
[92]
ni
things valued.
The bredth, or d m
Products, ſo
things valued.
The bredth, or
Products.
things valued.
Products. No
The bredthor
Products.
514692
3] 276 524784
41 368
53,4876
5 460 54 4968
552 55 5060
764415515152
SI
736 5715244
91 828
585336
59 5428
60 5460
10 920
11 1012
12 1 104
61
60 5520
61 5614
6215704
63/5796
16147
242208
736716
182
5714643
273|| 52 14732
36411 53,4823
51 455 1 54 4914
6 54611 5515005
7
637|| 56 50961
8 728 57 3187
9819|| 58 5278
10 910 | 59 5369
111001
12 1092 15551
131183 62 5642
141274 635733
15136511 6415824
16145665 5915
1547 || 66,6006
18 1638
538 67/6097
19 1729|| 68 6188
20 1820|| 696279
21 1911
7016370
22 2002) 716461
23209311 7216552
24 2 184|73|6643
252275|1 7416734
26'2366|| 75 6825
27 245z|| 7616916
28 2 548,1 77 7007
29 2639|| 78 7098
3e 27301 79/7189
31282 1|| 897280
322912|| 8117371
33 3003|| 8217462
34 3094|| 8317553
35'3185|| 8417644
36 3276|| 8517735
37 3367|| 867826
3813458 8717947
39/3549|| 88/8008
4036401 89/8099
41 3731|| 908 190
42 3822|| 9118281
43/3913|| 9218372
44 4004|| 93 8163
45/4095/1 948554
46/4186|| 95 8645
47 4277|| 96 8736
48,4368|| 978827
4914459 98 8918
3. 1196
14, 1288
15 13801 | 6415888
6515980
171564 | 666072
18365616716164
191 7481 6816256
2011840||69|6348
211937|17016440
22 2024|| 7116532
232116
726624
2512300|| 74,6808
26j2392|| 756900
27, 248476,6992
282576|| 77 7084
29.2668781717
30,2760|| 79/2268
372852|| 8017360
32 2944|| 81 7451
333036|| 827544
34 3128 | 83 7636
353220847728
36 33121 8517820
37/3404|| 86 7912
38 3496|| 87 8004
39/3588 | 88 8096
403680|| 89 8188
473772|| 908280
42|3864|| 91 8372
43/3956|| 928464
44|4048|| 93 8556
454140|| 94 8648
46 42 32 | 93 8740
4714324|| 96 8832
48,44 6 97 8924
49 4508|| 98 9016
50 4551|| 99 9009
50 4600|| 99 9108
The Length or Value
of any thing being
(94)
Ithings valued.
Products.
Thc predth, or -
Products.
'things valued.
The bredth, or a on
Products.
thiugs valued.
Thc bredth, or
Products
52 4888
54 9076
465|| 545022
The Length or Value
of any thing being
(931
2
31 279|| $24836
41 372
372 534929
6558
5581 5515115
7 651 555208
575301
9.837 585394
10930
59'5487
101023 605580
1211166115673
131209
625766
14:3026315859
151395|| 64/5952
101488|6346045
17 1581|| 666138
181674|| 676231
1911767|68|63241
20118606916417
201953|| 705510
22 20.467 16603
23/21391 726596
24/2232) 736789
252325|| 746882
262418) 756975
272500|| 767058
28/1654|| 77 7161
292697|| 787254
3927901 79 7347
3.72883|| 807440
322976 817533
33 3069|| 827626
343162 | 8377191
353255|| 8478121
3633481 87905
37|344867998
383534187,8 91
393627) 888184
403720 | 898277
413813|| 908370
4239061 908.163
433999|| 928556
44/4092
93 8649
45 4185||
948742
46'4278|| 958835
4743711 958928
48 4454|| 97 9021
49455 9819614
10:46 gol 999207)
188
ST4794
3
282
4 376|| 53 4983
S1470
656485170
7 658 565264
8) 7521 57'5358
9 8461 58 5452
10 940 995946
T1034 | 60°5640
12 128|61|5734
131222 62/5 828
14'1316635912
IS1410 | 64,6016
1611504656110
171598 | 65,6204
18 1692 676298
19 1786 | 68,6392
20 188069 6486
201974 70 6980
22 2068 71 6674
23 2162 72,6768
24 2256|736862
2523501 | 7416936
26 2444/1757050
27 253811 767144
28/263211 777238
292726 1 787332
302820
| 797426
31 2914)| 80179 20
32 3008 8:7614
33 3102 | 82.7708
34 3196|83178=2
353:90|| 8417896
363384|| 8 517990
37 34781 868084
383572 8718178
39/3665, 888272
40 3760|| 898 366
413854938464
423948 | 908374
43|4042 928648
44,4136 9318742
434230|| 94.88;6
464324 | 958930
47 4418
96 9024
4814512
49 4606 989112
9o 4700, 99 9306
97 9118
The Length or Value
(The Length cr Val,
of any thing being
[95]
of any thing being
[96]
shings valued.)
Products,
things valued,
Products.
things valued.
rne brear, or, a
thfngs valued. I
The bredth, or
Products.
2190
190|| 51'4845
28511 52 4949
41 3801 53 5035
| 475
475|| 54 5130
570|| 55 5225
7 66556 5320
760|| 57 5415
9 855|| 58 5510
10 9501 59 5605
60 5760
11 10451
12 1140
11
60 5700
61 5795
62 5890
16|1520
13|1235
14:330|| 63.5985
151425|| 64,6080
6516175
17 1615)| 66 6270
18110
67,6365
19 1805|| 68 6460
201900|| 69
696555
21/1995 | 7016650
222090 716745
2321851.72 6340
24/22807316935
2512375 | 7417030
26.2470 | 757 125
27125651 767220
28 2660 | 7717315
292755 | 78,7410
202850 | 79 7505
31 2945
80 7600
32 3040|| 81 7695
33 3135|| 82 7790
34/32 30 || 837385
353325|| 8417980
36 3420||
85,8075
37 3515 | 86,8170
38 36100 | 87.8265
39 3705
88 8360
403800 l-89,8455
413895 | 908550
42 3990 91 86450
434085 92 8740
44 4180 | 938335
454275 | 948930
46.4370 | 95.9025
47|4465|| 969120
48.4560|| 979215
49 4655|| 98 9310
1921| 51|4896
28811 52/4992
4 334 335088
48011 54 5184
0 576 55 5280
672|| 505376
768|| 57 5472
864585568
10 960|| 59.5664
1056
12/1152 6115856
13 1248|| 62 5952
14 1344 | 63'6048
15|1440 64 6144
161536 | 656240
17 1632 666336
181728|| 67 6432
19/1824|| 636528
29 1920|| 696624
21 2016| 706720
222112|| 716816
23
2208|| 726912
24/2304|| 737008
25/2400 747104
26249611 7517200
2712592 767296
28(2688|| 77 7392
292784!| 787488
30:2880 7917 584
31/2976 1807680
3213472 8117776
33/3168 827872
34 3264 837968
3513360 848064
3613456|| 8518160
37 3552 868256
38 3648|| 87 8352
3913744
40 3840|| 89'8544
41 3936 908640
424032918736
434128 92 8832
44'4124 | 93.8928
454320 1 94 9024
46 4416 | 959120
47 4512
969216
48 4608 | 979312
49 4701 98948
888448
So 4750
99'940
900 500
9o 48co
The Length or Value
of any thing being
[98]
Ithings valued.
The bredth,or om
-hings valued.
Thc bredto, or
Products.
Ithings valued.
Products.
hings valued.
Thc bredtb,or
Products
3) 291
52 5096
و33 راز 3
7 685
505488
9
161
363782
The Length or Value
of any thing being
(97)
21 194|| 5' 4947
$25044
4 3881|53|5141
485 545238
6 582
7 679 555432
8 7765715529
9 9 873 9815625
10 9701 59157231
11 1067|| 6015820
121164|| 615917
131261) 626014
141358|| 636111
1511455646208
161552656305
17 1649665402
18174667/6499
1911843|| 6816595
2019406916693
21/2037| 706790
2221341 7116887
232234|| 7216984
24 232811 7317081
2524297417173
26252217517275
272619|7617372
28,2716| 77 7469
2928131 78 7866
30 29101 797053
313007 807750
323104|| 817857
3313201|| 827954
343298|| 838051
353395|| 848148
363492|| 85.8245
3735891 868342
403880 | 89 8633
41 3977|| 908730
424074|| 978827
4341719218924
93 9021
454365 | 949118
464462959215
474559|| 969312
48 465697 9409
49 475 3|| 989 506
504850l99196031
2 196 | 51 4998
3 294
4 3921153519+
54901 54.5292
6588 555399
8 7841 575586
882|1585684
10 0801 52 5782
II 1078 | 6013880
12 1176 | 61 5978
13.1274|| 62/6076
14,1372|636174
151470|| 646272
19681656370
17'1666666468
18 17641 676560
19 186268,6664
20 19601696762
21 20581706860
222156 21 6958
2322541 727056
24235211 737154
252450747292
26 2548|| 757350
27 2646757448
28,2744|| 77 7846
29'2842787644
30 2940797742
31 3038|| 807840
323136817938
33,3234) 828036
34'3333|| 83,8134
35 3430 84 8232
363528|| 858330
37'3620|| 868428
38 3724|| 878526
393822|| 888614
40,39201 898722
414018|908820
424116918918
4342141 929016
44,4312|939114
454410 | 949212
46450811 9519310
474606 969408
484704|| 97 9506
49 4802 98 9604
50 49001 99 9702
878439
:
444268
Gg
The Length or Value of any thing being
Things valued.
The Breadth or
Products. a
The Breadth, or
Products
Things valued.
The Breadth,or
Products.
Things valued.
The Breadth, or
Products.
2
76 17524
28 2772
79 7722
80 7920
81 180191
1 287
(99)
198
27 1673 1 51 5049
3 297
52 514 77 17623
4 395 29 2871/ 53 5247
5 495 30 2970 54 53401 79 782 1
6
594 31 3069| 55 5445
7 693 32 316811 56 5544
8 792 | 33 32671 57 5643 82 18:18
34 3366|| 58 5742 83 8217
990 35 34651 59 5841 84 8316
Il 1089 36 35641 60 5940
85 8415
12 1188 37 3663
87 8613
14 1386 39 3861 | 63 6237
15 1485 40 396064 5336 89 8811
16 1584
41 4099
So 8910
17 1683 42 4158 66 6534|190 900g
18 (1782, 43 4257
67 6633
92 9108
19 1881 44 43561 68 6732 93 9207
25 1989 || 45 44551 69 6831 94 9306
21 2079 46 4554|| 70 693 | 95 9405
22 2178 47 4653|| 707029
96 9504
23 2277 48 4752 72 7128 97 9603
24 237649 4851|| 73 7227
98 9702
25 2475 | 50 4950 74 7326
75 17425
891
to
61 6039
62 6138
86 8514
362
88 8712
65
6435
99 9801
26 12574
>quercet.
Square
Parphas.
Perches.
Square 8
51 8160
2 288
3 432 1,7438
156 80041
A Square or Superfi A Square or Superfi-
ial Foot, being Inches cial Acre, being ſquare
quare. [4441 Poles. [160
734.41
2] 320
3) 4301 152 8320
4/ 576 153 7532
41 640153 8480
572911541 7776
5
800 54 8640
6 8641 sl 7920
96055) 8800
2 1120 36 8960
811521 152 8208
81280 57 9120
91296118 8352
91440 1 58 9230
10 14401 | 3490
JO1600 591 9440
101584/1608640
111760601 9600
121728161 8754
12 1920 61 9760
13 1872 182 8928
13 208062 9920
14 2016163 9072
14/224016310080
121601 1641 93161
152400 164 10240
102304 og 9360
16 2560 65 10100
17 2448 66 9504
17127201 66 10560
182 592 671 9648
1828801 67 10720
1927361609792
1930106810380
202880 1691 9936
2013200 16911040
2130241 7010086
213360 7411200
22131681 17110224
22152017111360
233312 7210368
23 3680 | 7211520
24/345617310512
24/1840|17311680
2513600 17410636
251000|| 74 040
26 3744|75|1080
26 + 60 75 12000
37 3888176 10944
27 1320 7612160
28|1032) 1774 1088
28143017712320
29[4176781232
29 1640 78 12480
304320||79|11376 30 4800|79 12640
3144641 81520
31/49608012300
32 460818!11004
32 112081112960
331475282111808
33 $230|82|13120
344896 83 11952
34544983113280
35 5040 84/12096
3515600 184113440
30184/85122401 3615760185 13600
37 5328 86 123841
37159208613760
305472 871 2528
3816080187 13920
3915616 8812672
196240|88|14080
4015760 89 128 16,
40640039 14240
415904) soft2960
416,64|190 14400
42 604 93104 426720914560
43 61029213148 43 588|199 14720
44 6336 933392 447040119|14880
450480 94|13536] 4517209|94|15040
466624 936804017360 19515200
47 6768] 961 3824
47 7:20 19615360
476912971 3968 48680 97 15520
4917056) 98114112
501720 | 9914256
4978409815680
$$oool 991-840
The Gallon of Winel (The Gallon of Ale or
being Inches folid. Beer being ſolid Inch.
(231)
[ 282]
Gal ons.
Solid Inches.
Gollone,
Solid Inches.
Gallons.
jolid Inches, inos
Gallon
Solid Inches,
2
15615246
462 || 571178
564'15114382
3
69352 12012
3
846 52114664
41 924||5312243
4 1128 15314946
5 1155 | 54 12474 1410 5415228
6 1386551270 16925515510
7 1657,612936
7! 19741 156 15792
El 1848743167
8 22565716074
9 20795313398
2538|158 16356
IC 2310 | 59 13629
1 2820 159 16638
1 254! | 6013860
1 3102160116920
12 277216114091
12) 3384116117202
13) 3003|162 14322
13) 366662 17484
14 3234 5344553
14 3948|6347766
3465644734
3696 116.5015
| 423064 18048
14512 6518330
3927
4158 157 15477
17 4794) 6618012
18 50766718894
19 43896815708
191 535816819176
20 4620 695939 20 5640 6919458
21 4851 170 16170
211 592217019740
22 5082 ||
716401
22 62041 7220022
23 53137216632
23 64861172 20304
24 5544 1173 16863
26768117320586
2 57751174/17.94
26 6006|17517325
7050 7420868
26 7334|17521150
27 6237 ||7617556
7761417621432
28 6468|177 17787
278967721714
29 6699 178 18018
29 8178|78|21996
30 6930117918249
3846017922278
3716180118480
38742180/22360
32) 7392|81|18711
321 9024|18122842
33 7623||82 18942
331 93068223124
34 785483-9173
14 95888323406
34 8085,8419404
34 9870|8123688
36 8316 185/19635
34101521135123970
37 8547 3619866
137 10434/18624252
38] 877887/20097 13€ 10716 8724534
399009 88203281 3910998 8824816
401 9240 89/20559 4 112808923098
411 9471 90 207904011562 9025380
42 9702 9021021
4211844 9125662
43) 9933 92/21252 4:12126 9225944
44 10164 93 21483
4412408) 93 26226
4010395 | 94121714
412690 94 26 508
4€ 1062695|21945
4412972 9526790
47/10857 96/22176
47 132541 9627072
48111088 | 97 22407 4813536 97 27354
49|11319) 98)22638
49'3818) 9827636
0.11550 90/22869 5 14100 9927918]
The Square of the
The Solid root being
Gauge Point for a
Wine-Gallon. (294)
Inches ſolid.
[1728]
lo
의
​Gallons,
Dividends. Woo
Gallons.
Dividends.
Solid Feet, m+
Solid Inches. -
Solid Feet.
Solid Inches.
88128
22
23
58815114994 21 34561|s
882 152 15288
3 5184 52 89856
1176|153 15582 41 6912 531 91584
5 1470 54115876 8640541 93312
6 1764 155 16170 610368 55 95040
7
20581156 16464
7 12096 56 96768
81 235257 16758 813824 57 98496
91 264615817052
91555258100224
10 294059117346 10*72801 59 101952
Il 3234) 60117040 11 19008 60103680
12) 352861117934
12 20736 61105408
13 382262 18228
13 22464 62107136
14 411663 18542
14 2419263108864
15 4410|64 18816
15 25920 64 110592
16 4704|6519110 1627648 65112320
19 499$||66 1940.4 1729376 66114048
18 529267 19698
18 31104/67115776
19 5586 63 19992
19 328 321 68117504
20) 5880|169 20286
20 3456069119232
6174170120580
21 36288 70 120960
64687120874
22138016 70122688
6762172 21168
123 39744 72 124416
24 7056117327462
24/41472173126144
251 7350174/21756
25 43200 74127872
261 76441 75 22050
26449281175129600
271 738 176 22344 27 4665676131328
28) 8232177/22638 28 4838477"33056
29 8526|7822932
29 50112178 134784
30
8820
79|23226 30151840 179 136512
31 911418023520
325356880438240
321 94088123814
3255296 81,139968
33 9702182 24108
33 $7024 82 141696
34.
) 9996|83|24.462 341587531183143424
35|10290184/24696
35
60480 84 145152
361058485|24990
3662208 85 146880
37 108788625284
37/63936 86 148608
38/19172|18725578 38.65664 87|156336
39 11466/88 25872 3967392 88152064
401176089.26166 4069220 89153792
4112054 90 26460 40170848 90 155520
42 123489126754 42572576 91 157248
43 12642 92 27048
43 74304||92 158976
44.12936 9327342 44176032 93160704
4513230 94/27636 145177760 194 162432
4613524, 951279301 146 79488 95164160
47113818| 196 282241 147 81216 96 165888
48|14112) 197 2851848 82944 97 1676 16
49 14406|198'28812 49 84672 98 169344
sol14700 99 29106
99 29106 Iso 86400 199 171072
( 230 )
CHAP. II.
The Uſe of the Table last foregoing ; i In
Multiplication. 2. In Dividon, 3. In
Reduction. 4: In Merchandizing.
5. In Meaſuring any Superficies; as
Board, Glaſs, Wainſcot, Plaſtering,
Painting, Tiling, Flosring, Land, &c.
or in Gauging any kind of Vefjelor Cak;
or meaſuring Solids, or Stone, Timber,
&c, and cafting up Dimenſions taken in
Feet and inches, to give the Anfuer in
Fcet, Yards, Squares, Perches, &c.
I. The Uſe of the Table in Multiplica-
tion.
Example 1.] Dmit it were required to multiply
A
81 by 53 ; look at the Top of
the Table under [The Length or Value of any
thing) for 53, and caſting your Eye downward
in the Column of [ Breadth or
2 Numbers con- Things Valued) you will find 81;
fifing of 2 Pla- right againſt which, under [Pro.
ces each.
du87s] you will find 4293, which
is the Anſwer.
Example 2. ] If you would find the Product of
any 2 Numbers, with Cyphers to one or both,
work for the ſignificant Figures as before, and add
the Cyphers to the Product. Thus the Produa
of 53000 by 81, is (adding the 3 Cyphers to the
Product of 53 by 81) 4293000 ; or the Product of
5300 by 8100, is 42930000.
Example 3.] From the two foregoing Exam.
ples it
may eaſily be gathered, that any two
Numbers may be multiplied together, tho' they ex.
ceed thoſe actually mentioned in the Table: As
Suppoſe you would find the Pro.
See my Mer
chant's
Maga- which, divide the Number gi-
duct of 3159 by 95; to perform
zine, Edit. 8.
When one or both
ven into 2 or 3 Parts, as here
the
Numbers exceed the Table you will find that the
3100 and 59; by
2 Places, vid.
Product of 3100 (or 31) by 95
3d and 4th Ex-
ample,
(as by the 2d Exam-
ple) is
294500
And the Product of 59 by 95 is
5605
the Sum of which (by the 1, 2, Eu-?
-} 300105
clid's Element.) is the Anſwers
Example 4.] Or if the Figures, both in the
Multiplicand or Multiplier exceed thoſe in 3159 into
Tablethe
,
The Uſe of the table in Diviſion. 231
Table, the Work may be performed thas :
If 3159 is to be multiplied
by 957, the Product of
2790000
3.100 (as in the 2d Exam.
ple) by goo, is
Alſo the Product of 31000,
by 57, is
And the Product of 59. by
57 ( by the firſt Example
3363
s} 176700 Add
18
And the Product of 59 by
53100
900, is
}
} 3023163
The Sum of which is the
true Anſwer,
And thus may any two Numbers, tho never lo
large, be multiplied together, only by Addition,
with the Help of the foregoing Table, dividing
ſuch large Numbers given into {uch Numbers as
are contained in the Table, obſerving the first and
ſecond Example, and placing Units under Units,
Tens under Tens, &c. of the ſeveral Products,
as in the laſt Example, and having regard to the
Places of the Numbers you would have multiplied
together, in order to the right placing of ſuch Pro-
duets.
$ II. The Uſe of the Table in Diviſion.
Example 1.) When one Number is required to
be divided by another, look for the Dividend in
the Column of Products, an
To divide a Sum for the Diviſor at the Top, and
that can be found the Quotient is found to the
in the Column of Left-hand of ſuch Dividend
Products,
under (Breadtb or Tbings valu.
ed;] to if 4559 were to be di-
vided into 47 equal Parts, look at the upper end
of the Table for 47, and under that for 4559,
right againſt which, towards the Left-hand, you
will fod 97, which is the Quotient,
Example 2.] To divide a
To divide one ibat greater or other Number than
is greater than any what is exprefled in the Ta.
in the Table, bles: As ſuppoſe it were re-
quired to divide 4559654 by
85 ; look for 85 your Divifor at the top of the Tax
ble, and underneath that Number, in the Column
of Products, ſeek for the 4 first Places of your Di-
vidend towards the Left-hand, which is 45593 and
tho' you cannot find it exactly, yet you will find
4505 to be next to it leſs than it, againſt which,
in the Column under [ Breadth or Things valued]
you will find 53, which put in the Quotient,
or any where by itſelf and deducting the 4505
frons
remained) you might then have brought all the
232 The Uſe of the Table in Diviſion.
from the 4559, the Remainder is 54, to which
bring down the two next Figures in the Divi-
dend or Number to be divided, which is 65; then
look under your faid Diviſor 85, in the ſaid Co-
lumn of Products for 5465, and you will find
5440 to be next to it, against which is 64 to.
ward the left Hand, which put toward the
right Hand of the 53 aforeſaid, and deduct the
5440 from 5465, and the Remainder is 25 ; to
which bring down the laſt Figure, or that in the
Unit's Place of the Number given to be divided,
and then look in the Column of Products for
254, and you will find 170, againſt whieh, under
your ſaid Divifor 85, you will find (2) which
put to the right Hand of your Quotient, viz.
of the ſaid 5364, and deduct the ſaid 170 from
254, and the Remainder
is 84.; ſo that 4559654 85)4559654(53642
being divided by 85, 4505
the Quotient is 53642;
which is a large Sum,
5465
and done much ſooner
5440
than by the common
way of Diviſion, and
without the Trouble of
170
Multiplication. See the
Example in the Mar-
84 remains.
gent : And for the Rea.
ſon of this Rule, fee my Merchant's Magazine,
Edit. 8.
But Note, that if nothing had remaincd after
deducting the ſaid 4505 ( or had but one Figure
Remainder of the Dividend down, and ſo pro-
ceeded ; but two Places of Figures remaining,
viz, 54, if you had brought to that the 654, you
would have had five Places of Figures to have
fought for in the Table, which is one Place more
than can be found there, for the moft part.
Note alſo, That the firft of
A Rule to know the two Figures (toward the
the true Quoti- right Hand) firſt put in the
ent, when Cypbers Quotient muſt always poſſeſs
fall in the Middle the ſame Place in the Quotiekt
tbereof.
as that Figure does in the Dia
vidend, which you firſt fub.
stract from, as in the laſt Example, 3. in the
Quotient muſt
be in thouſands 85)4505654(53007 Quotient.
Place, becauſe 5 4505
(the first Figure
you make Sub-
0654
Atraction from )
595
in the Dividend
is in that Place,
59 remains,
and, tderefore
9407
;}
The
® which
Tbe Uſe of the Table in Reduction. 233
to make the 3 in the thouſands Place of the Quo-
tient, I place the 2 Cyphers between the 5 and
the 7. See the Example in the Margent.
$ III. Reduction by the Table.
Example. 1.]
47 : 13 : IL
Pounds, If you
would
Sbill.and reduce Pounds
Pence re. Shillings, and
Add
duced in- Pence Sterling 3
to Pence. into Pence, as
1.
471. 135, IId.
953 Shill. in 47 : 13
under 20, and againſt 47,
13 Shillings; then by Ex- 11400)
ample the
3
and 4 of the
36
Add
Uſe in Multiplication,
950 by 12, produceth
214000; to which add the
11447 Pence Anſw.
Product of 3 by 12, and
alſo uid. and the Sum is the Anſwer. See the
Work in the Margent.
Example 2,] If C. q.
C. q. Ib.
Hundreds, you would reduce
47: I: 16
Quarters, Avoirdupois wt.
& Pounds, by the Table, as
reduc'd in- 47 C. 19. 16 lb. 189
to Pounds. into Pounds, look 28
at the Top of the
Table for 47, and againſt 4
5040)
252 Add
add your
quarter of a hundred,
16f
and the Sum is 189 Quarters,
becauſe 4 Quarters is i C.
53081. Anſ.
then multiply 18g by 28 (as
by the 3 and 4, or laft Example foregoing) and
adding the 16/b. the Sum is 5303 lb. for Anſwer.
But this queſtion may be fooneft relolved by mul-
tiplying 47 by 112, and adding the 1g. (or 28 lb.)
and the 16, thus
4
Aphorter
Add
47 by 110 is $170 lb.
47 by 2 is 94 lb.
28 lb.
16 lb.
5308 Sum or Anſwer.
Example
234 The Uſe of the Table in Redaktion.
84
..
9360
Sum
Example 3.] If
Prinds, Oxm- you would re-
lb, oz. pw. gr.
es Pen. wors. duce Troy-wt. as 84.11: 19:33
and Grains into Giains :
reduced into Multiply the84
Grains, by 12, adding
ICOS
the 11, and the
Add
Sum is 1019 Ounces; then
multiplying 1019 by 20,
1019 Ounces,
the Penny-weights in an
Ounce, adding the 19 Penny- 20000
weights, the Sum is 20359
380 Add
Penny-weights, which muito
tiplying by 24, adding the 23 30399 pert, weight.
Grains, the Sum is 489599
Grains for Anſwer
3
480coo
20000, by 24) is 480300,
390 by 24, produceth, (per
Add
216
one Table) 9360, and 9 by
489599 Grains,
Example 4. ] If you would re.
Reduction of duce Liquid Meaſure, viz. Tuns,
Liquid Hogſheads, and Gallons into Galo
Mafure. lons &c as 32 Tun, 3 bbds 42
Gall. into Gallons ; look at the
Top of the Fable for 4, the
Hogſheads in a Tun, and Tun, hhds. Galk
againſt 32 you will find 128; 32 : 3 - 42
to which add the 3 liogſ-
1287
isigi Hogſheads. Then by
the 3d and 4th Examples of
[the Uſe of Multiplication)
look at the Head of the Ta.
63
ble for 13, viz. multiply 19530)
131 by 63, and the Product, 63 Add
adding the 42 Gallons given,
is 19635 Gallons for An- 19635 Gallons.
fwer.
23
14, 216,
131 Hogheads.
Example 5. ] If you would
Gallons reduced reduce Ale Gallons into Solid
into Solid In Inches, you have a particular
cbcsi
Column for this ; as ſuppołe
you would know how many ſo-
lid Inches are in 64 Ale-Gallons ; look at the
Top of the Table, ( at the latter Énd ) for 282
Inches in an Ale-Gallon, and againſt 64, in
the Column of Gallons, you have 1048, the
folid Inches fought. The ſame may be done for
reducing Wine-Gallons into folid Inches, by the
Column of Wine-Gallons of 231 Inches in the
Gallon,
Example
Ibe Uſe of the Table in Rodadion. 235
..
Example 6.) If you would re-
Solid Feet re.
duce Fcet folid into Inches folid,
duced into fo- as 85 Feet into Inches folid, look
lid Inobes, at the top of the Table for 2728,
and in the Column of folid Feet,
againſt 85, you will find 146880 folid Inches the
Anſwer.
Example 76 If you would re-
Square Feet in. duce Land-Meaſure, as 53 Acres
to Square In. into Perchos, look at the top of
ches, and Acres the Table for 160, the ſquare
into Percbes. Perches in an Acre, and under-
neath, againſt 53 Acres, you
thall find 8480 ſquare Perches. In the ſame
manner you may reduce ſquare Feet into ſquare
Inches by the Column 144, the Inches in one
{quare, flat, or fuperficial Foot.
Example 8.] If
you
would re-
Solid Inches reo duce folid Inches into Feet, or
duced into Feet into Ale or Wine-Gallons, or
er Gallons, Per. Perches into Acres, &c. that is
cbes iato Acres, done by Divifion; as to reverſe
&e.
the last foregoing Examples
Ia 8480 ſquare Perches, you will
find B Acres by looking under 160 in the Co-
lumn of Square Perches for 8480, right againk
which you will find 53 Acres ; or (as in the 6th
Example) you will find (in 146880 folid Inches
in the Colomn of folid Lnches) under 1728 in the
Column or folid Keet 85, which are the Feet in
146880 folid Inches, and as in the 5th Exam-
ple you will find under 282 Alands (in the Co.
lumn of folid Iaches,) 18048, right againſt which,
in the Column of Gallons, is 64 Gallons of Ale
in choſe Inches for Anſwer And ſo of any other
thing, which they, who underſtand any thing of
the Nature of Reduction, will eaſily know how,
by the Table laſt foregaing, to reduce any thing
from a lower to a higber, or from a higher to a
lower Denomination or Name: But for the fake
of ſuch as do not underftand the Nature of Re-
duction, I have been ſo large and particular in the
preceding Examples.
Example 9.] To reduce Pençe
Pence reduced into Pounds, as 23774 Pence. You
into Pounds. may do this at one View by the
Column under 24, cutting off U-
nits place of the Number of the Pence given; 10 4
in the Units place being cut off, the remaining
Figures are 2377, against which for the next
Number leſs in the Column of Products under
24) is 99, the Pounds required ; and deduding
2376 (the Number found in the Table) from
the 2377, the remainder is y, and the
As before, is 14 (the I remaining of the 7 in Tens
Hh
place
cur off
236 The Uſe of the Tab. in Merchandizing.
place muſt therefore be a Ten) ſo the Anſwer is
99 l. Is. 2 d.
Example 10. ] If you would
Shillings re reduce Shillings into Pounds, as
duced into
57647 Shillings. In the Column
Pounds.
under 20 (the Shill. in a Pound)
you will find by the Rules in Di-
viſion by the Table, 28821. 7 s. cod. as per
Example following.
20) 57647 (2882
560
1647
1640
7 remains.
§ IV. The Uſe of the Table in Mer-
chandizing
Example 1.) If the Price of a
The Price of Unit of any Commodity exceed
Wine, &c. 21. the Value of any Number of
caft up by the Units of ſuch Price, may be beſt
Iable. found by the 20 Table ; as 13
Pipes of Wine at 371. per Pipe
will coſt 4811. which is found by looking at the
top of the Table for the Price-37, and under-
neath, in the Column of Products, againſt 13, is
4811, the Anſwer.
Example 2.] What coft 87 Pieces
Cloth. of Cloth at 17 l. 10 s. per Piece ?
The 17 l, being found at the Top of
the Table, in the Column of Products, under it
you will find (againſt the 87) 1479 A to which
add half of 87 for the lo s. and the Sum is
1522 1. 10 s. oo d. the Anſwer,
But note, that where there are Shillings above
the Pounds in the Price of a Unit of any thing,
then the beſt way is to work as in the ift Exam-
ple laſt foregoing for the Pounds in the given Price,
and by the firſt Table for the Shillings, as is
taught in the Uſe of that Table.
Example 3.) To find the Tare
To make Al of any Commodity at any rate
lowance for per hundred by the Table laft
Tare by belp foregoing.
of the Table,
Ib.
Note, That i quarter of a hundred is 28
2 quarter is
--56
3 is.
84
Suppoſe you would find the
the
89C.
any Commodity, 16
at
per 112 being to be deducted for Tare, and 4 16.
3. quarters is 12 lb. Tare, which deduét from
of 8629 by 26 is 133,; which is the Allowance for
The Uſe of the Tab. ix Merchandizing. 237
at 104 for Tret; to do this the ſhorteſt way by
help of the laſt Table.
1. Deduct 161. Tare out of the 112, and the
remainder is 96; which look for at the top of the
Table, and againſt 8g, the Hundreds given, you
will find 8544; which is the luttle Pounds in 89 C.
2. Conſider that the Tare of C. being 16 lb.
that of 1 quarter is 4, and confequently that of
the
3 quarters, or 84 lb, and the remainder is '72 lb.
ſuttle; ſo by the fame Rule the Tare of the 15 lb.
is 2 (not regarding the 1 Pound above the half
quarter of a hundred) for if the Tare of 1 quarter
is 4. lb. that of 14 lb, muſt be 2, which deduct
from 15, and there refteth 13.
3. Add the 8544, 72, and the 13 together,
and the Sum is Pounds futtle 8629.
4. Becauſe the Tret of 107. lb. is 4,
Tret. therefore I Pound is the Tret of 26 16.
futtle; ſo that if you look in the Co.
lumn of Products under 26, you will find by the
Rules for Diviſion by the Table, that the Quotient
Tret, and being deducted from the 8629 lb. ſuttle,
the Remainder is 8298 lb, net. See the whole
Work in the Margent.
Note. That
Wbat Tare the weight of C. g. lb.
and Tret is. any Commo. 86: 3:15
dity with its 961
Caſk, Bag,
-C
&c. is called r$ 544 lb. futele in 89
Groſs weight. Add 2 lb. ſuttle in o: 3
The weight 1315. ſuttle in o: 0:15
of the Com-
modity with 26)8629 lb. futtle in all.
out the Caſk,
Bag, &c. is
(331 lb. Tret deduct.
called Suttle.
49
weight; and 26 lb. 8298 reft Net.
the weight of
the Commo
23 remains.
dity without
the Caſk, Bag, or other thing in which it is put,
and without the Droſs, Daft, or other things of
that nature which is mixed with the
modity, is called Net or Neat weight; so that
The Caſk or other thing that contains a Com-
modity is the Tare.
The Duſt, Droſs, or other impure Subſtance,
with which a Commodity is mixed, is called
Tret.
But where no Allowance is made for Tret, the
Commodity without the thing which contains it,
is called Net, and the Weight
of it Net-weight,
Example
9.16.
858
:
pure Conn.
238 Tbe Uſe of the Tab in Merchandizing.
Example 4.] This Table is al-
Ufe in cafling ſo uſeful in cafting up Bills of Ex-
up Bills of Ex. change'; as if you would know
#bange. how many Pounds Sterling are
in 1500 Rixdollars at 54 d. Ster-
ling per Dollar: By the Table, if you multiply
54 by 15, and add the two Cyphers to the Pro-
duct, you will find it 81000 d. which reduce at
once into Pounds, by the gth Example of the Ufe
of the Table in Reduction, and you will find the
Anſwer 3371. To so cod. Sterling.
But, Note, That this and the like Queftions
may be done ſomething ſooner by the firft Table,
if you reduce the Rate of Exchange, as in the latt
Queſtion, 54 d. into Shillings and Pence, as 4 s.
6 d. which looking for at the top of the Table,
you will find againſt rooo ftand 225 t. and againft
500 is 1121. 101, the Sum of which is 337/.
30s. ood, as before.
Example 5:) This Table is far-
In calling up
ther uſeful in cafting up the Com-
Commiſion miffion-Money, or Proviſion due
Money. to a Factor at any Rate per cent.
As fuppofe you would find what
the Commiſſion of 38431. 175. 6 d. comes to
at 2 and a half (or 2 l. 105.) per Cent. Con-
ſider that 21. 103. is one 40th part of 100 h
therefore take one 40th of the given Number :
Thus, in the Column under 40, you will find
3840 in the Column of Products, againſt which
jo 96, which is the Pounds in the Anſwer, and
31. remains, which (by Reduction) is 60s, and
the 17 s. makes 77-5, a fortieth of which is 1 s.
and 37 remains, which is (with the 6 d. in the
Sum given) 450 d. one fortieth of which (by the
Table) under 40 is 11 d. and 10 d. remains, or
forty Barthings, the 40th of which is 1 Farthing;
this is ſo plain that any one may underſtand it.
See the Work.
1.
d.
40) 3843 : 17:6
3840 (961.
3 17 : 6 remains 2 Multiply and
20
add the 174
776. (1s.
40
40)
37 s. 6 d. remains
}
Multiply and
add the 6 d.
450 (11
440
10 d. remains, or 40 Earthings, one
fortieth of which is i Farthing; fo the Anſwer
is 961. is. 11 d. 18.
Thus
The Uſe of the Tab. in Merchandizing. 239
Sum of Money, as the Intereſt of 472 1. 12. 10 d.
Thas bave I inſerted the Work at length, and
done it by the Table; but it may be done with
fewer Figures by fuch
as underttand Multiplication
and the Rules of Practice, thus,
Note, That
Apporter
if you would
I. d.
know what * of 3143 : 17:6
the Commií.
-1
fion of any Sum amounts to 961. 15. 11 d. Anſ.
at 2 per Cent, you may
divide by 50 inſtead of 40; or, as in the last Way,
take the fifth Part of the given Number, cutting
off Units Place, as here you took a fourth of
384, which is 961, and 3 remained, or to so
which with the 17 makes 77 (which may be
done in your Mind) I fourth of which is (cutting
off Units Place, as before) i and 37 s, remains,
or 444 d. to which adding the 6 d. makes 450 d.
a fourth of which (except Units Place) is 11 d.
and iod, remains, or forty Farthings, a fourth
of which, except Units Place, is I, and nothing
remains.
Or if the Commiſſion is to be computed at 3
per Cent. divide the given Sum by 40, as you did
in the Example of 21. 105. per Cent and di-
vide the Quotient, or 4th Part, by 5, and add
that sth Part to the 40th Part, and you have the
Anſwer; or, as in the laft Method, take a 4th
Part (cutting off Units Place, as is taught be
fore) and to that 4th add a fifth of-itſelf. Thus
the Commiſſion of 47647, 105, 10 d. is 1421,
188. 8 d. 19.
I.
For the 40th of 4764 : 10 : 10
119 2 : 3
: 3 : 1
a sth of which is 23 · 16:51
The Sum of which is 142 : 18 : 8
If the Commiſſion-Money, is computed at 4
per Cent, work as for 2 per Cent, and put the An.
ſwer down twice; or if it is $ per Cent, take a
coth of the given Number; all which Queſtions
might ſooner be done by ſuch as underſtand Deci-
mals well, but I have chiefly thewed how it may
be performed by the Table by ſuch as underſtand
but little of Arithmetick,
Example 6.) You may likewiſe
Uſe in ac by this Table ( much after the
ftions of ir fame Manner of working Quez
tereft. ſtions in the laſt Example) find
the intereſt or Diſcount of any
...we
d. 9.
:
for 6 Months, at 6 per Cent. per Annum, is 14 h
35, 64, 39
wo
This
240 The Uſe of the Tab. in Merchandizing.
IZ S, IO
$.
of which is 14 s. and there
28:07 : 1: 3
. of Dif-
This is found by dividing the given Number
by 20, ſuppoſing it 5 per cent. (becauſe 5 is I
twentieth Part of 100) ſo under 20 you will find
in the Column of Products 460, againſt which
ſtands 23, and the 469 taken from 472, there
refts 12 l. or 240 s. and the 12 s. given, makes
252, againſt the next leſs to 252, viz. 240 in
the Column under 20 you will find 12, which is
12 So then deducting 240 from 252, there reſts
12 s. or 144d. and the 10 d. given, makes
154 d. the next Number to which, in the Table
under 20, is 140, againſt which ſtands 7,
which
is 7 d. and 140 being taken from 154, there
refts 14 d. or 56 Farthings, againſt the next leſs
Number to which, viz. againſt 40 in the Co.
lumn aforeſaid, is 2, which
is 2 Farthings ; lo
231. 12 s. 7 d. 29. a fifth Part of which is 4.1.
1
145. 6 d. 19: for a fifth Part of 234. is 4.1.,
and 31. remains, or 60 s, which, with the 12 s.
reſteth 2 s. or 24 d. and the 7 d. is 31 d, a fifth
of which is 6, and id. remains, which, with
the 2 Farthings makes 6 Farthings; a fifth of
which is i Farthing, or 41. 14 s. 6 d. 19. the Sum
of which is 28 l. 75, id. 39. the Intereſt of
472 l. 125.
1.
d.
9.
10 d. for 1
472 • 12 : 10 at 6 per Ct,
Year, half
of which is
is 23 : 12 : 7 : 2 at 5.1,
the Inte- of that is 4 : 14 : 6 : 1 at 5l.
reft for fix
Months; as
theSum.
half of 2 is
*, half of 8 (of which is 14:03: 6:3 the Anf.
is 4, half
of 7 s. is 3 s. and is, or 12 d. over, half of which
is 6 d. and half the id. 39. is 3 Farthings. Se
the whole Work in the Margent; all which is
eaſily done without the Table by ſuch as under-
Atand Arithmetick,
If the Diſcount for 6 Months were required;
that is to ſay, if 4721, 125, 10 d. were paid
count were to be made of 6 per Cent, for prompt
Payment, you may do it near enough, by firſt
finding the Interest of 4721. 12 s, iod. for 6
Montńs, as before taught, and deducting out of
that Principal the Intereſt 141. 35. 6 d. 39. fo
the Remainder is 458 1. 9 s, 3d. 19. to be paid
preſently in lieu of the 472 1. 12 5. 10 d. 6 Months
Note, That if the Intereft for 3 Months were
fought for, you muſt take one 4th of the 281.
75. Id. 39. &c. See my large Table of In-
tereſt, publiked in June 97, or the Appendix hence.
chis
to
The Uſe of the Table in Reduction. 233
to make the 3 in the thouſands Place of the Quo*
tient, I place the 2 Cyphers between the sand
the 7. See the Example in the Margent.
S III. Redu&tion by the Table.
20
913}
}
Example. 1.]
47 : 13 : 11
Pounds,
If you would
Sbill.and reduce Pounds
Pence re- Shillings, and 940
Add
duced in- Pence Sterling 13
1. Pence. into Pence, as
1.
471. 13s. Ind. 953 Shill. in 47:13
under 20, and againſt 47, 12
is 940, to which add the
13 Shillings; then by Ex- 11400
ample the 3 and 4 of the 36 Add
Ulein Multiplication,
950 by 12, produceth
114000; to which add the 71447 Pence Anſw.
Product of 3 by 12, and
alſo uid. and the Sum is the Anſwer. See the
Work in the Margent.
3:03
11
28
KE
Example 2.) If C. 9. The
Hundreds, you would reduce
47 : 1 : 16
Quarters, Avoirdupois wt.
& Pounds, by the Table, as
redac'd in- 47 C. 19. 16 lb. 189
so Pounds, joto Pounds, look
at the Top of the
Table for 47, and againſt 4 5040)
you will find 188 ; to which 252 Add
add your quarter of a hundred, 16
and the Sum is 189 Quarters,
becauſe 4 Quarters is i C.
5308). Ant.
then multiply 189 by 28 (as
by the 3 and 4, or laſt Example foregoing) and
adding the 16/b, the Sum is 5308 lb, for Anſwer.
But this queſtion may be ſooneft reſolved by mul-
tiplying 47 by 112, and adding the 19. (or 28 lb.)
and the 16, thus;
47
A ſhorter
way.
47 by 110 i3-5170 lb.
94. 15.
Add
I gr.
28 lb,
16 lb.
112
47 by 2 is
5308 Sum or Anſwer.
Example
234 The Uſe of the Table in Reduction.
12
9360
216
14, 216.
Iaches 4 , and 64, in
Example 3.) If
Pounds, Oun- you would re-
lb, oz. pw. gr.
ces Pen, wis. duce Troy-wt. as 84.II: 19:23
and Grains ipto Gains ; 84
reduced into Multiply the84
Grains,
by 12, adding
ICOS
Add
Ilie 11, and the
Sum is 1org Ounces; then
multiplying TOT) by 20,
1019 Ounces.
the Peony-weights in
Ounce, adding the 19 Penny- 20000
weights, the Sum is 209 380 Add
Penby-weights, wlich mui. 10)
tiplying by 24, adding tn 23 20399 pen. weight.
Grains, the sun is 489599
Grains for Anlier ; viz.
20000, Wy 24, is 460000
480000
390 by 24, preluceth, ( per
Add
une Tabte 9360, and' g by
23
489599 Grains.
Example ?. ] If you would re.
Redition of duce Liquid Meaſure, viz. Tuns,
Liquid Hogtheads, and Galicns into Gal-
Meaſure.
lons c. as 32 Tun, 3 bbd's
Gal. into Gallons ; look at the
Top of the Table for the
Hogtheads a l'un, and Tun. Bhds. Gan.
againit 32 you will find 1.8; 32 = 3: 42
to which add the 3 Hugf-
beads
giver, and the Sum
is
Add
Ik 131
Hogtheads. Then by
3
the 3d and 4th Examples of
[the uſe of Multif lication 1
look at the Head of the Ta-
63
ble for 13, vix
viza multiply 195307
131 by 63, and the Product, 63 Add
adding the 42 Oallons given, 42
G19635 Gallons for Ad- 19635 Callons.
Iwer.
Example 5.) If you would
Gallons reduced reduce Ale Gallons into Solid
mito Solid In Inches, you have a particular
Column for this, as ſuppoſe
you would know how many lo-
lid Inches are in 64 Ale-Gallons ; look at the
Top of the Fable at the latter End ) for 28%
4
1233
131 Hogſheads.
be Column of Gallons, you have i{018, the
folid Inches fought. The ſame may be done for
reducing Wine-Gallons into folid In hes, by the
Column of Wine Callons of 231 Laches in the
The Uſe of the Table in Redu&tion. 235
146880 ,
Example 6.) If you would re-
Solid Feet re-
duce Feat folid into Laches (olid,
duced into fou as 85 Feet into Inches folid, look
at the top of the Table for 1728,
and in the Column of ſolid Feet,
againt 85, you will find 146880 folid Inches the
Antwer.
Example 7 ( If you would re-
Square Feet in. duce Land. Meafure, as 53 Acres
to Square In. into Perihos, look at the top of
cbes, and Acres the Table for 160, the ſquare
into Percbes. Perches in an Acre, and under-
neath, against 53 Acres, you
thall find 8480 ſquare Perches.
In the ſame
manner you may reduce ſquare Feet into ſquare
Inches by the Column 144, the Inches in one
{quare, flat, or fuperficial Foot.
Exampl. 8.) If you would re-
Solid Incbes re-
duce folid Inches into Feet, or
duced into Feet into Ale or Wine-Gallons, or
or Gallons, Per. Perches into Acres, &c, that is
cbes into Acres, done by Diviſion; as to reverſe
the 3 laſt foregoing Examples
In 8480 ſquare Perches, you will
find 53 Acres by looking under 160° in the Co-
lumn of ſquare Perches for $480, right againt
which you will find 53 Acres; or (as in the 6th
Example) you will find (in 146880 ſolid Inches
in the Column of ſolid Inches) under 1728 in the
Column of ſolid Feet 85, which are the Feet in
ple you will find under 282 ſlands (in the Con
lumn of ſolid Inches,) 18018, right againſt which,
in the Column of Gallons, is 64 Gallons of Ale
in thoſe Inches for Anſwer. And ſo of any other
thiog, which they, who underſtand any thing of
the Nature of Reduction, will eaſily know how,
by the Table laſt foregoing, to reduce any thing
from a lower to a higher, or from a higher to a
lower Denomination or Name; But for the fake
of ſuch as do not underſtand the Nature of Re.
duction, I have been ſo large and particular in the
Freceding Examples.
Example 9.) To reduce Pence
Pence reduced into Pounds, as 23774 Pence. You
into Pounds, may do this at one View by the
Column under 24, cutting off U.
nits place of the Number of the Pence given; fo 4
in the Units place being cut off, the remaining
Figures are 2377, againſt which (or the next
Number lefs in the Column of Products under
24) is
99, the Pounds required; and deducting
2376 (the Number found in the Table) from
the 2377, the remainder is 1, and the 4, cut off
* before, is 14 (the 1 remaining of the in TERS
Hh%
place
236 The Uſe of the Tab. in Merchandizing.
place muſt therefore be a Ten) ſo the Anſwer is
99 l. 18. 2 d.
Example 10.
) If you would
Sbillings re reduce Shillings into Pounds, as
duced into 57647 Shillings. In the Column
Pounds. under 20 (the Shill. in a Pound)
you will find by the Rules in Di.
vifion by the Table, 2882 1. 7 s. cod. as per
Example following.
20) 57647 (2882
560
1647
1640
7
remains.
§ IV. The Uſe of the Table in Mer-
chandizing
Example 1.) If the Price of a
The Price of Unit of any Commodity exceed
Wine, &c. 21. the Value of any Number of
caft up by the Units of ſuch Price, may be beft
Table.
found by the 2d Table ; as 13
Pipes of Wine at 37 l. per Pipe
will coſt 4811, which is found by looking at the
top of the Table for the Price37, and under-
neath, in the Column of Products, againſt 13, is
4811, the Anſwer.
Example 2.) What coft 87 Pieces
Cloth. of Cloth at 17 1. os. per Piece ?
The 171, being found at the Top of
the Table, in the Column of Products, under it
you will find (againſt the 87) 1479 1, to which
add half of 87 for the 10 s. and the Sum is
1522 1. 1os. ood, the Antwer.
But note, that where there are Shillings above
the Pounds in the Price of a Unit of any thing,
then the beſt way is to work as in the ift Exam-
ple laft foregoing for the Pounds in the given Price,
and by the firſt Table for the Shillings, as is
taught in the Uſe of that Table.
Example 3.) To find the Tare
To make Al of any Commodity at any rate
lowance for per hundred by the Table last
Tara by belt foregoing.
of the Table.
1b.
Note, That i quarter of a hundred is-
2 quarter is
56
3 is
ராத்
28
-84
:
Suppoſe you would find the Net Weight of
89 C. 39. 15 lb. Groſs of any Commodity; 16
P 112 being to be deducted for Tare, and 4 lb.
The Uſe of the Tab. in Merchandiring. 237
at 104 for Tret; to do this the thorteſt way by
help of the laſt Table.
i. Deduct 161. Tare out of the 112, and the
remainder is 96; which look for at the top of the
Table, and againſt 89, the Hundreds given, you
will find 8544, wbich is the futue Pounds in 89 G.
2. Conlider that the Tare of C. being 16 lb,
that of 1 quarter is 4, and conſequently that of
the 3 quarters is 12 lb. Tare, which deduct from
3 quarters, or 84. lb, and the remainder is 72 lb.
ſuttle; ſo by the ſame Rule the Tare of the 15th.
is 2 (not regarding the 1 Pound above the half
quarter of a hundred) for if the Tare of i quarter
is 4 lb. that of 14 lb. muſt be 2, which deduct
from 15, and there refteth 13.
3. Add the 8544, 72, and the 13 together,
and the Sum is Pounds luttle 8629.
4. Becauſe the Tret of 101 lb. is 4,
Tret. therefore 1 Pound is the Tret of 26 16.
ſuttle; ſo that if you look in the Co.
lumn of Products under 26, you will find by the
Rules for Diviſion by the Table, that the Quotient
of 8629 by 26 is 133, which is the Allowance for
Tret, and being deducted from the 8629 lb, futtle,
the Remainder is 8298 lb. net. See the whole
Work in the Margent.
Note. That
Wbat. Tare the weight of C. 1b,
and Tret is, any Commo- 8933:15
dity with its 96
Calk, Bag,
Ib.
&c. is called
88544 lb. futtle in 89
Groſs weight. Add 72 lb. ſuttle in o: 3
The weight
13 lb. ſuttle in o: 0:15
of the Com-
moditywith 26)8629 lb. futtle in all.
out the Caſk, 856
Bag, &c. is
(331 lb. Tret deduct,
called Suttle-
49
weight; and 26 lb. 8298 reft Net.
the weight of
the Commo.
dity without
the Caſk, Bag, or other thing in which it is pot,
and without the Droſs, Duſt, or other things of
that nature which is mixed with the pure Come
modiy, is alled Net or Neat weight; so that
The Caſk or other thing that contains a Com.
modity is the Tare.
The Duft, Droſs, or other impure Subſtance,
with which à Commodity is mixed, is called
Tret.
But where no Allowance is made for Tret, the
Commodity without the thing which contains it,
is called Net, and the Weight of it Net-weight.
Example
9.
C.
Add
23 remains.
138 The Uſe of the Tab, in Mercbandizing.
Example 4.) This Table is al-
Uſe in calling fo ueful in casting up Bills of Ex-
Bp Brits of Ex. change ; as if you would know
change. how many Pounds Srculing, are
in 1500 Rixdollars at 54 d. Ster.
Iing per Dollar: By the Table, if you multiply
$4 by 15, and add the two Cyphers to the Pro-
duet, you will find it 81000 d. which reduce at
once into Pounds, by the gth Exainple of the Ufe
of the Table in Reduction, and you will find the
Anſwer 3371. 10s. cod, Sterling.
But, Note, That this and the like Queſtions
may be done ſomething ſooner by the firt Table,
if you reduce the Rate of Exchange, as in the batt
Quettion, 54 d. into Shillings and Pence, as 46.
6 d. which looking for at the top of the Table,
you will find againſt 1000 ftand 225 l. and againſt
sco is 1121. 10 s. the Sum of which is 337 .
10 s. ood, as before.
Example 5.] This Table is far-
In cafting up
ther uſeful in cafting up the Com-
Commiffion miffion-Money, or Proviſion due
Money. to a Factor at any Rate jer Cent,
As fappofe you would find what
the Commillion of 38431. 175. 6 d. comes to
at 2 and a half (or 21. 10 s.) per Cent, Con.
fider that 21. 10 s, is one 40th part of 100 l,
therefore take one 40th of the given Number :
Thus, in the Column under 40, you will find
3840 in the Column of Products, againſt which
is 96, which is the Pounds in the Apſwer, and
31. remains, which (by Reduction) is 60s, and
the 17s, makes 77s, a fortieth of which is 1 s.
and 37 remains, which is (with the 6 d. in the
Sum given) 450 d. one fortieth of which (by the
Table) under 40 is 11 d. and 10 d. reinains, or
forty Farthings, the 4oth of which is a Farthing ;
this is ſo pltin that any one may underſtand it.
See the Work.
1.
40) 3843 : 17:6
3840 (961.
3 : 17 : 6 remains 7 Multiply and
add the 175.
77 (14.
S. d.
}
20
40)
}
37 s. 6 d. remains
Multiply and
add the 6 d.
40) 450 (11
440
30 d. remains, or 40 Farthings, one
fortieth of which is a Farthing ; so the Anſwer
is g64. Is iad, ag.
Thus
The Uliof the Tab. in Merchandizing. 239
Thos bave I inſerted the Work at length, and
done it by the Table; but it may be done with
fewer Figures by ſuch as underſtand Multiplication
and the Rules of Practice, thus,
Note, That
Afporter
if you would
1.
Way.
know what 4 of 3143 : 17
the Commir-
1
fion of any Sum amounts to $61. 15. 11d. Anſ.
at 2 per Cent, you may
divide by 50 inilead of 40; or, as in the laſt Way,
Like the Gifth Part of the given Number, cutting
off Units Place, as here you took a fourth of
384, which is 961. and 3 remained, or 6os.
which with the 17 makes 77 (which may be
dore in your Mind) I fourth of which is (cutting
off Units Place, as before) 1 and 37 s. remains,
of 444 d. to which adding the 6 d. make$ 450d.
a fourth of which (except Units Place) is 11¢.
and 10 d. remains, or forty Farthings, a fausch
of which, except Units Place, is 1, and nothing
remains.
Or if the Commiſſion is to be computed at 3
per Cant. divide the given Sum by 40, as you did
in the Example of 2 h 10 s. per Gent, and dia
vide the Quotient, or 4th Part, by 5, and add
that sth Part to the 40th Part, and you have the
Anſwer; or, as in the last Method, take a 4th
Part (cutting off Units Place, as is taught be.
fore) and to that 4th ard a fifth of itſelf, Thus
the 'Comunition of 47641. 10 s. 10 d. is 142 1.
18 s, 8 d. 29.
1.
d.
q
For the 40th of 4764 : 10 ; 10
119:
a 5th of which is
33 : 16 ::
2
a
2
2
The Sum of which is
142 : 18
8
If the Commiſſion-Money, is computed at 4
per Cent. work as för 2 per Cent, and put the An-
iwer down twice; or if it is 5 per Cent, take a
zoth of the giyen Number; all which Queſtions
might ſooner be done by ſuch as underſtand Deci.
mals well ; but I have
chiefly ſhewed how it may
be performed by the Table by ſuch as underfand
but little of Arithmetick.
Example 6.] You may likewiſe
Uſ in Que by this Table ( much after the
fions of In ſame Manner of working Que-
teref. stions in the laſt Example) find
the Intereſt or Diſcount of any
Sum of Money, as the Intereſt of 4724 124. 1o d.
for 6 Months, at 6 per Gent, per donum, is 14 h
6a.
This
240 Tb life of the Tub. in Merchandizing.
14 $. 6 d.
makes 72 s. a sth of which is 145. and there
l7 .
7$. 1 d. 39.
This is found by dividing the given Number
by 20, ſuppobag it 5 per Cent. (becauſe 5 is i
twentieth Part of 100) ſo under 20 you will find
in the Column of Products 460, against wbich
ſtands 23, and the 460 taken from 472, there
refts 12 h, or 240s, and the 12 s. given, makes
252, againſt the next leſs to 252, viz. 240 in
the Column under 20 you will find 12, which is
12 s. then deducting 240
from
252,
there reſts
126. or 144 d. and the 10 d. given,
makex
154d, the next Number to which, in the Table
? under 20, is 140, againſt which ſtands 7, which
is 7 d. and 140 being taken from 154, there
refts 14 d. or 56 Farthings, againſt the next leſs
Number to which, viz. againſt 40 in the Can
lumn aforeſaid, is 2, which is x Farthings; lo
that a 20th Part of 472 l. 12 s. 10 d. is found
231. 12 s. 7 d. 29. a fifth Part of which is 41.
9.
for a fifth Part of 23 1. is 41.
and 3 1. remains, or 60 s. which, with the 12 s.
refteth 2 s. or 24d. and the 7 d. is 31 d. 1 fifth
of which is 6, and id, remains, which, with
the 2 Farthings makes 6 Farthings; a fifth of
which is i Farthing, or 41. 14. 5. 6 d. 19. the Sum
4721. 125.
1.
d.
10 d. for I
472 : 12 : 10 at 6 per Ct.
Year, half
of which is to is 23: 12 : 7 : 2 at 51.
the Inte. of that is 4 : 14 : 6:1 at 5!
reft for fix
Months; as
28 : 07 : 1:3
theSum.
half of 2 is
1, half of $ Lof which is 14 : 03:26 : 3 the Anſ.
is 4, half
of 7 si is 3 s. and I s. or 12 d, over, half of which
is 6 d. and half the id. 39. is 3 Farthings.. Sce
the whole Work in the Margent; all which is
eaſily done without the Table by ſuch as under-
Stand Arithmetick.
If the Diſcount for 6 Months were required;
472
21. 123. 10d. were paid
Months before due, and an Abatement or Dil-
count were to be made of 6 per Cent, for prompt
Payment, you may do it rear enough, by firit
finding the Intereft of 4721. 125. 10d, for 6
Montbs, as before taught, and deducting out of
that Principal the Intereft 146, 3.5. 6d, 39, ſo
the Remainder is 4587. 95. 3 d. 19. to be paid
preſently in lieu of the 4721, 12 s. 10 d. 6 Months
hence,
Note, That if the Intereſt for 3 Months were
fought for, you muſt take one 4th of the 28
that to if
6
tereft, published in June 97, or the Appendix to
ThxUR of the Tab. in meaſ: Srperficits. 291
this Book, where you have a Role for doing all
Queſtions of Interest as above in 1 or 2 Lines.
Š V. The Uſe of the Table in Alia-
Juring any Superfici se
of ſoll
In this Se&ticn I Mall give
Superficial Mea- Rules whereby (and the Help
jure, as Board, of the foregoing Table) any
Glafs, Tiing, one, obſerving the particular
Waincot, &c. Cultoms delivered in the next
Sellion, may, with Eaſe and
Certainty, meaſure either Board, Glaſe, Wawſcot,
Plaiſtering, Flooring, Painting, Tiling, Land,
Cround. Plats of Houſes, or any other Superfícies
in what Figure or Shape ſcever the ſame lies.
Geometricians define a Superficies to be any Fi-
gure having Length and Breadth, but no Thick.
nefs. Vid. 5. Defin. I. Euclid's Elements.
But here by no Thickneſs you must underftand (of
Board, 6*c.) no Thicknels taken notice of in mea.
ſuring thereof; for cho'a Board, Glaſs, &c. is
ſome Thickneſs, yet it is nevertheleſs properly
called a Superficies, becauſe in meaſuring thereof
we take notice only of the flat Surface, Area, or
out de Face thereof.
To meaſure
Propoſition 1.] To meaſure a Geo.
a Square,
metrical Square, having the meaſure
of one Ade thercar.
Rule. ] Multiply that fide known by itſelf, and
the Rectangle or Product is the Anſwer,
Example by the Table.] The Side as a b c of the
ſquare Figure I. (in the Page of Geometrical Fi.
gures) is 38; what is the Arca or Superficial Con-
tent of the Square ?
Look in the Column under-
and againſt 38 (under Breadth or?
ikings valued)
38
you will find in the Column
of Products
1444 the Anſw.
Prop. 2. To meaſure a long
An oblong or
Square (by Geometricians called a
lug Square. Parallelogram ) whoſe oppoſite
Sides are equal and parallel.
Rule.] Multiply the Length by the Breadth,
and the Product is the Content or Anſwer.
Example. ]
the Table is the Length -
--
Under Breudib or things
39
And in the Column of Pro-
daéts, againſt 39 is
"}–3549-
3549-teAnr.
II
Prop. 3•
242 The Uſe of the Tab in meaſ Superficies.
Prop. 3.1 To meaſure a long
An irregular Square, which is not ſo broad at
Oblong one end as the other, (which is
called an Oblique-Angled Paralle-
logram) as Figure III.
Rule. ] Take the Dimenſions of the two Ends,
and the neareſt Diſtance between them; then by
che Table multiply half the Sum of the two Ends
by the ſaid Diſtance, as i k, or ml, and the Pro-
duct is the Anſwer.
Example.] 1 he End (i m) is 12, k 718, and
the Length (ik)=75, what is the Superficial
Content ?
The End i m 12
kl 18
The Sum 30
Half the Sum 15
which find in the Columa of (Breadth or
things valued ]under (the Length) which is
and the Product you'll find
1125
the Anſwer.
Prop. 4.] To meaſure a Right-
A Triangle angled Triangle, as Figure IV.
Rigbt Angled, having taken the Length of the
Bafe (no) and of the Perpendi-
cular (“p:)
Rule.] Multiply half the Baſe by the Perpendi-
cular, or half the Perpendicular by the Baſe, and
either of the Products is the Anſwer, becauſe the
Triangle is balf a Square made of the fame Baſe
and Perpendicular. Example.
The Baſe (no) is 73
The Perpèndicular (P) = 42.
Half or which is
2 I
Which multiplied by the Table, as in the
foregoing Examples, the Product is 1533
the Anſwer.
Prop. 5.) To meaſure an Oblique-angled Tri.
angle, as Figure V, having the Length of the
Baie qr, and the Perpendicular ſi given.
Rule.] This needs no Exam
A Triangle Ok. ple, being performed as the laſt,
lique-angled. by multiplying half (ar) by
(?) or half (f 1 ) by q r, and
either of the Products is the Anſwer.
Prop 6.] To meaſure a Rhombus or Geome.
trical Figute in the Form of a Diamond, or Pane
of Glaſs, as the Figure VI.
Rule.] Multiply the Diagonal Line (u *).
by the perpendicular (y) and the Product is
the Anſwer, becauſe the Perpendiculars (y)
and
Plain 8E
g
Superficiess
Figure II
6
Figure
6
1
38
30 봉
​39
a
c
gi
f
in
Tig: III
Tig:IV
+2
Fig V
ܟܠ
73
9
Fig: VIS
AC
W
29.2
Fig: VII
4
Fig VIII
33
ix
d
Tig 1x
Tiga
X
570
19
Fig XI
12
a
Fig XII
M
Solids.
b
a
Lig XIII
Fig XIV
l
cL
e
Fig XV
Fig.XVII
e
Fig XV
*m
Cash
Gauging
Fig XVIII
Page 224
The Uſe of the Tab. inmeaſ. Superficies. 243
and (w) are equal, and the Content of the whole
Figure equal to a Square made of the Baſe (w x)
and one of the Perpendiculars.
Example.] The Diagonal, or
Common Bife (u x)
The Perpendicular (x)
33
or}
61
The Product
by the Table
2013
Anſ.
as above, is
By the ſame Rule is the Rhomboides (or Fi.
gore VII.) a bdr meaſured, for niultiplying the
Diagonal (a d) by the Perpendicular (rr) che
Product is the Anſwer, which needs no other Ex.
ample than the laſt foregoing, the Reaſon being
the ſame.
Prop. 7.) To meaſure a Tra.
A Trapezium, pezium (as Figure VII) having
meaſured the Diagonal, or Com
mon Baſe (y s) and the two Perpendiculars (u mi)
and (n.)
Rule. ] This Figure bring irregular, the
Sides not parallel, nor the Perpendiculars cqual,
( as in the two laft Figures ſpoke of; the
way to meaſure it, is therefore to find an Arich-
metical mean Proportional between the two
Perpendiculars, which is done by taking half
their Sum; which half multiplied in the Length
of the Diagonal (ys) produces the true Con-
tent required, becauſe the Trapezium Gyps
uy ) is juſt equal to half the Square made of the
Sum of the two l'erpendiculars and the common
Baſe.
Example.] The Diagonal (y :) is
89
the Perpendicular (pn) 53 and um — 39.
half the Sum of which is
46
}
ſo that againſt 46 under 89, you have
the Anſwer
4094
Prop. 8. 1 To meaſure a
To meaſure a Pen. Regular Multangular Figure
tagon, Hexagon, (or Polygon) as Figure 1x,
whoſe Sides are equal, and
the Angels equal.
Rul..) In a Hexagon ( or fix fided Figurc )
as this Figure IX, is ; you muſt firft find the
Center or exact Middle of the Figure, by ta.
king half the Diſtance between the Middle of
any two directly oppoſite Sides, as half the Line
( ** ) is ( xo) ſo is o the Center. And half
of me or (mo) (or a fourth of the Diameter
xx, ) multiplied by one Side, as (cd) or
( dc, ) &c. and that Product by 6, gives the
Content of the whole Figure ; becauſe (by the
fifth
244 Tre Ure of the lab.in meaſ Superficies.
fifth Propoſition foregoing) half the Perpendicu.
cular (mo) equal to (x ) multiplied by the Baſe
(ed) gives the Content of the Triangle (eode)
and there being ſix fuch Triangles in the Hexagon,
Therefore do you multiply the Content of the Trii
argle by 6.
Example.) The Side of the Hexagon, as (e d)
or (d) Co. is
57
and the Perpendicular (ro)
or (*0) = 49 on
half of which is
24
Se 51
ſo that againſt 24, and under 57, you have 1368,
10 which add hálf 57 (for the 1)
which is 28,5
me and the Sun.—13961
6
which multiply by 6, (as taught in the
sly by 6 (as tau
Uſe of the Table in Maltiplication) omit. *8376
ting the, and the Product is
to which add hall 6–
3
38376
or of
and the Sum is the Content fought for
8379
Nore, That if your Figure be a Pentagon,
five
equal Sides, a Heptagon of ſeven, or an O&a.
gcn of eight equal Sides, &c. then you are to find
the Content of one Triangle as before, and mal
tiply that by 5 for the Content of a Pentagon, or
by 7 for a Heptagon, and by 8 for the Content of
an Octagon, &c.
Nore, That a Polygon is a Figure having more
Sides than four.
Prop. 9.] To find the Content of an Irregular
Polyzon, as Figore X. viz. (n mik i b n.)
Rule.] Firſt divide the Irregular Figure in
to Triangles, or Trapeziums and Triangles, and
fu find the Content of cach Part, as taught
in the fifth and ſeventh Propoſition foregoing.
'I hen add the Content of the Parts trzether,
and the Sum is the Content of the whole Fi-
gure.
Exam;ile.] The Figure X. is di
Irregular Po. vided into the two Trapeziums
Ogons. (b i m n b) and (i kimi.)
Oi the fi.A Trapez, the Diagonal (i n) is = 78
İbe Perpendicular (
mr) 25 and (bu) 45
balf the Sum of which is
35
Sum of which
Right againſt which, under 78, is — 2730.
the Content of the firf Trapezium.
In
IbeUſe of the Tab. in meaj. Superficies. 245
In the ſecond Trapezium (ik 7 m
the Diagonal (17) is
The l'erpendicular (mo) 31, and (ko) 43
half the Sum of which is
37
mi} 65
}
Againſt which, and under 65, is the 2
Content of (i kl 11
2405
To which add the Content of the Tra.
m b
2730
And the Sum is the Content of the whole
5135
irregular Figure (bikin n b)
Prop. 10.) To find the Cir-
Circunference of cumference of the Cirale,
a Circle found. Fig. XI. as (uparto) by
having the Diameter (og
given
Rulaj Multiply 3, 1416 by the Diameter (9)
and the Product is the Antwer; or if
you under-
Mand not Decimals, multiply the Diameter by 22,
and divide the Product by 7, and the Quotient is
the Anſwer.
Example.] The Diameter a q is
under which againſt
22
is the Product 1584
Which divide by 7, as is taught in)
the
Uſe of the Table in Diviſion, and the >2265
Anfwer or Circumference will be found
For Nore, the two retaining is two leventh
Pants, and muſt be placed over the Deviſor, as in
the Anſwer.
Note, That if you would
*To find tbe Diafind the Diameter by having
meter of a Circle. the Circumference given, you
muft multiply the Circumfe-
rence given by 7, and divide the Product by 22,
which is but the Converſe of the former, and
needs therefore no Example.
Prop. 11.) Having the Diameter and Circum-
ference of a Circle given, to find the ſuperficial
Content thereof.
Rule.] Multiply half their Cir-
To find the cumference by half she Diameter,
Content of a and the Product is the* Content re-
Circk, quired.
and the
Example.] In the Circle, Figure XI.)
Circumference oparto is found 2263 91134
half of which is
And
246 The Uſe of the Tab. in meal. Superficies
22, half of
A
And half the Diameter (aq) 72 is -36
The Prod, of which (omitting the ) is—1068
To which adding of 36, viz. - 57
And the Sum is the content fought
40731
Prop. 12.) To find the Cöntent
Half of a Cir- of half a Circle,
of half a Circle, called a Semi-
cle,
circle, having the Diimeter of the
Circle, and Length of the Arche
Line given, as in Figure XI.
Rule | Multiply the Semidiameter of the Cir-
cle by the Arch-Line, and the Product is the
Anſwer; or elſe half the Arch-Line by the whole
Diameter, and half the Product is the Anſwer.
Example.] In the Circle aforeſaid we will ſup-
pole the Diameter (0 9) is 7, and conſequently the
Circumference (Oporto) is a
which, as (op 9) which is the Arch-Line here
given 11, half of that is 5
Which multiplied by the Diameter 7, pro.
duceth 38 the Content of t'e whole Circle
half of which is the Content of half the Circle,
which is 19. for Anſwer.
Note, That if you would find
Quarter or on the Content of the Quarter of a
ther Sector of a Circle or Quadrant, as (opco)
Circka. multiplying half the Arch-Line
op, as (o u) by the Radius or
Semidiameter (pc) and the Product is the An-
Swer.
Or if you would find the Area of a Sector of
a Circle as (qrc9) half the Arch-Line qr, as
(y) multiplied by (9 c) or (* )=Radius, gives
the Anſwer,
Prop.113.) To find the Content
Segment of a of a Segment of a Circle,
Circle. (oxrro) in Figure XI.
Rule.] You muſt multiply two
third Parts of the Chord Line (or as o d) by the
verſed Sine (1 x) or two thirds of + x by the
Chord Line (0 kr) and either of the Products is
the Anſwer near enough.
Example.] The Chord Line (o z r) is 6, a
third of which is 2,
and two Thirds is
And the Verſed Sine (+ x) is
as
8
Şo the Product of two times 4 is
and 4 times 13 is 13 or
Anſwer
Note,
Thellfe of the Table in meaf. Solids. 247
B
ven.
*Note, That 1% is 1 and two Tenths more, be-
caule 18 is one or a Unit, and is
Prop. 14.] To find the Con-
To find the Con- tent of the Ellipfis or Oval
tent of an Oval, [ a b cma] Figure XII. hav-
ing the Croſs Diameters gi-
Rule.) Multiply the Product of the two Dia-
meters [a b] and [cm] by 7854, and the
Product ( cutting off four Figures toward the
right Hand thereof) is the Anſwer, by Euclid
Example. The greater Diameter [a b] 14
The leffer [cm]
by the Table under 14, againſt 11, you
you} 154
have
which multiplied by -7854
the Anſwer is 120 18
78cooo
Very near 121.
5400
421200
2. 12.
II
2916
TOO:
Anſwer 120,9516
Note, That a true Geometrical Oval has its
Diameters as [a b] and [c m) in proportion, 28
10 is to 7
Note alſo, That the Content of half the Ellip-
fis may be found by multiplying the Product of
[a b] and [cc] by 785, and cutting three Fi-
gures from the Product towards the Right
Hand, ſuppoſing no Fractions in the Lines [a b]
.
. 15.ſo-
Solid Meaſurs, as lid Content of a Cube which is
Stone, Timber, &c. a ſolid Figure, having the
Length, Breadth and Thick-
neſs equal, as Figure XIII. is ſuppoſed to have.
Rule.] Multiply the Side (as a b] by itſelf,
and that Product by [a b] and that laft Product
is the Anſwer.
Examp.) The Side of the Cube [a b] is —- 37
under which in the Table, and againſt - 37
you will find the Superficial Con-7
tent of one Sidc
which multiplied by
-}
1369
37
48100
2553
the Product or ſolid Content of the
Cube is
}
50653
Prop.
248 The Uſe of the Table in meaf. Solists.
Prop. 16.) To find the Solid
Long Square Content of a long Square Solid
Piece of Stone or Timber, so
whoſe Breadth and Thickneſs, and
conſeruently whole Baſes are equal from one End
to the other, but the Length is more than the
Breadth or Depth, as Figure XIV, which Geo.
metricians cail a Parallelopipedon.
Rule.] Multiply
Note, I bave purpoſely che Breadth and
omittı drepreſenting the so Thickneſs toge-
lidity of Figures, becauſe ther, and the Pro-
it puzzles young, Learners,
Part is and the laſt Pro-
deſigned.
duet is the An.
(wer.
Example.] The Thickneſs, as c c or dd is ==7
the Breadth 15
ſo that under 15, and againſt 7, ſtands
the Content at one End
which multiplied by the Length [cd] =93
}
105
9300
465
the Product or ſolid Content is
9765
Prop. 17.) The Diameter at one
Round Solids. End and Length of a Cylinder be-
ing given, to find the ſolid Content,
as Figure XV, which is a round ſolid Figure, of
equal Circumference from one End to the other,
like a Rolling-Stone for Walks.
Rule.] Multiply the Diameter by itſelf, and the
Product by 7,854 ; then multiply the latt Product
(which is the Area or Cantent at one End) by the
Length, as [f] and that Product is the folid
Content of the Cylinder.
Example.] The Diame-
ter [e e] or [ff] is =
under which and againſt II
ils
the Square of the Dia-
meter
this multiplied by 7,854
--}
produceth the Content at
one End
*-} 95
under which 95 againft the} 17
cutting 3 FI.
gures from the
tight Hand of
the Produ&t.
you have the folid Content 1615
Prop.
I he Uſe of the Table in meaf. Solids. 249
Product
is the ſquare of the Diameter 12255
Prop. 18.] To find the Con-
A Cone or Ta- tent of a Cone, as Figure XVI.
pering Solid,
which is a Solid, having Circles
for its Baſes, which decreale 'till
the Figure terminates in a Point, as (inkg ;) like
the Blocks for Womens Hats.
Rule.] Having found the fuperficial Content of
the Baſe, as is taught in Prop. X. and XI. fore..
going, multiply the Content by one third of the
Altitude or Length of the Cone, and the Product
is the folid Content.
Example.] The Diameter of the
Baſe (ik) is
under which againſt
35
y } 35
which multiply by-7854 )
93600co
195000
64800
1350
SA
962,1150
And the Product or Area of
the Beſe (cutting off 4 Fi-
gures from the right hand) is
which multiply by of the
Length (ng)
f the }
13
124800gco
273000
1950
And the Product, cutting
off 4 Figures from the
Right Hand, is 12507,
the Anſwer
}
12507,4950
Note, That a Pyramind only differs from a
Cone in this; that a Cone has a Çir-
A Pyramid. cle for its Baſe, and a Pyramid has a
ſquare Pentagon, Hexagon, or ſome
other Regular Polygon for its Bale; ſo that in
a Pyramid, if you find the Content of the Baſe,
of that, by of the Height is the ſolid Con-
tent; for by Euclid Lib. 12. Prop. 7. a Pyra.
mid is of a Prifm, or Parallelopipedon, of the
fame Baſe and Altitude; and a Cone is of a
Cylinder of like Baſe and Height, by 10, 11.
Euclid.
KK
Prop.
250 The Uſe of the Table in mens. Solids.
Prop. 19.] To find the ſolid
Part of a Ta- Content of a Fruftum (or part of
pering Solid.
a Cone or Pyramind) the ſmaller
End being cut off, as Fig. XVII.
repreſenting a round Piece of Stone or Timber,
thicker at one end than the other.
Rule.] In moft Caſes it may fuffice to add the
Diameter at the greater and letler Ends together,
and the Square of half the Sun multiplied by.785,
produceth a mean Area, which multiplied by the
Altitude or Length (as o s) the Product is the ſolid
Content.
Example.] The Diameter of the Cone's great
er Baſe, Fig. XVII. as is
35, and
that of the lefſer Baſe (as r s) is 27, and the
Length os =
42,
the content is = 31684;
for
27
the lefler Baſe's
Diameter.
35
the Diam. of the
greater Baſenm.
62
the Sum.
31
half the Sum, or
a mean (Arith-
metical) Dia
meter
under which 31, and} 31
}
} 31634
againit
you have the Squarc 961
which inultiply by 785
the Product is a
(cutting off three
mean Area - 5
751385
Figures towards
the right Hand.)
which multiplied ?
42
by the Length
produceth the lo
(cutting off three
31634 Figures towards
lid Content
the right Hand.)
There is another Rule for working this Queſ-
tion, which is reckoned by ſome Authors foms.
thing nearer the Truth than the foregoing, and
may be uſed by ſuch as understand the Extraction
of the Square Roots, viz.
Find ihe Area or Superficial Content at the
greater and leſſer Ends; myltiply them together,
and extract the Square Root of the Product; then
multiply the Sum of that Root, apd the two
Areas by 5 of the Height, and the Product is the
felid Content
Nolly
The Uſe of the Tub. in preal. Superficirs. 251
܀
duccth the Cube of the Diamer
Note, That the true Height
To find the true of a Cone may be found by
Height of taking the Diameter, (as i k.
Cone,
Fig. XVI.) from a Diagonal
Scale, and laying it down upen
Paper, and from the fame Scale lay down the
Slope or Hypothenural Lines k g and ig: then
take between your Compalles the Line g 1, which
is the true Height, and applying it to your
Scale, you will find to the hundredth Part of
a Unit the true Length thercof; or you may do
it Arithmetically, by lubtracting the Square of
the Semidiameter from the Square of the Nant
Height, and the Square Root of the Remainder is
the Anſwer,
Prop. 20.] To find the fo.
A Solid every way lid Content of a Globe or
exalily round. Sphere, which is a ſolid Body
every way round.
Rule.] Take the Circumference with a Thread
or the like, and by that find the Diameter, as
under the 10th Prop. foregoing. Then multiply
the Cube of the Diameter (or Aris) by 11, and
divide the Product by 21, and the Quotient is the
folid Content.
Example] The Diameter (found as above) of
a Globe is 16; What is the lolid Content?
The Axis or Diameter
under which, and againſt 16, is the Square
256
which 256 multiplied by 16, pro-?
4096
Then (by the Table) 4096 multi-
16
plied by
produceth -45056
which divided (as by the Rules given
for dividing a large Sum by the Ta-
ble) by 21,
the Quotient (or Solidity) fought is 2145
Note, That a Globe is of a Cylinder of the
ſame Baſe and Length; lo that if you find the
Content of a Cylinder, whoſe Diameter and
Length are each 16, (as in this Example) of
that Content is the Content of the Globe,
Prop. 21.) To find the fo-
The Segment of lid Content of the Segment of a
Globe. There are many Rules
given for the doing of this, as
Mr. Everard's in Problem 2d and 3d, and Sect.
5.
of his Stereometry, which is tedious, and others
direct to multiply the Area of the Bafe by the
Altitude of the Segment, for the ſolid Content,
Kk 2
which
a Globe.
find the Con-
252 The Uſe of the Table in Gauging, &c.
which is very erroneous, as producing too little
by about a ſeventh Part; therefore for the ſpeedy
Performance thereof, I think it will be exact
enough to work the fame by this
Rule.] Multiply the Altitude of the Segment
given by 9, and by the Product multiply the
Area of the Segment's Baſe; then divide that
last Product by 16, and the Quotient is the ſo-
lid Content of the Segment, prope. I thall not
trouble the Reader with an Example, by rea-
in the Propoſition is not often met with in
Practice, except in gauging a Copper's Crown,
which any Ariſt may eally do by the Rule
above, and Help of the Rules following, relat-
ing to the Uſe of the Table laf ferrgoing, in
Gauging
This Table is farther uſeful
The Uſe of the in Gauging any manner of Ver
Table in Gaug. fel or Caſk:
fel or Calk: For as to open
,
ſent in folia Inches by the Rules
already given for meaſuring Solids, thoſe Inches
are reduced (by Inſpection) into Ale or Wine Gal.
Jons, by the Columns towards the latter End of
the Table, under 282 and 231;
ways for the Content of the
The 16th, 1716 Vellel found in Inches under
and 19th Pro- the Word (Inches) and towards
poſitions appli. the left hand under (Gallons)
ed to Gauging you have the Gallons in thoſe
open Vefjëls by Inches : i. l. if you would
the Help of the know the Ale or Beer Gallons
Table.
in any Number of Inches, look
in the Column under 232; or
if in Wine-Gallons, look in the Column that has
231 at the Head.
For Inſtance ;
If you ſuppoſe the Parellelopipedon, Fig. XIV.
to be a ſquare Back (uſed by Brewers) of like
Dimenſions, as in the Example to Prop. 16, the
folid Content is found 9765 Inches
Inches for which
look under 282, you will find (under ſo
lid Inches) 9588 to be the next Number leſs
right againſt which, under (Gallons) is 34 Gal-
lons of Ale or Beer, and 9588 deducted from
9765, the Remainder is 177 Inches, or (in all)
34 Gallons, 5
Pints.
In like manner you will find the Content of
the Fruſtum of a Cone (Fig. XVII.) repreſent-
ing a Brewer's Marth Tab (or any Veſſel wider
at one End than the other) to be 112 Gallons
of Ale or Beer, and 3 Pints; for ſo many Gal-
ions are contained in 31684 Inches, the Con.
tent of the Fruftum, as in Prop. 19. foregoing,
Like-
if you
The Uſe of the Table in Gauging, &c. 253
.
Likewiſe the Cylinder, Fig. XV. is found 1615
Inches, which by the ſame Column under 282, is
6 Gallons almoft.
And if you ſuppoſe, Fig. XII, the Baſe of a
Brewer's Cooler for Wort, which is 121 Inches, if
you multiply that by the Depth, as ſuppoſe 1r In-
ches (for they are always ſhallow) the Product is
1331 Inches, which by the Columns under 282,
is 4 Gallons and about 3 Quarts. And ſo much
for applying the Table to find the liquid Capacity
of any open Veſſels.
I am not ignorant (courteous Reader) that
there are other Ways of finding the Number of
Gallons in any Veffel, by dividing the Square of
the Diameter, or mean Diameter, of ſuch round
or oval Veſſels by the Square of the Gauge-Point
for Ale or Beer, (which Gauge. Point is the Dia.
meter of a Circle containing an Ale or Beer-Gallon
upon one Inch deep) and multiplying the Product
by the Depth of the Veffel, to give the Content
thereof in Gallons : But I think the Rules fore.
going are ſomething more brief than this or any
other, unleſs it were to be done by a Table of
Cylinders ready calculated, which (being very
large ) cannot be expected here in a Book de
fign'd chiefly for Merchants, and Traders, not
Gaugers, or Officers of Exciſe : and for that
Reaſon I have not ſhewed the inching of Veſſels,
which though uſeful for the Gauger or Exciſe
Officer, yet is not at all ſo to the Merchant or
Vintner, for whoſe Service what is ſaid here of
Gauging is more particularly adapted ; and for
the Gauger's Uſe, I refer them to ſundry little
Tracts extant, as Mr. Everard's, Dr. Newton's,
Mr. Dary's, Mr. Ward's, Mr. Collins's, Mr,
Hunt's, Mr. Mayne's.
In fhewing how by help of the
Caſks how to foregoing Table to find the Con-
Gauge.
tent of Wine-Caſks, I shall not
trouble the Reader with the hard
Names ufually made uſe of to diſtinguiſh the
Bulging, or Curvature of Caſks, as Fruftums of
Spheroids, Parabolical Spindles, Conoids, & c. but
thall ſhew. ele byens
1. How to Gauge fucb Caſks whoſe Staves
have much Curvature (or Crookedneſs)
as the Rheniſh Wine Fat, the Canary
Pipe, and the Spaniſh Butt, & c.
Et 2. To Gauge ſucb Caſks as have little Cur.
vature, as the French Wine Hogfheads,
Florence Wine Caſks, &c. n.
sana na
Prop. 22.] To find by help of the foregoing
Table; the Content of ſuch Calks as have their
Staves much curved or crooked.
Rule]
254. The Uſe of the Table in Gauging, &c.
Rule.] To twice the Square of the Diameter of
the Caſk at the Bung hole, add
A Caſk much the Square of the Cark's Diameter
Buiging
at the Head (or End) and multi-
ply the Sum by thie Cafk's Length
(or Diſtance between the two Heads in the Inſide
of the Caik) and a third Part of the Product by
294, and the Quotient is the Wine-Gallons con-
tain'd in the Caik.
Note, That to ſquare any Number, is to mul-
tiply it by itſelf, which is done (in the Cales bee
fore os) by Inſpection, with help of the laft fore-
going Table; and for dividing by 204, that is alſo
done by Inſpection, by the laſt Column but one in
the ſaid Table, obſerving the Rules for Diviſion
by the Table,
Example. The Bung Diameter (Fig. XVIII.)
bt is 37, the Head Diameter a cor m d is
30, Length cd so. What is the whole Con-
tent of the Caſk (anbrm du tp c) by the
Table?
the Square of 37 (or 37 multiplied 7
1369
the fame again is
1369
the Square of 30 (or 30 multiplied by 2
900
:
}
}
the Sum is
The Cafk's Length is
3638
50
the Product is
of the Product is
181900
60633
the } .
:
which divided by 294 (as by the
Rules) the Quotient is
206
Gallons and almoſt a Quart. For note that 231
Inches is a Gallon, and 57 3 Inches a Quart,
Now the Reaſon why twice the Square of the
Bung, and the Square of the Head Diameters,
are added together, and a third part taken, is,
becauſe that third part of the Sum of the three
Squares is taken for the Square of the Diameter
of a mean Circle; and the Reaſon why that
Square of the mean Diameter is divided by 294,
is becauſe Circles are in proportion one to another,
as the Squares of their Diameters, by the 2,
12 Euclid's Elements. For as 294, the Square
of the Diameter of a Circle, whoſe fuperficial
Content is 1 Wine,Gallop, or 231 Inches, is to
I Gallon (the Area of that Circle as aforeſaid)
fo is the Square of any other Diameter of a
Circle to the Area or Superficial Content
of that
Circle in Gallons. But becaufe if we ſhould di.
vida
The Uſe of the Table in Gauging, &c. 255
part, prove thert, by reaſon of the Remainders
vide the Sum of the Squares of the three Dia-
meters aforeſaid by 3, and divide that third Part
by 294, before we multiply by the Length of
the Cask, the last Product would, for the most
that would happen in dividing, if the Pract tioner
underſtand not Fractions, and very tedious, if he
do underſtand them: Therefore to prevent this
we uſually multiply firſt, and divide afterward;
which gives the ſame Reſult at laſt, and ſaves
much Trouble,
Prop. 23.] To find the Con-
A Cak mearer tent of a Caik that has not much
a Cylinder. Curvature or Crookedneſs of the
Staves, as the French Wide Hog.
fheads, &c.
Rule.] To the double Square of the Bung Dia-
meter, add the Square of the Head Diameter
(as before); then multiply the Difference of the
faid Squares of the Head and Bung Diameter by 3,
and divide the Product by 10 (i, e, cut Unit's
Place off, for that divides any Number by 10):
Then ſubſtract that laſt Number from the ſaid
Sum of the Squares of the Bung and Head Dia-
meters (placing the ſame as you ſee in the Ex-
ample, and ſaying i from 1o reſt 9, I borrowed
and 4 is 5 from it, &c.) and the Remainder
multiply by the Cafk's Length: Then look in
the Table under 294, for one third Part of the
Product, and right againſt the next Number there-
to towards the left Hand you have 69 Gallons,
very near the Truth,
Example.] The Bung Diameter
gs is = 26, its Square
676
that again 676
The Square of 23 the Head Diameter is 529
}
1881
the Sum
The Difference between 676 and
529 is 147, which multiplied by 3,
and divided by 10, the Quotient is
44.1 thus
which laft Sum deducted (as by the?
1836.9
Rule) the Remainder is
which multiplied by the Leng. of the Caſk = 33
}
The Product ( by the Table ) is =
60617
( omitting the Figure cut off ) + 20205
againſt which in the Table (or againſt the Num.
ber in the Table next leſs) is 68 Gallons, and 208
remains, which is very near another Gallon ; lo
terç Anſwer is 69 Gallong,
1
356 The Uſe of the Table in Gauging, &c.
By theſe two Rules, the Content of the ge.
nerality of Wine Caſks may be
To Gauge a Caſk found near enough the Truth,
by Inſpection by But there is another Rule to
ibe Rod.
do the fame, which may ſirve
well enough for the Merchant
or Vintner to gueſs at the Value of a Caſk by,
and that is by the Gauge.Rod or Four-foot Rule;
which Rule by putting down at the Bung-hole,
the flope End tipp'd with Braſs, to the Bottom
where the Head and Staves meet, as from b toc,
Fig. 18. there will appear at the middle of th:
Bung-hole the Wine Gallons contained in the
Cafk, looking upon the Line on which you will
ſee ( Wine Gallons ) upon the back ſide of the
Rod. But note, that the Content exhibited by
this Method, is only near the Truth, when the
Caſk is all of one Circumference within, from one
End to the other; ſo that in ſuch Caſks whore
Staves are very crooked, this way of Gauging is
always too little, near 1 Gallon in 20.
Note, That where the Bung-
What to do, if hole is not juft in the middle,
the Bung-bole is you muſt take the Depth as a-
not juſt in the above directed firſt to the meet.
middle.
ing of the Head and Staves at
the Bottom at one End, and then
at the other, and half the Sum of the reſpective
Contents is the Sum that wou'd be found at
once, if the Bung-hole were in the middle of the
Calk. But fo much for the Uſe of the Table in
Gauging.
Becauſe in the next Chapter I ſhall thew the
Application of the foregoing 21. Propofitions, in
meaſuring Board, Glaſs, Wainſcot, Plaiſterers,
Painters Work, &c. and ſhall there thew what
things are meaſured by the Foot, what by the
Yard, &c. I thall firft ſhew the further Uſe of
that Table in cafting up Dimenſions taken in mea.
ſuring Board, Glaſs, Wainſcot, and the other
things above-mentioned, as to multiply Inches by
Inches, to give the Anfwer in Feet.
* 1. Inches by Inches, to give the Anſwer in
Feet.
2. Feet by Inches, to give the Anſwer in
Feet.
Feet and Inches by Feet and Inches, to
give the Anſwer in Feet, in Yards, or in
Squares of 1oo Foot to the Square.
To multiply Perches by Perches, and give
the Content in Acres.
Which four Propofitions more, will (I think) take
in all the principal Uſes that may be made of the
.
Table.
The Uje of the Tab.in caſting up Dimenſ.257
,
Prop. 24.) To multiply Inches by Inches, and
give the Aniwer in Feet,
Rule.] Multiply (as in the
Inches multiplied Uſe of the Table in Multipli-
by Incbes, and the cation) the Inches together,
Anſwer given in and look for the Product un-
Feet,
der 144, in the Column of
Inches, and againſt the Num-
ber next leſs than the laſt Product toward the left
hand, is the Feet required.
Example.] The Length of a Piece of Glaſs,
&c. is 11 Inches, and the Breadth 17 ; what is
the Superficial Content in Feet ? 17 by in in the
Table, produces 187, which is one Foot and 43
Inches, for 144 from 187, refts 43.
Prop. 25.] To multiply Feet by Inches, and
give the Aniwer in Feet.
Rule.] The Way is to multiply (as taught
in Multiplication by the Table ) the Feet given
by 12, and the Product by the Inches given
and the laſt Product found in the Column of
Inches under 144, you will find right againſt
them the Feet required, in the Column of
Table.
Example.] If the Preadth of a Board or Piece
of Glaſs, &c. be 10 Inches, and the Length
14 Foot, the Content in Feet is II and 96
Inches. For in 14 Foot is 168 Inches, which
multiplied by the 10 Inches given, produceth
1680 Inches, which divided by 144, the Quo-
tient, is 11 ſquare ſuperficial Feet, and 96 ſquare
Inches, which is near 3 quarters of a Food
more.
Prop. 26.] To multiply Feet and Inches by
Feet and Inches, and give the Anſwer in Feet,
in Yards, or in Squares of 100 Square Feet
each,
Rule.] For the Anſwer in
The Dimenſions Feet, reduce the Feet and Inches
of a Superficies in the Breadth into Inches, and
taken in Feet likewiſe thoſe in the Length, as
and Inches, and before taught in Prop. 25. ad-
the Anſwer in ding the Inches. Then pro-
ceed as in Prop. 24. to give the
Anſwer in ſquare Feet.
would have the Anſwer in ſquare Yards, divide
the Anſwer in ſquare Feet by 9, the ſquare Feet
in a Yard (which is done by the Table under 9,
for ſuch as underſtand not Diviſion) and the Quo-
tient is the Yards required,
L
Feet Square.
$
258 The Uſe of theTab.in cafling up Dimens.
75 three
7-S
18
226
255 Feet,
3 Feet,
Foot, 36 is a quarter, 72 is half, 108 Inches 3
Or if you would have the Anſwer in Squares,
cut Units and Tens Places of the Antwer in Feet,
and the Figuies to the left Hand are Squares, and
thule to the right are Feet, 50 of which is half
a Square, 25 a quarter of a Square, and
quarters.
Example.] Boarding, Piece of Ceiling, or
Ground. Plot of a Houſe is 13 Feet 7 Inches
broad, and 18 teet 10 Inches long; What is the
Content in ſquare Feet, in ſquare Yards, or in
Squajes?
Feiti Inch,
Incb.
13
163
ICS
Which multiplied (as by the
Ule of the Table in Multi 36838
plication) the Product is
Which by the Column
In Square of 144 (as bythe Rules
Tards. for Diviſion bythe Ta-
ble) the Quotienti-
Thoſe Feet, divided by 9, give the 28 Yards.
Anſwer
Or if from the 255 Feet
In Squares you cut the 55 (as by 2 ſquare
of100 Fect. the Rule) the Anſwer
Note, That the 118 Inches remaining, is 3 quar-
ters of a Foot and better; for 144 Inches being a
quarters of a Foot; but the Inches that remain
are not conſiderable, unleſs in meaſuring valuable
things, as Glaſs, C.
There is another way of mul.
Thi laf Opera. tiplying feet and Inches by Feet
tion done by and Inches (or Feet by Inches)
Cross Multipii. &c. which is commonly made
cation or Dute ofe of by Artificers in and near
decimal Aritb. London, at this time ; (and that
merick.
is by Croſs-Multiplication of
Duodecimal Arithmetick) which
is mere brief than the Way of reducing and di-
viding by 144, provided you have not the
foregoing Table : So if you would perform the
Work in Prop. 25, it will ſtand as in the Mar-
gent, and as 14 Feet multiplied
by 10 Inches producerh 140, a Feet.
Feet. Inch.
twelfth of which is 11 Feet, and
8 remain, which multiplied by 12
gives g6 Inches, ſo the Anſwer is -II ; 96
as before. Alſo in the 26th Propoſition fore-
going, where it is required to multiply 13 Feet
7
Inches by 18 Feet. io Incb. you may perform
the Work fooner than by Reduction, &c. By this
55 Feet.
O
Method
The le of the Tab. in calling up Diminl.2:9
07
10
IO
10.
21
: 108
: 113
Method (provided you can read ly multiply the
9 Digits by 12) fay 10 times 7 Inches is 70,
which divided by 32 is 5 Feet and
10 Inches; which 10 put down as I'cet. Incb.
you fee, ſaying 10 times 3 Feet is
13
30, and 5 carried is 35; put down 18
5
under the Feet, and carry 3, ſaya
ing to times 1 is ic, and 3 is 13, 135
which makes 1353
126
2. Then multiply by the 18 Feet,
ſaying 8 times 7 Inches is 56, put 261
6 under the Feet, and carry 5; then
fay 1 times feven is ", and 5 is 12,
which makes 126 Feet, as you lee. 104
3. Take a twelfth Part of the 13
Sam of 135 : 10 and 126, viz, of
261, and you have 21, and 9 re 255
mains, which multiplied by 12, is
108 Inches,
4. Multiply 13 Feet by $ Feet, as 8 times 13
is 104, which place, as you ſee, under 21, and
1 times 13 under the 104, the ſum of which is
255 Feet, 118 Inches for Anſwer, as before.
But before you can work Queſtions in thig
way, you muſt know very well how to make all
the Multiplications and Diviſions, in the laſt
Operation, in your Mind, only putting down
the Products and Quotients, as you fee I have
done ; except where you are to multiply Feet hy
Feet (above 12 in Number) as 13 by 18 in the
Example above.
But there is a ſhorter Way to perform moft
Queſtions of this nature, which is by Decimals,
eſpecially if the Yard, Foot, &c. with which
the Dimenſions are taken, be divided into 100
equal Parts and' this I have proved to the
Author of Duodecimal Arithmetick, in mea.
ſuring the Fruſtum of a Cone, which I did by
Decimals, with about 10 Figures leſs, and much
ſooner than he could with Duodecimal Arith,
metick,
Prop. 27.) In meaſuring Solids, as Stone, Tim
ber, &c. where the Breadeh, Length, and Thick-
neſs are taken in Feet and Inches,
Rule.) Reduce the ſaid Length, Breadth, and
Thickneſs into Inches, and multiply them one
into another (by the Table or otherwiſe) and the
last Product found in the Table under 1728, in
the Column of Inches, you have the Anſwer in
Feet in the next Column towards the left hand.
Example.] The Breadth of a long ſquare Piece
of Stone or Timber, &c. is 1 Foot 3 Inches, the
Thicknefs 9 Inches, and the Length 15 Foot 6
Inches; and folid Feet contained therein is 14
Foot
3
LI2
I
*
15
5} multiply
Foot.
*
,
fons, who may deſire to learn the ſame, but
out tha
260 TheUfeofibeTab in caſting up Dimen.
Foot 918 Inches. Sce the Work by help of the
Table,
Foot. Incber. Inch,
To meaſure a
3
is
Solid by Re-
9
9
dučtion, &c.
The Contentat one End 135 Inch, ſquare.
The Depth 5
6
iss186 multiply
The Prod. or folid Cont, is=25110 ſolid Inch,
Which Inches, or a Number next leſs, found
in the Table under 1728, in the Column of Inches
ſolid, you have 14 Foot anſwering thereto in the
Column of Feet; and 918 Inches remains : So 14
Feet, 918 Inches is the Anſwer.
The laſt Queſtion is performed by Croſs- Multi-
plication, or Duodecimals, as follows:
Incb,
The laſt Ques-
3
tion worked by Multiply
9
Dcodecimals.
S Product
3
Multiply
15
6
Product of 11 : 3 by 6 Inches=67
Add
I'roduct of 15 by 3 Inches=45
6Sum
1 Twelfth of which is 9
54
Add
55
11 Foot by 15 produceth
i Twelfth of which Feet is= 14 : 864
Which 864 added to the 54, the Sum is Feet
14 : 918 Inches, as in the laſt Method; but this
is a Digreſſion from the Uſe of the Table, which
I have only thewed for the ſake of ſome Per-
have not a Book or Maſter to teach them; with-
quired what is above inſerted, concerning Duo-
decimal Arithmetick, only by confidering that
in the common way of working Queſtions in
meaſuring by Reduction of
The Reaſon of Duom the Feet into Inches, and di-
decimal Aritbmetick viding by 144, one Multipli-
or Croſs Multiplica- cation by 12, and one Divi-
tion.
fion might as well be omit-
ted: for it is the ſame thing
in multiplying 14 Feet by 8 Inches, and giving
the Anfwer in ſquare Feet. If I multiply 14,
by
"}
I 12
{
Sum=174
: 54
The Uſe of the Tab. in cafting up Dimenſ.261
.
by 8, and divide by 12 ; as if I ſhould multiply
14 by 12, that Product by %, and divide that
laſt Product by 144: for 8 times 14, divided by
12, is equal to 8 times 168 (which is 12 times
14) divided by. 144. But the firſt way is mani-
feſtly better, becauſe I ſave the Trouble of
multiplying 14 by 12; and inſtead of dividing
by 144, I have only 12, which is eaſily done
without putting down a Figure beſides the Quo-
tient.
Note, That the 4 remaining,
How the Re- in dividing 122 by 12, is 12 times
mainders ariſe 4 Inches, and the 6 Inches makes
in the laſt Que- 54; alſo the 6 remainirg, in
fiion.
dividing 174, is 144. times ſo
many Inches, or 864. This Rule
is general in like Caſes,
Prop. 28.] The farther Uſe of ihe Table in
cafting up the Dimenſions in meaſuring Land,
Rule.] Having found the Content of the Piece
of Ground in ſquare Chains or
Land-Meaſure. Perches, according to the Rules
given for meaſuring Superfi-
cies in general, look for the ſaid ſquare Perches
under 1.0 in the Column of Perches, and a
gainſt the next leſs Number, in the Column of
Acres, you have the Acres required"; for 160
ſquare Perches is an Acre, 40 Perches is a Quar-
ter of an Acre, 80 half an Acre, and 120 three
Quarters of an Acre.
Example.] A Piece of Ground 45 Perches, or
Chains broad, and 83 long; how many Acres
does it contain?
By the Table=83
Multiplied by=45
Produceth=3735 ſquare Perches.
Againſt the Number next leſs than 3735, viz, a-
gainſt 3680, is 23 Acres : So the Anſwer is 23
Aeres, Rood, 15 Perches.
For the 3680 deducted from 3735, the Remad
der is 55, which is 1 Rood (or Quarter of an Acre)
and 15 Perches over,
.
СНАР,
( 262 )
I
CA A P. III.
Having in the laſ Sektion of the laſt
Chapter, ſbezuod low to meaſure any
Superficies or Solid, with reſpect to
finding theịr Contents, and how to work
the Dimenfons, uhether taken in Inch-
es, Feet, &c. I come in this Chapter
to thew what kind of Work is mea-
Jured by the Foot, what by the Yard,
what by the Square, &c. and other
Cuftoms to be obſerved in meaſuring ;
which will enable any Gentleman, Build-
er, or other Perſon concerned in builds
ing or repairing Houſes, to examine the
Workmens Accounts thereof, which is no
Small Satisfaction to them: and for that
Reaſon I have brought the ſame in kere,
to make what I have ſaid of Meofura
ing more complear.
$ I. Of Glaſiers Work.
T
HEY make no Allowance for the Arching
of Windows, but take their Dimenſions
of a long Window ſquare at the Bottom, and
half round, or arching at the Top, from the
higheſt Part of the Arch down to the Bottom
of the Window, which they multiply by the
Breadth of the Window for the Content. Alſo
in circular or oval Windows, they
Round Wine take the longeſt Diameter, and the
dows bow longeft Diameter croſs the former,
meaſured. which they multiply together for
the Content, and a Square made
of the Diameter of round Windows they reckon
the Content. And the Reaſon why they make
no Allowance for the arching of Windows, is
becauſe they reckon their extraordinary Trouble
in fucb Windows is more than equivalent to the
Glaſs faved thereby. Glaſs is meaſured by the
Foot and Inches, and the Workmen reckon the
Price of their Glaſs by the Foot, about theſe
Rates.
Glaſs how
5 5
mucb per
Engli Glaſs
French Glaſs
Crown Glala
per Foot.
Foot.
§ II.
Cuftoms to be objeru'd in Meaſuring. 263
To
§ II. Of Joiners Work.
O meaſure a Room wainſcotted : 1. Mea-
fure ſtreight, without girting the Moulde
ings quite round the Room; then if there is any
Cornice or Mouldings, as in Swelling Pannels,
&c. you must take a String, and meaſure round
each Moulding, from the Top of
How to take the Cornice to the loweſt Part of
the Dimenſions the Wainſcot (which makes the
of a Wainſcote Height of the Room much more
sed Room. than it would be if meaſured
ftreight from Top to Bottom);
then multiply the Compaſs round the Room by
the Height, and you have the Content.
2. But then you muſt allow Work and half for
Window-Shutters, Doors in the
Window-Sbut. Wainſcot, &c. i. e. multiply
ters, Doors, &c. the Breadth of all the Window
Shutters by the Height of one
(if they are uniform, as they commonly are) and
add half that Product to the firſt Product.
3. Then for the Window-Boards, multiply
twice the Breadth of one Board by
Windows the Length, and the Product is the
Boards, Li. Content of the Board at the Top
ning of the and Bottom of the Window ; do
Jaums, &c. the like by the Boards at the Side
of the Window (called the Lining
of the Jaums) adding the Product to the Content
of the Top and Bottom Boards before found.
4. Then (if the Windows are of one Dimen-
fion and Form) multiply the laſt Sum by the
Number of Windows, and add the Product to
that of the Content of the Room, as before,.
and you have the Content of the whole Wainſcot
required.
5. This content is valued at ſo much per Yards
as the Plaiſterers and Painters Work is; and
Joiners and Meaſurers uſually take the Dimen-
ſions in Feet and Inches; and having the Con-
tent in Feet, they bring the ſame into Yards, as
taught at the latter End of the laft Chapter,
dividing by 9. But the thorteſt and moſt exact
way for Joiners, Painters, and Plaiſterers Work,
which are meaſured by the Yard,
To meaſure by is to have a joined 'Yard divi-
a Decimal ded into 100 equal Parts; and
Yard is the ſo one Multiplication gives the
Anſwer in Yards and hundred
Parts: as if the Height of a
Room wainſcotted be 3. 30 Yards, and round the
Room is 24. 2 Yards, theſe 2 Numbers multi-
plied together, produce 80.9160, and cutting off
Jhorteſt way.
I
264 Cuftoms to be obferu'd in Meaſuring.
7356
to the right Hand the Product 4 Places, as you
ſee here 9160, thoſe so toward the left Hand,
the Point, or Prick, are ſquare Yards; and thoſe
to the right are Parts of a Yard; of which Parts
25 is a quarter, 50 is half, and 75 is 3 quarters
of a ſquare Yard, Note, That the Height given
is 3 Yards, 30 hundred Parts, and the Compaſs
round is 24 Yards, 52 Hundred Parts, and the Pro-
duét is. So Yards
24. 52
Example. 91 hundred Parts,
3.
which is above
80 Yards. This is done
7356
with leſs Trouble, and fewer
Figures than the common
way of feet and Inches. Yards anf.80.9160
See the Work in the Margent.
Joiners Work, Note, That the common Price
bow valued. of Joiners Work is as follows.
d.
1 Yard of right Wainſcot, the Work-
man finding the Stuff, about
Finding no Stuff, the Yard is
1 Yard of Deal-Wainſcotting, the
• Workman finding the Stuff, about
Finding no Stuff, the Yard is about secara : 06
Bolection Work is about 1 s. per Yard more
than Square.
Note, That they value their ornamental Work
by the Piece,
$.
k}06
06:00
}
02 : 06
ters.
$ III. Of Painters Work.
Ainters take the Dimenſi-
How to take
Paie
ons of their work as the
ebe Dimenſions. Joiners do, meaſuring the Height
of a Room round the Mouldings,
and then round the Room, giving the Anſwer in
Yards, which may therefore be beſt meaſured by
a decimal Yard, as taught of Joiners Work.
2. But they reckon double
Window Sbut Work for Window Shutters,
if both Sides are painted alike,
otherwiſe according to the Value
of the Painting ; but they always reckon double
Meaſure for the Shutters.
3. They reckon the Sain-Frames
Sajh-Frames by themſelves, and likewiſe the
and Mautle- Mantle Pieces, when there is no
Pieces. Painting about them; but if they
ſtand in the Wainſcot, they mea-
ſure them as plain Work, deducting nothing for
the Vacancy,
4. Their Work is of different
Prire of Paine Prices, according to the Fineneſs
Fors: Works of the Painting, but commonly
thus :
Tbe
Cuftoms to be obferv'll in Meaſuring. 265
The Price of Painters Werk.
Wainſcot Colour on new Stuff the Yard o: o:
:8
On old Cclour
0:6
Walnut-Tree, Ditto.
Cedar, Ditto.
Yew-Root, Ditto,
Marble on new Stuff
On old Colour
Windows Lights each new
O: 0:3
On old Painting
Salh-Lights each
Salh-Frames cach
10:1
Iron Caſements each
O:0 : 3
Chimney-Pieces cach about
"Planifepers
IV. Plaifterers Work.
Laiſterers meaſure their work as Joiners
and Painters do, taking the Dimenfions
in feet and Inches, and giving in the Content
in Yards, becauſe they value their Work by the
Yard.
2. In taking the Dimenſions in meaſuring
Ceilings (or the Tops of Rooms)
How to take they conlider how far the Cornice
theDimenſions bears into the Room, by putting
of Ceilings, a Stick perpendicular to the Ceil-
ing, cloſe to the Edge of the up-
permoft Part of the Cornice, and meaſuring the
Diſtance from the Perpendicular Suick to the
Wainſcot, wice which Diſtance they always
deduct in taking the Length or Breadth of a
Room upon the Floor, to give the true Length
or Breadth of the C'eiling; as if a
Example. Floor is 24 Foot, 6 Inches long, and
18 Foot 10 Inches broad, and the
Cornice fhoots out into the Room 6 Inches, what
is the Content of the Ceiling ? Twice 6 Inches
is 12, which deducted from the Length of the
Room, the Remainder is 23 Foot 6 Inches, and
the ſame from the Breadth Icaveth 17 : 10 for
the Breadth of the Ceiling, which (if the Room
is ſquare) multiplied together, the Anſwer is
419 Foot, 12 Inches, or 46 Yards 5 Foot, or
46 Yards and one half, and ſomething more. All
which may fooneſt be done by a Decimal Ynrd.
3. In meaſuring Partitioning, or the like, they
deduct for the Doors, Windows, or other Va.
cancy.
4. The uſual Price of their Work is for
1 Yard
M m
266 Cuſtoms to be obferu'd in Meaſuring.
Various ways
T
De middle of the two
d.
Price of Plai. r Yard of Lathing and
Jerers Work. Plaiſtering (Heart Oak
Lath) is
ı Yard Ditto (Fir Lath)
: 9
ı Yard White Waſhing with Size - o : 2
, Yard Plaiſtering or Rendring
§ V. Of Bricklayers Work.
VHE Bricklayers Work is
of meaſuring
of various kinds, and mea-
Eicklayers füred feveral ways, as Pavement
Wuk. of Cellars by the ſquare Yard;
Tiling by the Square of 100 Foot
and Walls and Chimneys by the ſquare Rod, of a
Brick and a half thick.
2. Bricklayers in meaſuring
Tiling a Cu- Tiling, hàve a Cuſtom to take
fram to give the Ground-Plat and half the
cbe Content Ground-Plat of a Houſe for the
ibereof. Content of the Tiling; ſo that
the Depth and half the Depth of
a Houſe taken (not within the Walls, as ſome
fay, but) from Outſide to Outfide, multiplied by
Party Walls, gives the Content; which Dimen-
fions taken in Feet, and two Figures, (viz. that
in Units and Tens Places) cut off thoſe Figures
toward the left hand of the Dah, Point or Prick,
are Squares, and thoſe cut off are Feet. See the
26th Propoſition of the laſt Chapter ; for In.
Itance, the Depth of a Houſe being 42 Foot, and
the Front 25, the Content of the Tiling is 15
Square, 75 Foot, or 15 Square and 3 Quarters
for the Depth, and half Depth is 63, multiplied
by 25, produces 1575, and the 75 being cut off,
you have 15 Square, 75 Foot.
.
Note, That if the Depth is an odd Number,
you inay multiply the Front and half Front by the
Depth for the Anſwer in Fect, as before.
3. As for Walling, they ta
take
Walling, bord the Length and Height in Feet,
meafured.
and multiply them together, and
(if the Wall is a Brick and half
thick) the Product, divided by 272 gives the
Content of the Wall in Rods of Brick-work,
4. But if the Wall is either
Hotureduced to more or leſs than a Brick and
a Brick and halt thick, you muſt reduce it
balj obick.
to a Brick and half, by multi-
plying the Product of the Length
and Height by the Number of half Bricks that
the Wall is in Thickneſs, and divide the Product
bys, and the Quotieat divided by 272 gives
mney above ihe
Cuſtoms to be obſeru'd in Meaſuring. 267
the Content of the Walt in ſquare Rods of a
Brick and half thick.
5. But becauſe it is fomething tedious and
difficult to divide by 272, Meaſurers and Me-
chanicks uſually divide only by 272, which gives
a Content more than the Truth, which they take
it for.
Note, That 272 is the Square of 161, which
161 is the Number of Feet in one Rod in Length.
But this tedious Diviſion may
To meaſure by be avoided in meaſuring Bricko
a Decimal Red, work, if you take your Dimen-
fions by a Rule of 5 Yards
(or 16 Feet and a half) long, divided into roo
equal Parts, which being a Rod, the length of a
Wall, in thoſe Rods and hundred Parts multiplied
by the Height in Rods and Parts gives the Con-
tent in Rods of any Wall that is a Brick and half
thick ; but if the Wall is more or leſs thick, pro-
ceed as in the Paragraph laſt foregoing.
6. Bricklayers always deduct for
Doors and all Doors, Windows, or other Vacan
Windows £y in Brick-walls, (except what fol..
dedue. lows) after the whole is meaſured as
if there were no Vacancy, meaſuring
the ſaid Vacancy, &c. as the reſt of the Wall in
which it is found.
7. In meaſuring Chimneys, if
Chimneys, bow they ſtand in an Angle of a Rooma
meaſured. and have no Jaums, then the
Breadth of the Breaſt multiplied
by the Height, from the Hearth to the Top of
the firſt Story, and the Product reduced to a
Brick and a belf as before, is the Content. But
if the Chimney ftands not in a Corner, but of it-
ſelf, the way to meaſure it, is to girt round the
Breaſt, and two Jaums (or Ends of the Breaſt or
Front of the Chimney) which multiplied by the
Height as before, and the Produ&t reduced to a
Brick and half, is the Anſwer: And if the Chim
Aeys are alike, from the Top of the Houſe to the
Bottom, they may be meaſured at once, by mula
tiplying by the whole Height.
8. As for Shafts of Chimneys,
Shafts of (which is that which appears at the
Chimneys. T'op of a Houſe above the Tiling)
fome will girt the ſame, and multiply
Tiling, and the Product by the Thickneſs
one Side of the Shaft in half Bricks, which di-
vided by three, gives the Anſwer in Feet of a
Brick and half thick. But the way moftuled, is
to multiply two Sides together, that make
Angle, taking the one in Feet, the other in
Mm
Hair-
268 Culoms to be obſerv'd in Meaſuring.
Half Bricks, and that Product multiplied by the
Height from the Tiling, one third chereof they
reckon the Content in Feet, one Brick and half
thick, though it is really more ; but that is al-
lowed for Scaffolding and extraordinary Trouble
in that kind of Work.
Value of
9
9. The Value of Bricklayers
Bricklayers Work is commonly about the Rates
Work. following.
1. $. d.
(the Workman Ma-
terials) per Rod
5 :
Finding no Materials
Tiling ( the Workman finding
8:0
Materials) -per Square, plain,
Firding no Materials
Cellar-Floors ( finding Materials
Finding no Materials
0:4
YO, As for Ornamental Work, they mcalure
and are paid
for it by the Foot running Meaſure,
(which is a Foot in Length only); ſuch Work as
Arches, Facioes, Cornice, Water-Courſes, &c.
the Price of which per Foot is
d.
Commonly (if the Workman found
Materials) about
If he found not Materials, about
8
Pantiling the Square
; }
ials ;}
O
per Yard
und}
13:
O
ST
Ś VI. Maſons Wok.
TONE is meaſured by the Foot folid, and
is valuable according to its Goodneſs and
Greatneſs of the Scantling.
2. Marons meaſure Stone-Walls of Houſes,
and ſuch Work, being plain without Ornament,
by the Foot fuperficial; Arches over Doors, &c.
not exceeding one Foot broad, they meaſure by
the Foot running, or in Length only; and all
Ornamental Work, as Capitals of Pilafters,
Flowers, Rail, and Ballaſter, &c. they value by
the Piece, which is beſt computed from the Time
required to finish the ſame.
3. Mafons (as Joiners and Painters) in mcafu.
ring the Mouldings of Cornice, Baſes of Pilaſters,
&c. girt round the Mouldings with a String.
In meaſuring the Arches over Doors, Win-
dows, or the like, they take their Dimenſions in
the Middle of the Arch; for if they ſhould take
them at the lower Side next the Door, they would
be too little; or if at the upper Part, that would
be more than the true Length.
5. They dedu&t for Doors, Windows, or other
Vacancy in Stone-Walls.
6. In mcaluring Stone.Corners of Brick-Hou-
ſes, &c. the beft way iy to take the Length of
the
Cuffums to be obſerv'd in Meaſuring. 269
the two Sides that appear without the Wall, and
multiply that by the Height of the Wall, for
the Content fuperficial.
7. It would be difficult to give the true Value
of all Sorts of Malonry Work; but in general
they value
d.
1 Foot of Plain Work (as?
O: 8
Walls, &c.) at abouts
working
and
Of plain Cornice about. 8
s
Mojellian Cornice
ſetting.
3 : 0
}
I
$ VII. Carpenters Work.
"THE
HE principal Carpentry Work in Build-
ing in and about the City of London, ale
Rooting Flooring, and, Partitioning; all which
they meaſure (as is thewed before of Tiling) by
the Square of 100 Foot.
2. The Depth and Half-Depth multiplied by
the Front, or the Front and Half-Front, multi-
plied by the Depth of any Houſe, gives the Con-
tent of the Roofing according to their Cuitom.
3. In meaſuring Roofing, they make nu De-
duction for Sky-Lights, or Holes for the Shafts
of Chimneys.
4. When they would find the Content of any
Floor, they take the Dimenſions in Pect of the
whole Floor at once, and then meaſure the Con.
tent in fuperficial Feet of the Hule for the Stairs
and Hearths, or Chinney-places, from the 'Trim.
mers, which they deduct from the Content of
the whole Floor, and the Remainder is the true
Content of the Floor fought. And if ail the
Floors in a Houſe be alike, they multiply the
Content of one Floor by the Number of Floors,
for the whole Content of the Flooring in the
Houſe; which being known in ſquare Feet, is
reduced to Squares, as is taught in Sect. 5. lak
foregoing.
5. In meaſuring Partitioning, they commonly
deduet for Doors and other Vacancies in the Par
tition.
6. All Cornice, both Plain, Modellian, and
Cantaliever, &c. as allo Timber-Front-ſtory,
Breſt-ſommers, Rail ard Ballafiers, Guttering,
& c. are meaſured by the Foot running Meaſure,
which is in Length only.
7. Balcony, and other Doors and Door-Caſes,
Window-Lights and their Ornaments, Cupu-
lues, Columns, Pilafters, Pediments, Stairs and
Stair-Caſes, they value by the Piece, according
to the Fineneſs and Scantling of the Work and
Timber.
O
8. The
270 Cuftoms to be obferu'd in Meaſuring:
1.
8. The Price of Carpenters Work admits o
ſuch a vaſt Variety, that it is not practicable in
this Place to give a juft and true Account thereof:
but in a Houſe that is the ſecond Rate of Build.
ing, it is very near what follows.
s. d.
Flooring, i. e. Boards, Joiſts, and
1:16:0
Girders ready laid, the Square
Oak
Roofing the Square Fir1:15:0
Partitioning the
with Doors are on: 15:0
Square
without Doorso ; 14:0
Modellian or Coving Cornice, the
Foot running from 2 s. to
: 2:8
Plain Ditto
Guttering the Foot
Filling, Lintel, the Foot one with
another
}
be}
O: 1:
with}
Breaft Sommers the ſolid Foot {lir
Oak 0 :
3:0
universitet
0:6
And the ſame for Posts and Plates.
Oak
,
Fir
Rail and Ballaffer with Stairs com-
pleat the Pair
3:
Cellars Stairs
0:4
*-}
5:.
Fas
СНАР,
(271)
as
CH A P. IV.
Concerning fuch Buſineſs of Merchants as
is to be done at the Cuſtom-houſe, and
the Water-Side, &c.
$1. Of Entring Goods at the Cuſtom-
houſe.
"O"
F Entring Goods Outward,
II. By Certificate.
III. Inward.
If I were to inſert all the various Caſes that
might happen in getting a Cocket or Warrant
for each of the three kinds of Entries; and alſo
the ſeveral Duties payable, that alone would fill
a large Volume. But ſince the former is beyond
any one Man's Ability to do; and ſince the lat-
ter, viz. the Rates payable for Cuſtom and Sub.
fidy of all Goods imported, is not only very dif.
ficult to perform, but almost uſeleſs, when prin-
ted, eſpecially in a Book of this Nature, which
may not perhaps be reprinted in ſome Years,
in which time (as the State of Affairs are now)
ſeveral Acts of Parliament, laying Impoſitions
on Goods, would expire, and perhaps ethers of
a different Nature be made. And Once the Of.
ficers at the Cuſtom-houſe, who compute the
Cuſtoms, dare not, nor will not impoſe on any
Man's Ignorance of the Rares ; I ſay, all this to-
gether is a fufficient Reaſon for my omitting to
inſert the Rates payable Inward.
And as for
thoſe Outward, they are for the moſt part in
Book of Rates, which would alſo be too large to
Pocket. I fall therefore (which I think will
be the moſt ſerviceable to the Reader) only give
ſome Rules for entring Goods in general, and il-
luſtrate the faine by an Example, to run through
the Duſineſs cf paſſing an Entry.
2. When you have Goods to enter, if you
have not Servants to do it, and think ſtaying
an Hour or more at the Cuſtom houſe to paſs an
Entry, would be too much Time loft, you may
have Clerks enough in the Long-Room in the
Cuſtom-houſe, who will do it for
you for 6 d.
(if you make your Bills of Entry yourſelf) 'or
they will make your Bilds, and paſs your Entry
Loth
the
272 Of Entring Goods at the Cult. Houte.
both for i Shilling, which few Merchants, con-
ſidering their Attendance required as above, and
their Buſineſs ctherwiſe, but are willing, and
think it their fafest and beſt way (much 'Trouble
enſuing upon a falſe Entry) to make uſe of the
Clerks of the Cuſtom-heue for that Purpoſe.
What I have to ſay in this Section, is therefore
chiefly deſigned for Merchants Servants, who are
enjoined by their Maſters to make Bills, and paſs
Entries, and canot well afford to pay for doing
thereof out of their own Pocket.
3. When theietore the Goods you intend to ex:
port are made up firin and ſafe in Bals, Bags,
Caſks, Chests, &c. you muſt mark each Parcel
with the fame Mark and Number thus, 1, 2, 3,
&c. which done, and you have agreed with the
Captain for Freight, and ſo are reſolved what Ship
to have, draw your Bill of Entry thus.
3
2
Io the Reward, fokn Bright for Lifton.
John Hood.
The Six Dozen of Caſtors.
Five Dozen of Felts,
Here you ſee is mentioned, 1. The Ship's Name.
2. The Maſter's Name. 3. The Port whither
the Goods are conſigned. 4. The Merchant's
Name that exports, which you will eaſilyalearn 10
make, let the Goods be what they will that yeu
enter, by firſt letting one of the Clerks make your
Bills, and taking particular Notice of that, you
will be enabled to make any Entry that you
have
Occaſion to do, though never lo difficult.
4. Of theſe Bulls you are to write Seven, one
in Words at length, which is to paſs, and in the
reft the Quantities may be exprefled in Figures,
which Bills are entred in ſeveral Books by the
Clerks.
5. If you export ſeveral Sorts of Goods at once,
and ſome are free, others pay Cuſtom, you muſt
have two Cockets, and therefore muſt make two
Entries, one for the Goods that pay no Cuftom,
and the other for thoſe that do.
6. If the Exporter makes not the Bill of En.
try, which is wrote in Words at length, himſelf,
le muft fign the ſame as at the Mark in the
Bill above.
7. "The Bill of Entry being made, as above,
you muſt pay your Cuſtom and Fees for Entry
to Mr. Edward Smith and Mr. George Thornbury,
acu ording to the Book of Rates; for you muſt
know that the A&t of Tunnage and Poundage
lays a Subſidy of ſo much ger Tun upen Li.
quids, or of 1 s, in the Pound (or 20 s. Value)
on moft other forts of Commudities; ſo that the
Luek
Of Entring Goods at the Cuff. Houfe. 273.
No. 1,
Books of Rates ſhews how alt Goods ſhall be va.
lued, otherwiſe Goods rifing and falling would
make the Coftoms to do fo too; but the Price
being put in the Book of Rates, á twentieth Part
of that is the Cuſtom at 12 d. in the Pound of
that Value. As if you look in the Book of
Rates for Hats, you'll find Beavers and Caſtors
rated at 21. per Dozen, a twentieth Part of
which is 2 so per Dozen, or 2 d. per Hat, and
id. per Hat for Felts.
8. Having paid your Cuftom, get your Cocket
(which is in the Words following) wrote on a
Imall Piece of Parchnient about 4 Inches broad,
and 6 or 7 in length; in form as follows:
The Form of a Cocker:
Ind. or In Know ye that Fohn Wood Ind.
digenous for 6 Dozen of Caitors, and 5 Dc-
fignifies na zen of Felts in the Revard, John
tural born. Bright, for Liſbon, paid all Duties,
Dat. 24 July, 1698, Anno Gulin, Decimo.
9. On the Backſide of this Cocket write down
the Mark, Numbers, and alſo the Quantity of
your Goods contained in the Cocket, thus :
I
1 Box gt, 6 doz. Caſtors,
W
1 Box qt. 5 doz, Felts,
If ſeveral Sorts of Goods are in the fame Pack.
age, you muſt indorfe, Cum aliis,
10. Tranſcribe on a piece of clean Paper your
Bill of Entry, and then you bave a Shipping Bill;
on the backſide of which write the Mark, Num-
ber, and Contents, as you did on the backſide of
Your Cocket.
But in your Bill of Entry and Shipping-Bill,
you need not put down the Mark and Number,
but only on the backfides as abovela d.
11. This Shipping-Bilt with your Cocket,
both endorfed, on the backtide as above, you
muſt deliver at the Waterfide to the Searcher
when you ſhip off your Goods, which Cocket
is to remain in the Searcher's Office, and will
be delivered to the Maſter of the Ship upon his
going off,
11. For entering Goods that are to be exported
by Certificate, you muſt know, that to
port Goods by Certificate, is to export foreign
Goods that were formerly imported; which
Goods if an Englifbman export within twelve
Months, or a Stranger within nine Months after
Importation, there is a Drawback allowed ta
ſuch Exporter of part (vit, for ſome Commo-
dities more, for others Jeſs) of the Custom paid
ex-
st
274 Of Entring Goods at the Cuſt. Houſe.
at Importation. But this Draw back is not to be
allowed, unleſs the Exporter produce a Certifi.
cate, figned by the Collector or Comptroller of
the Cuſtoms that thofe Goods paid Cuſtom in
wards within the Time aboveſaid ; upon which
Certificate a Cocker is granted the Exporter,
which is called a Certificate Cocket.
Tbe Form of a Debenture for Cuſtom to be
drawn back.
3, 98.
Valentine Vuntrump Ind. did enter with us two
thouſand Ells Holland Linnen, the third of
Augull, 1698, in the Coronation, John Bennett
Mafir, før Barbados, the Subſidy and Impoſt
whereof was paid inward by Samud Round the
firſt of Marcb lait, as doth appear by the Cer-
tificate of the Collector inwards, and for the
fart 'ter Manifeſtation of his juft Dealing herein,
Le hath alſo taken Oach before us of the ſame,
Cuftum boule, London, Aug. 3, 1698.
To this Debenture the Exporter is to make
Oath to the Collector at the Bench in the Long
Room to this Eteet:
Juravit Valentine Vantrump, That the ſame
Holland Linnen above-mentioned was really ſhipped
out, and bath not been relanded in any Port or
Creek in England or Wales ſince laft ſhipped. Aug.
Will. Townfind,
Signed
Tbo. Caufton.
The Meſſieurs Walpole are Collectors.
The Form of a Certificate Cecket.
London. Know ye that Valentine Vantrump Ind.
for Two Thouſand Ells Holland Linnen paid
per Samuel Round the firſt of Marcb laft, late
unladen and now in the Coronation, fobn Benners
for Barbados. Dat. Aug. 3, 1698.
2. When therefore you would get a Certifi-
cate-Cocket for Goods that you are about to
tranſport, you must take out of the Books of
whe Importer the Day when the Cuſtom inward
was paid, and by whom, and carry that to the
Long-Room in the Cuſtom-houſe, and deliver
i (with the Quantity you would export) to the
Clerk to the Comptroller of the Subſidy Irward
and Outward, which is now Mr. Townſend, Sen.
and Jun. and Tho, Cauftox) who will ſearch the
Books; and finding the Cuſtom paid Inward
will make out a Certificate, upon which Certi-
ficate you have a Cocker granted for ſhipping
your Goods uit, and a Diawbåck of part thc
of
Of Entring Goods at the Cult. Houſe. 275
the Custom and Subſidy paid Inward, provided
you export the Goods by Certificate in Time, as is
aforeſaid; and if not worth while to draw back,
may be entred in the free Cocket, calling them
out of Time.
III. For entring Goods Inwards at ebe
Cuſtom houſe.
Having a Letter of Advice, that the Ship is ar.
rived which has your Goods on Board, you muſt
ſearch the Sbip's Entry-Book at the Cuſtom-houſe,
which lies publick in the Long-Room, where
you will find the Ship's and Captain's Names,
alſo the Land-waiters Names appointed to attend
the unlading, and at what Key the Goods will be
landed. As thus,
Wanley and Iſaacfen.
Three Brothers of London, Ifaac Greenwood,
Barbados Cuft.
Here you ſee is, 1. The Landwaiters Names.
2. The Ship's. 3. The Captain. 4. The Place
whence the Ship is arrived. 5. The Key the un-
lades at.
And if
you find the Sbip entred, you may like.
wiſe enter your Goods; as ſappoſe they be 10 Bags
of Cotton, which though it pays no Cuſtom (if
from our Plantations in America) yet muft, as
all other Goods Inward, be landed by Warrant
which warrant cannot be obtained without En-
try, and paying the Fees for Entry, though free
as to Cufiom. And the fame may be ſaid of Fuf.
tians and Checfe Outward the firft of which
pays no Duty, and the latter none, unleſs its Va.
Jue exceed 30s. per hundred ; yet theſe and all
Goods, though exported or imported free, muſt
however be entred at the Cuſtom-houſe, and
shipped off by Cocket, or landed by Warrant.
Make your Bill of Entry therefore for your Cot-
ton Wool thus :
Tbe Form of a Bill of Entry Inward.
ge
0 In the Reſerve, Tbo, Hock from Barbados.
Fobn How.
Ten Bags of Cotton-Wool of the
Growth of the Engliſh Plantations.
If the Duty of your Entry is above rol. pay it
into the Treaſury to Mr. Lomas, and take his
Note to the Perſon that collects the Duty of the
Goods you enter Inward.
2. Of theſe Bills of Entry, you muſt write
eight, and one in Words at Length as the fore-
going, wbich is for the Warrant, and muft be
figned by the Party in whoſe Name the Goods
are entred, and your Mark muſt be inſerted in
N17
276 of Entring Goods at the Cuft. Houſe.
the Margent, but the other ſeven may be wrote
in Figures; all which being finiſhed carry them
to Mr. Farr in the Long-Room, and
pay
him
the Fee for Entry and Cuſtom, and ſo your Entry
will paſs, and the Land-waiters will that After-
noon have a Warränt for the landing your Goods ;
which Warrant may be ſeen at any time afterward
in the Jerker's Office.
If Bonds given ; for Wine, Mr. Mayne and
Mr. Merior; for Exciſeable Liquor, Mr. Spidel
and Mr. Tull; for Weft-India Goods, Mr. Farr
and Mr. Speidel.
3. The Fees for Entry are as follows :
d.
For a Freeman of London
6
ArrUnfreeman, who is an Englifhman 3 2
Aq Alien or Stranger
3: IQ
A Navigator
2
And if they neither write their Bills, nor paſs
their Entry themſelves, they muſt then pay 1 s.
more, as by the ſecond Article foregoing.
Note, That an Alien is one that is no Engliſh.
man born ; and a Navigator, one that im-
ports Goods in a foreign Bottom, as allowed
by the Act of Navigation.
4. It might perhaps have been expected I
thould here fay fomething more particular of pal-
Sing Entries, and writing Bills; but the Cafes
being ſo various (as I ſaid before) it would be im.
paffible to give an Example for each ; and there-
fore I think, as an Addition to what goes before,
the moſt ample Directions in theſe Matters, are
for the Party, who has often Occafion to enter
Goods, and yet is ignorant thereof, to obſerve
very narrowly how its own Bills are made by the
Clerks, and by this means, in a very fhort time,
be will be enabled to make his Bills of Entry
himſelf. And the ſame Method may be taken as
to paffing an Entry, by obſerving through whoſe
Hands they paſs. But in all unufual Eatries the
ſafeſt Way is to get a Clerk in the Long-Room to
make your Bill of Entry; for if you ſhould enter
thing under one Denomination that ſhould be
entred under another, you will go near to be ob-
noxious to the Penalty of making either a falſe
Entry, or none at all.
I know ſome of the Clerks of the Cuſtom
houſe are very cautious left any one ſhould un-
derſtand their way of paffing an Entry; but, by
due Care, any one that is minded may (after two
or three times ſeeing the Clerks write the Bills,
and paſs the Entries) do the fame himſelf :
And every Merchant may much eaſier, and with
more Truth and Safety, learn (by Practice) to
enter the particular Goods he deals in, than he
could
Conce- ning Exportation,
277
:
} Waiters.
:
. 4. f
Prices limited : 3 and 4 W. and M. c. 8.
could do by any Kules that can posibly be given
by the moſt knowing in theſe Matters.
5.
But I have ſeen Goods that no Officer in
the Long. Room could tal how to enter or make
a Bill for by the Invoice, when the Cuſtom is
paid by the Lengths, er, and thoſe Lengths or
Quantities are not exprefled in the Invoice : In
t is Caſe the beft way is to attend the coming of
your Goods to hand out of the Ship or Lighter,
and when they do, defire the Land-waiter that
they may be carried to the King's Ware-houſe,
which is under the Leng-Room, and there the
Surveyor of the Ware-houſe will ſee the Lengths
meaſured, or juſt Quantities taken, and will make
you have a Bill of Entry accordingly ; which when
you have paffed, you may have your Goods out of
the Ware houſe.
Mr. Dobſon Ware-houfe-keeper
Mr. Cole Comptroller.
Mr. Emerſon and
Mr. Tillotſon
$ II. Cancerning fome Claufes in ſeveral
Statutes, and neceſſary to be known by
Merchants, as relating to Exportation
and Importation
As to Exportation,
"
Oods or Merchandize exported or ſhipp
off before Cuſtom paid or ſecured, for-
feited, 12 Car. II, c. 4. revived 6 W. and M. 6. 1.
2. Denizens hipping Goods in Carrack or Gal-
ley, thall pay Cuſtom and Subſidy as Aliens, 12
3. If any Goods Chipped by a Denizen (having
duly paid Cuſtom Qutward) do happen afterwards
to be caſt away or taken by Pyrates, the Ex-
porter, upon due Proof thereof before the Com-
miſſioners of the Treaſury, or Chief Baron of
the Exchequer, and producing their Certificate
to the Officers in Chief of the Customs, fhall
ſhip off ſo many Goods Cuftom-free, the Cuſtom
whereof amounts to the Cuſtom of the Mer
chandize loft, 12 Car. II. 6. 4. revived 6 W. and
4. Beef, Pork, Bacon, Butter, Cheeſe, and
Candles
exported Cuſtom-free, under the
5. No Captain or other Perſon belonging to either
Ships of War or Merchants, fhall take on Board
any Ship bound beyond Sea, or for Scotland,
any. Ergliſh Goods or Merchandize, until they
are firſt entred in the Books of the Officers
of the Cuftom outwards, and fall bring to
fuch
G
M. c. I.
may be
278
Concerning Exportation.
.
ſuch Officers, the Content in Writing, under bis
or their Hand, of the Names of the Perſons that
fhall have laden on board any Goods, together
with the Mark and Number thereof, and Num-
ber of Guns and Ammunition, and whither
bound: And ſhall, before his Departure, anſwer,
upon his Oath, to ſuch Queſtions as ſhall be
alked by the Officer of the Cuſtoms concerning
ſuch Goods, upon pain of the Forfeiture of one
hundred Pound, by Statute 14 Car. II. c. 11. re.
vived 6 W. & M.c. 1.
6. No Wharfinger, or Keeper of Crane or Key,
thall ſuffer uncuſtomed or prohibited Goods to be
water-born or taken on Land, without the Pre-
ſence of ſome Officers of the Cuſtoms (except in
the Port of Hull, as i Eliz. c. 11.) upon Penalty
of forfeiting one hundred Pound, by 14 Car. II.
c. 11. revived 6 W. & M. c. Ii
7. Goods exported and carried by Sea from one
Port to another, in England, Wales, or Berwick,
without a Warrant or Suftrance from the Cuttom-
houſe Officers, are forfeited ; 14 Car. II. C. II.
revived 6 W. & M. c. I.
8. And the Maſters of all Ships ſhall take out
Cocket, where the laſt mentioned Goods are
laden, and give Bond and Security that they
fhall be landed at the Place for which they are
entered, or ſome other within England, Wales,
or Berwick: And ſhall return a Certificate with-
in 6 Months (Danger of the Seas excepted) from
the Cuſtom-houſe Officers, where ſuch Goods
were unladen, to the Officer to whom Security
was given, otherwiſe the Bond and Security is
forfeited ; 14 Car. II, 6, 11. revived 6 W. & M.
9. Goods conveyed away, and carried beyond
Sea, without paying Cuſtom, the Proprietors ſhall
forfeit double the Value, computed according to
the Book of Rates; except for Coal, which ſhall
pay double Duty, to be collected according to the
Act of Tonage and Poundage; 14 Car. II. 6. 11.
revived 6 W. & M. c. I.
10. Goods exported or imported in a Packet-
Boat (unleſs allowed by the chief Officers of the
Cuſtoms) are forfeited, and the Maſter forfeits one
hundred Pound and his Place; 14 Car. II. c. 11.
revived 6 W. & M. c. 1.
11. Aliens ſhall pay no greater Duty than the
King's natural born Subjects, for exporting any
Goods of the Product or Manufacture of Eng
land, Wales, or Berwick, except for Coals, 25
Car. II. 6. revived 6 W, & M. c. 1. and 1€
peals Cauſes to the contrary, in 11 H. VIII. c. 14.
12 Car. II. C. 4. feet. 2 & 6. 13 Car, II. 6.7.
and in the 12th Article of the Book of Rates,
12, Spa-
26,7
Concerning Exportation. 279
12. Spaniſh and foreign Wools may be exported
in Engliſh Shipping, bait not otherwiſe, out of
England or Wales, under pain of Confiſcation, by
Article 5 of the Book of Rates, confirmed 12 Car,
II. C. 4. revived 6 W. & M. c. 1.
13. The Officers of the Cuſtoms at Graveſ-
end, having Power to ſearch any Ship outward
bound, thall not, without jutt Caule, detain any
ſuch Ship above three Tides after her Arrival at
Gravelend, under Pain of Lols of their Office,
and rendering Damage to the Owners of the Ship.
And the Officers of the Cuſtoms in any Out-Port
shall not, without just Caule, detain any Ship out-
ward bound above one Tide after the Slip is laden
and ready to fet fail, under the like Penalty as
aforefaid, by 23d Article of the Book of Rates
made 12 Cur, II. 6. 4. revived 6 W. & M. 6. 1,
Goods probibited Exportation.
14 Goods prohibited to be carried out of the
Nation, are generally ſuch as are either the Ma.
terials uſed in making Manufactures peculiar to
England (as Sheeps-Woul and Füllers. Earth,
a) which, were other Nations furuiſhed withal,
they would probably ingrols the Trade of Wool
len Cloth, 66, or elfa Thry are fuch Commodi-
ties as are not fully manufactured, whereby (if
permitted Exportation our own Artificers are
robbed of Employment, or luch whereof we have
no greater Quantity than we can ſpend in our own
Nation, and conſequently, if exported, would
greatly inhance the Price, and caule a Deficiency
among ourſelves,
IS No Woollen-Yarn or Woollen-Cloth fhall
be exported to Places beyond the Sea unfulled, or
not fully wraught, upon Penalty of Forfeiture of
the value thereof, one half to the King, and
the other half to the Informer; 7 Edward IV.
6. 3. 30 Edward III, 67.
16. No Engliſh Coin ſhall be tranſported or
carried out of England, by Statute 5. R. III.
7 Edw. VI. c. 6.
27
Edw. III, f. 2, 3. 619 H. VII. C. 5. nor any
Silver or Sterling Bullion, unleſs
unleſs firft ftamped at
Goldſmiths-Hall, and Oath made, that no part
thereof was before noiten, the current Coin of
the Realm of England, or Clippings thereof, nor
Plate wrou, ht within this Kingdom), which thall
be proved, or the Bullion to be forfeited, and the
Owner to be impriſoned 6 Months without Bail or
Mainprize; 68 7W. III. 6. 19.
17. No Sheeps-Wool, Wool Fells, Mortlings,
Shortlings, Yarn made of Wood, Wool-Flocks,
Fullers-Earth, Fulling-Clay, or Tobacco-pipe-
280 Concerning Exportation.
Clay, fall be exported out of England, Wales,
or Berwick, into Parts beyond the Sea, or Scot-
land under the Penalty of being adjudged Fe.
lony ; 27 Edw. III. c. 14. Sect. 2. 38 Edw. III.
12 Car. II. c. 32. 13 & 14 Car. II. C.
28. But the Penalty of Felony is taken anty,
and the Exporter fall forfeit the Vefiel, and
treble the Value thereof, with treble Cost of Suit.
And the Afillors ſhall ſuffer three Vears Impri-
ſonment; which Forfeitures ſhall be recovered by
bim who ſhall ſue for the fame, to continue for
three Years, from May 1, 1696, and to the end
of the next Seſſions of Parliament ; 7 & 8 W,
II. c. 28. See alſo further Forfeitures, &c. by
the Stat. 9 & 10 W, III,
the
of Importation.
Pon Information that Goods Imported are
conveyed away without Entry arid
pay.
ing Cuſtom, or ſecuring the fame to be paid,
Lord-Treaſurer, Barons of the Exchequer, or
chief Magiſtrate of the Place where the Of.
fence was committed, or next adjoining thereto,
may grant a Warrant to any Perſon, who, with
the Amittance of a Conftable, may break open any
Houſe in the Day time, in Caſe of Reſiſtance, and
may break apen Doors, Cheſts, Trunks, or other
Package, and take thence any prohibited or un.
cuſtomed Goods, to which all Officers are to be
aiding and aſliſting; but no Proceeding ſhall be
upon this Act, unleſs within one Month after
the. Ofence committed. And if falſe Informa-
tion is given, the Perſon wrongfully accuſed may
recover Coils and Damages; 12 Car. II. C. 19.
14 Car. IL C. II. Se27. 5, Rov, 6 W. & M. 6.1.
No Ship or Vefſel, arriving from beyond the
Sea, ſhall be above 3 Days in failing from Gravel-
end to the Place of Diſcharge in the River of
Tbames, unleſs apparently hindered by contrary
Winds, or other juft Impediments, by Stat. 14.
Can. II. c. 11, Rev. 6. W. & M. c. 1.
3. No Ship, bound for the Port of London,
thall touch or ſtay at any Place adjoining to either
Shore between Graveſend and Cheſter's-Key; and
true Entries ſhall be made of all ſuch Ships La
ding, upon Oath of the Maſter or Purſer, for
that Voyage to the beſt of their knowledge: Allo
where the took in her Lading, of what Country
built, how, manned, who was Mafter during the
Voyage, and who are Owners, thereof,
And in all Out-Ports to come dire&tly to the
Place of Unlading, and make true Entries as a
foreſaid, upon Penalty of Forfeiture of 100.
l.
14 Car. II, 6. 11. revived 6 W, & M. c. I.
4. After
Concerning Importation. 281
Good
Párcel of ſuch Goods as are rated to pay by the
4. After any Ship is cleared, and the Watch-
men and Tides-men diſcharged from their At-
tendance, if there be found on board ſuch Ship
paid Duty Inward, tircn the Maſter or other
Perſon taking charge of ſuch Ship thall forfeit
1001, 14. Car. II. c. 11. Rewi 6W, & M.7, 1.
$. Porters, Carmeny Watermen, &c. aſlifting
in carrying on Board, or landing uncuſtomed or
prohibiced Goods, being convicted by the Oath
of two Witneſles, thall, for the firſt Offence, bé
committed to the next Caol, till he find Surety
for his good Behaviour, and for the ſecond Offence
be committed for 2 Months, without Bail or Main-
prize, or until he be diſcharged by the Court of
Exchequer, or pay to the Sheriff of the County
51. 14 Car, 11. 6. 11. Rev. 6W. & M.C, I.
6. No Merchant Deniten Mall colour a Stran
gér's Goods, but ſhall by himſelf, or known A.
gent, fubfcribe one of his Bills of every Entry;
with the Mark, Number, and Contents of every
Piece, or Meaſure, and Weight of ſuch as are ra-
ted to pay Duty by Weight, without which no
Entry ſhall pa's. And,
7. No Children of Aliens, under 26 Years, ſhall
have Entry made in their Name, nor be permitted
to trade; 14 Car. II. c. 11. Rev. 6 W & Mic.IN
8. Merchants, trading into the Port of Lon
don, thall have free Liberty to lade and unlade
their Goods at any of the lawful Keys and Pla-
ces, between the Tower of London, and London
Bridge, between Sun-riſing and Sun-ſetting, from
the roth of September to the 10th of March, and
between 6 o'clock in the Morning and 6 in the
Evening from the oth of March to the toth of
Septimber, giving Notice thereof to the reſpective
Officers appointed to attend the lading and un-
lading of Gonds. And ſuch Officers as thall
refuſe, upon due calling, to be preſent, ſhall
forfeit sl. for every Default, half to the King,
and half to the Informer or Proſecutor, by Arti
cle 13 of the Book of Rates, made 12 Car. II.
c. 4. Rev. 6 W. & M. c. 1.
9. No Goods (Fiſh taken by his Majeſty's Sub-
je&ts, Sea ceal, Stone, and Beaflial excepted) ſhall
be landed or laden on board bot at lawful Keys
and Places (except Hiull; i Eliz. c. 11.) or ſuch
other Places as his Majeſiy
ſhall appoint by Com-
miſſion out of the Court of Exche quer, upon Pe-
nalty of Forfeiture of ſuch Goods ; 14 Car. II.
C. II. Reo, 6 TV. & M. c. I.
To. To prevent Combinations between Im-
porters and Seizers of Goods unlawfully importa
ed or exported, noape ſhall ſeize the ſame but
0 0
282
Concerning Importation.
the Officers of the Cuſtoms, or ſuch as ſhall be
authoriſed fo to do by the Lord-Treaſurer, Un-
der-Treaſurer, or Special Commiſſion from his
Majeſty, under the Great or Privy Seal, any
Law to the contrary notwithftanding ; 14 Car. II.
C. 11. Rou. 6 W. & M. c. 1.
11. If any Seizer of prohibited or uncuſtomed
Goods ſhall not make due Proſecution thereof,
it is lawful for the Coftom-houſe Officers, or
others deputed thereto, to make Seizure of ſuch
Goods, and bring his Action by way of Devene-
runt; and they ſhall be in Law adjudged the firſt
true Informers and Seizers, and have the Benefit
thereof, any Law, Statute, &c. to the contrary
notwithſtanding ; 14 Car. II. C. II. Rev. 6 W.
& M. c. I.
12. All foreign Goods permitted to be landed by
Bills at Sight, Bills at View or Sufferance, Mall
be landed at the most convenient Keys or
Wharfs, as the Officers of the Cuſtoms ſhall
direct; and there, or at the King's Store-houſe of
the reſpective Ports, ſhall be meaſured, weighed,
and numbered by the Officers to be thereunto
particularly appointed, who ſhall perfect the En-
try, and thereunto ſubſcribe their Names; and the
next Day ſhall make Report thereof to the Cu-
stomer, Collector, or Comptroller, or in default
thereof fhall forfeit icol. 14. Car. II. f. 11.
6 W. & M. c. 1.
13. No fort of Wines (except Rheniſh) Spicery,
Grocery, Tobacco, Pitch, Tar, Pot-aſhes, Salt,
Rohn, Deal-boards, Fir-timber, or Olive-oil,
ſhall be imported into England, Wales, or Town
of Berwick, from the Netberlands or Germany,
upon Penalty of forfeiting Ship and Goods; 14
Car. II. c. 11. 6 W. & M... 1.
14. Any Merchant, who ſhall import Goods,
fhall have Liberty to break Bulk in any lawful
Port or Key, the Maſter or Purſer firſt making
Oath of the true Content of his Ship's Lading, as
by the firſt Article of the Book of Rates.
15. Brandy imported in any Veſſel Jefs than
60 Gallons in Content, is forfeited, by 4 and 5
W. and M. 6. 5. Sél. 4. Se7.8.
16. After December the firſt, 1696, no one
ſhall put on Store in the Kingdom of Scotland or
Ireland, any Merchandize of the Growth or Pro-
duct of any of his Majeſty's Plantations, un-
leſs the ſame have been firſt landed in England,
Wales, or Berwick, and paid the Duties where-
with the ſame are chargeable, under Penalty of
forfeiting Ship and Goods three fourths to the
King, and one fourth to the Informer, or him
that ſhall fue for the ſame: Except Ships by
Diſability be driven into any Port of Ireland, and
unable
Concerning Importatioc. 283
board by Virtue of the ſaid Certificate; 7 & 8
unable to proceed on her Voyage, her Goods may
be put on thore into the Hands of the chief Offi-
cers of the Cuſtoms there, 'till the ſaid Goods
can be put on board ſome other Ship or Veſſel, to
be tranſported to ſome Port of England, Wales,
or Berwick, by 7 8 8 W. JII. C. 21.
17. After the firit of Auguſ, 166, Natives
of England or Ireland may import into England,
directly from Ireland, any Hemp, Flax, Thread,
Yarn and Linnen, of the Growth and Manufac-
ture of Ireland, Cuſtom free, the chief Officer
of the Veffel ſo importing, bringing a Certifi.
cate from the chief Officer of the Port in Ircland,
expreſſing the Particulars of the Goods, with, the
Names and Abodes of the Exporters thence, and
of ſuch as have ſworn the ſaid Goods to be bona
fide of the Growth and Manufacture of that King-
dom, and to whom they are conägned in Eng.
land. And the chief Officer of the ſaid Vellel
thall make Oath, at his Arrival in England, that
the faid Goods are the ſame that he took on
W. III. c. 39
.
18. Wool may
may he imported from Ireland to the
Ports of Whitehavenly Literfvol, Chelier, Briſtol,
Bridgewater, Minehead, Barwiable, and Biddiford,
and none other, by 1988/
XII. 6. 23.
,
III, 6. 3.
Of Goods probibited rapprtariox.
The Gocds prohibited Jinportation are gene-
rally fuch as are fully manufactured, which
would no way employ our Artificers; and thoſe
permitted, that are fully puanufactured, arc fuch
as our Engliſh can either not make the like, or
not afford to make them ſo cheap as the Importer
can ſell the ſame.
19. No Cloths made beyond the Sea Arall be
brought into Englunds Ireland, Wales, or Scot-
land, upon Penalty of forfeiting thereof, and far-
ther Punishment at the King's Pleaſure 11 Ed.
3
20. No Woollen Caps, Woolen Cloths, La-
ces, Corles, Ribbands, Fringes of Silk or Thread,
Thread-Laces, Silk-twined, Silk any wiſe em-
broidered, or Gold-Laces, Saddles, Stirrops, or
any Harneſs pertaining to Saddles, Spurs, Bofles
for Bridles, Andirons, Gridirons, no manner of
Locks, Hammers, Pincers, Fire-tongs, Dripping-
pans, Dice, Tennis-balls, Purſes, Gloves, Gir.
ales, Harneſs for Girdles of Iron, Lattin, Steel,
Tin, or Alçamine : Nothing wrought of any
tawed Leather, Corks, Knives, Daggers, Sword
blades, Bodkins, Sheers, Razors, Sciffars, Cher.
men, Playing-cards, Combs, Pattins, Pack-
needles
284
Concerning Importation.
26. A
peedles, no painted Wares, Forcers, Caſkets, Ring
of Copper or Lattin gilt, Chafing-Dishes, Cha-
fing balls, Hanging candleſticks, Curtain rings,
Ladles, Scummers, counterfeit Balons, Ewers,
Hats, Bruſhes, Wool-cards, nor any of theft
Wares or Chaffers thall be imported, uttered,
and fold within England and Wales, upon Penalty
of forfeiting half to the King, and half to the
Informer, except Wares taken upon the Sea by
Wreck; 3 Edw. IV. c. 4.
21. No Girdlers, Point-makers, Parfers, Glo-
xers, Joiners, Painters, Card-makers, Wire-Inon-
gers, Weavers, Horners, Bottle-makers, or Cop-
perſmiths Wares, fhall be imported by Merchant.
Arangers; by Ric. III. 6. 12.
22. No great Cattle, Sheep, or Suvine, or any
Beef, Pork, or Bacon, fhall be imported into
Esgland, or Town of Berwick (except for the
Tieceffary Proviſion of the Ships in which they
are imported, and except from the Iſle of Man)
nor any Ling, Cod, or Pilchard, freſh or falted,
dried or bloated, nor any Salmon, Eel, or Con-
ger taken by any Foreigners, ſhall be imported,
upon the Penalty of forfeiting the ſame, one
talf to the Poor of the Pariſh where the faine
fhall be found, and half to the Seizer ; by 18
Car. II. c. 2. 32 Car. II. c. 2.5.8 & 9. 20 Car.
II. c. 5. but that part relating to Bacen is repealed
by 5 & 6W. & M. 6. 2. and the Importation
permitted.
23. No foreign Wool-cards, Card-wire, nor
Iron-wire, for Wool-cards, ſhall be imported
into England and Wales, under the Penalty of
Forfeiture thereof, one half to the King, and
half to the Informer ; 3 Edw. IV. c. 4, 39 Elix.
4. 14. 13 & 14 Car. II. c. 19.
24. Foreign Bone lace, Cutwork, Embroides
ty, Fringe, Band-ftrings, Buttons, nor Needle-
work, ſhall not be imported into England or
Water, under Penalty of Forfeituae of the ſaid
Goods, and 100 l. one half to the King, and one
half to the Informer or Proſecutor ; 13 6 14
Car II. C. 13
25. No foreign Hair-buttons, or other Buttons
whatſoever, thall be imported into England,
Wales, or Town of Berwick, under Penalty of
forfeiting the fame, and 100 l, one half to the
King, and one half to the Informer; by 13.**
14 car. II. c. 13. 4 & 5 W. & M. c 10, 1.2.
facture of Italy, Sicily or Naples; that is to ſay,
Italian coarfer than third Bolonia, Sicilian coar-
ſer than fécond Orly, except as in Tertio Anna
Reginæ, until Septemb. 29, 1705. nor Thrames
or thrown Silk of the Growth or Production of
Turkey
**************
Concerning Wharfage, &c. 285
Turkey, China, Perſia, or Eaſt India, fhall be
imported, under Penalty of Forfeiture; 2 W. &
M. Sef. 2.6.9. 5 & 6 W. & M. c. 3.
27. No cut Whalebone, into ſhort Lengths,
fhall be imported, under the Penalty of Forfel-
ture thereof, and of double the Value ; 9 & 10
W. III.
$ III. Concerning Wharfage, Cranage,
Lighterage, Porteruge, and Cartage,
and Rates for Carmen, Waterman, and
Coachmen.
1.
A
you are
Fter your Goods are entered at the Cuſtom
then to take Care to ſhip
off (if outward bound) or elſe land your Goods,
in order to the right underſtanding of the Me-
thods thereof, which are very regular and well
managed at the Water-ſide ; you muſt know
that there are lawful Keys fitted with Cranes
and other Tackle, whereby prodigious Weights
can be let down from, or drawn up to the
Wharf.
2. A Wharf is the Land or
Wbarf, what. Ground on which the Crane, &c.
ſtands, which extends a conveni.
ent Diſtance on each ſide the Crane, whereon Mer-,
chants Goods are laid, till ſuch time as they are
viewed or examined by the Searchess (if they are
to be exported) or by the Land-waite:s, if they
are imported.
3. Of theſe Keys there are thirteen, at whieh
Ships are appointed in the Cuſto.n-houſe Book to
unlade, vizi
...
CEASTV to
.
*
4.
gert2
Wharfs.
286
Buſineſs at the Water-ſide,
Principal Owners and Proprietors.
Lady Olderoft.
Mr. William Clapkam.
} Lady Chadwick.
X:
Wharfs.
who has three Clerks under him.
for the Middle Station.
5. The chief Accomptant is Mr. Meffington,
Theſe Managers may be ſpoke with at the
Mr. Samuel Davenport for the Lower Station,
Mr. John Lartwood, and Mr. James Butlin
Mr. Joſeph Broad for the Upper Station.
4. The Managers for the Wharfingers are,
Wharfs and Keys Names.
Freth Wharf,
Cox and Gaunt's Key,
Betolph Wharf,
Hammond's and Lyon's Key,
Sommers's Key,
Smarts's Key,
Dice Key,
Wiggin's Key, Ralph's Key,
and Young's Key,
Bear Key, and Sab's Dock,
Porter's Key,
Cuſtom-houſe Key,
Wooll Key,
Wharfingers and Lefſees.
Mr. Peter Delamot, United Comp.
Mr. William Clapham, United,
Mr. Joſeph Aſhton, Single.
Widow Wickham, United.
Mr. Parker, Single.
Mr. Smith, United.
Widow Jobe, United.
Company of Wharfingers United.
Mr. William Coatſworth, Single.
Mr. John Lattwood, United.
Company cf Wharfingers, United.
Art. Stephens
Cordwainers Company
Weſtern
Sir Peter Eaton and John Thompſon.
John Thompſon and Gaſcoign.
Fiſhmongers Company.
Yohn Cope.
King George.
Meſſieurs Perry, Pitfield, and
Cartwright.
Robert Richardſon.
Key;}
Galley Key,
Mr. Rickard Lechmore, United.
Brewer's Key,
Company of Wharfingers, United.
6. Likewiſe
Buſineſs at the Water-fide. 287
6. Likewiſe each of the three Stations have a
Clerk, viz.
Mr. Moor for the Upper Sta-
Clerks of the tion.
Stations, Mr. Orvy for the Middle Sta-
tion; and
Mr. Cook to the Lower Station; who have a
Book made up as the Land waiters, ſealed with
the Prefident's Seal, wherein to enter the Tranf.
actions relating to the Wharfs.
7. Mr. Edward Meffington,
The Committee, Mr. Peter Delamot, Mr. John
Lattwood, Mr. f. Broad, and
Mr James Butlin, meet every Wedneſday, P. M.
at the Compting-houſe aforeſaid, on Dice-Key, to
ſettle and determine Matters relating to the
Wharfs, and to redreſs Merchants Grievances with
reſpect thereto, if any happen.
8. Beſides there, there are three
Lighter - Ma Perſons employed by the Whar-
nagers. fingers to manage the Lighters,
who reſide upon the Stations, and
attend the Mooring of Craft (as they call it) eve-
ry flack Water, being there ready to furniſh any
Merchants with Lighters, either to land or ſtiip
off Goods, viz.
Upper Station, Mr. Dickerſon.
Middle Station, Mo. Day.
Lower Station, Mr. Benham.
9. The Profit of the Cranes and Wharfs are
now laid together, and ſince the Year 1695, are
in common.
10. To theſe Keys, viz. Cheſter's, Lyon's,
Hammond's, Sab's, Young's, Ralph's, and Gauni's
Keys, Ships are feldom or never appointed in the
Caflom-boufe Book, and therefore I ſay no more of
them.
11. As to the Rates of Wharfage paid by
Merchants, there are no certain Ta-
Rates of
bles thereof, but it ought to be com-
Wbarfage, puted at the Rate of 12 d. per Ten,
whether outward or inward, except
for Sugars (or the like) from the Weſt Indies,
which pay 2 s. per Tun, in regard four Hoga
theads is reckoned but a Tun, though each Hog.
fhead being 1000 lb, weight, or upward, the four
Hogfheads are at that rate two Tuns of twenty
hundred weight to the Tun.
12. But the Computation is otherwiſe with
the Turkey Company, by Agreement, as may be
ſeen in the following Account; for that Compa-
ny agreed with the Wharfingers, Mr. Cappin and
Mr. Lecbmore, in the Year 1690, to pay the
Rates following for what they export and import
to and from Turkey.
288 Buſineſs at the Water-ſide.
2
I2
Outward.
Wharfage.
d.
Cloth the Bale,
not exceeding fixe long}
All Woollen Goods and Stuffs 3fC. the
Bale
Brazil Wood the Tun
Callicoes the Baile
Furs of all Sorts, the Bale or Fat
Lead the Fodder
Red and White Lead the Tun
8
Lattin Plates the Barrel ſingle
Double
Pepper the Bag, not exceeding 3 C.
Tin, the Barrel containing 3 C.
Wire of Iron or Copper in Caſks, the Caſk
Ditto, the Tun of 20 C.
8
All other Goods in Caſks,
The Hogſhead
The Butt
4
I
1
the Bag
"}
!!
Crane
Ligh and
Inward.
terage. Wbarf.
d. d.
Annife-feeds the Sack, not exceeding 5 C. 53
Boxwood the Tun
Carpets of all Sorts, the Bale
5. 3
Camlet, Mohair, and Grograms the Bale 32
Cordevants the Bale
3
Cotton Wool of Smyrn, the Bag
3
Ditto of Cyprus, Acra, and Scandarcon 7
3
Cotton Yarn of Smyrna, the Bag or 2
Bale
Ditto of Aleppo, the Bag or Bale
Currants, the Butt
6
(2 Carateels and 4 quarter Rolls to be
reckoned a Butt)
Gauls Aleppo, the Bag
3
Ditto Smyrna, the Bag
Goats Wool of Smyrna, the Bag inom 3
Ditto Aleppo, the Bag
Grogram Yarn, the Bale or Sack
Gum of Almonds, the 20 C.
Gum Arabick, the Bag er Cheſt
Gum Tragant, the Bag cr Cheft
Maftich the Cheft
3
Opium
Rhubarb
che Cheft
Scammony
Piſtaches, the Bale
Pot-alhes, Weed-alhes, and all Aſhes
8
from Turkey, the Tun
S
lil
2
}
4*
}
Valonia,
Buſineſs at the Water-fide.
289
S
S
1
Valonia, ground or ungraund, the
the }
Tun of ao C.
Raiſins,
Rice,
the Tun
Soap,
Sena, the Cheſt or Bale
Silk, the Bale or Fangot
Wormſeed, the Bale
Turpentine, the Cheſt
Oils and Cute, the Tun
3
3
3
3
I 2
..
All other Goods, not here mentioned, are to
pay in proportion to the Rates aforeſaid ; and
all Goods are to be brought up in cloſe Ligh-
ters,
And it is agreed, that if any ſhall neglect to
take up their Goods, when as there remains but
thirty Parcels or fewer in the Lighter, if the
Perſons concerned be not then ready to take them
on ſhore, the Wharfinger may put the ſame into
another Lighter, taking care of them; for
which he ſhall have 12 d. per Parcel, and after
Ź Days 12 d. a Week Demurrage.
And it is farther agreed, that the Wharfage
of all Goods, not exceeding 5 $. fhall be paid
down on the Wharf at the taking up of the
Goods : And it shall be lawful for the Whar-
finger to detain the Goods 'till Payment or Sa-
tisfaction.
13. Cranage is included in the
Cranage. Rate of 12 d. per Tun Wharfage,
mentioned in Article 11; ſo that be-
ing paid, nothing is juſtly due for the Uſe of
the Crane, nor does the Wharfinger require any
thing.
14. The Wharfingers do alſo keep Lighters,.
as mentioned in the eighth Article, to carry
Merchants Goods to or from a Ship, for which
they have about 12 d. per Tun of 4 Hogiheads for
Sugar from the Weſt Indies: And for Wine and
other Goods, they reckon half as much for Ligh.
terage as Wharfage.
15. They have alſo the let.
Wareboules ting of about 500 Warehouſes
a: rbe Water at the Water-fide, which
fide.
extraordinary uſeful for the Mer.
chane to keep his Goods from the
Weather, as vell as beneficial to the Wharfin.
ger; for if a Merchant is not ready to take his
Goods, when landed, they are put into one of
theſe Warehouſes, for which the Wharfinger
has about 3 d. per week for each Bag, Bale,
Sack, &c.
Рp
16.Bc.
290
Concerning Porters.
16. Before your Goods are ſhipped, while they
Jie cn the Wharf, you muſt take care to let the
Searchers view the Parcels, to fee
Searchers to that they agree with your Cockets. ,
view before They keep their Office at the Cu-
shipped. ſtom-houſe, in a Room near the
upper end of the Long-Room.
17. And as for all Goods imported, the Land,
waiter muſt ſee that they agree
Land-waiter with your Cuſtom-houſe Warrant,
sobou landed or Cocket; for which Purpoſe
before carried there are at leaſt two appointed to
kway.
ſee the unlading of each Ship;
and therefore I would adviſe eve.
ry one to take fpecial Care, that the Goods they
land or ſhip off, are no niore than what they have
entered at the Cuſtom houſe : for if they are,
there are ſeveral Penalties, as may be feen in the
Statutes foregoing, concerning Exportation and
Importation.
18. The next thing to be conſidered at the
Water-fide sre the Porters, of whom there are
theſe four Sorts :
1. Companies Porters.
11. Ticket Porters.
111. Tarkle Porters. And
IV. Fellowſhip Porters.
2. Companies Porters are ſo calle:1, becauſe they
are Mercholen into their Office liy the 12 Com.
panies of the City of London, ſo often as a Vacany
happens. The Names of the Porters, and the
Companies that chuſe the fome, take as follows:
Companies
Porters Names.
S Mr. Mailbeus,
Mercers,
2 Mr. Smith,
Mr. Mlanty,
Grocers,
2 Mr. Stone.
S Mr. Tiplist,
Drapers,
Mr. Hedges.
Mr. Nicbolls,
Eithmongers,
Mr.Stedwick, Mr.Carpenter
Skinners and Iroqmongers are now parted, and are
S Mr. Farkney,
Skinners,
Mr. Higgs, Mr, Sbepberde,
Mr. Scorman,
Tronmongers,
Mr. Powell
Mr. Hyde,
Salters,
Mr. Locker.
Mr. Brereton,
Merchant-Taylors,
Mr. Halloway,
Habardaſhers,
Mr. Han
lov,
Mr. Robinſon
Clothworkers,
Mr. Stevinſon, Mr. Mut-
bir, Mr. Tbomas.
Goldſmiths, and
ŞMr.Stainſbury.Mr.Gibbon,
Packers,
Mr. Mayer.
{M
In all Twepty-Six Porters.
Concerning Porters,
Fany tbar
Note, That the Porters are always called af.
ter the Company's Name that chures them, viz.
thoſe that are firſt named in this
Porters called Account; but are never called the
after the Com- Ironmongers, Goldſmith's, not
Merchant-Taylors. Alſo that the
cbufe tbem,
Vintners is left out, and the Pace
kers fubstituted in the Room, tho
none of the 12 Companies.
20. It is there Porters Duines
The Uſe of to land and flip off all Goods or
theſe Porters. Merchandize to be exported or
imported to or from all Ports on
the Southward of the Belt, near the Weft.de
of the Sound in the Baltic Sea, and to Hollard,
France, Spain, Italy, Germany, Turky, and all
foward and beyond the Cape of Good Hope. The
Clothworkers are excepted in landing Eaf-India
Goods, but have Lead-Tiade in lieu.
21. But the Packers Porters are chiefly in-
tended for the landing and ſhipping off Aliens
Goods, viz. thoſe Perfons Goods that are not
Freemen of the City of London. The Vintners
are a Society of Tackle-Porters to load Wine to
che Buyers.
22. The Ticket Porters, which
The Uſe of the work at the Water-lide, are not
Ticket Porters. a certain Number as thoſe above,
but tliey are all Freemen; and
it is their Buſineſs to land a Ship of ſuch Goods
as are exported or imported from all parts of
Amirica, and the Ports or Places to the North-
ward of the Belt in the Baltick.Sea: So that,
from theſe Accounts of the Porters, it is cafy
for any Merchant or bis Servant to know who
to apply themſelves to in caſe of Exportation,
Importation, Goods miffing, &c. But you must
be careful, when you pay the!e Porters, that
you are not over-reached, for they will reckon
you as much for their Labour and Cronage as
you paid for Wharfage, beſides the Cranage,
you pay for to the Wharfinger in the Wharfage
at the Rate abovefaid.; ſo that the Porter's Die
in Juſtice is not above half the Sum that is paid
for Wharfage,
23. Tackle Perters are parties -
Tackle Porters, Jar Societies of Tirket Fortor,
ſuch as weigh Goods or Mer."
chandize at the Water-Gde he.
tween Buyer and Seller; they are generally ſuch a
Part of the Ticket Porteis as have furniſhed them:
ſelves with Tackle for that Purpoſe, as Weights,
Scales, &c. There generally in p off Goods for
Amnio, and cught to be Men of Subdance and
Integrity's
their Uſe.
P ?
:
the
292 Concerning Posters.
Integrity. There are ſeveral of theſc Porters for
ſeveral Commodities, as Henp, Iron, Tin, &c.
and Vintners for Wine,
24. For moſt Ships, wherein
Huſband of a feveral Perfons are concerned,
Sisip's Buſineſses there is a Husband choſen and
put in by the Owners, to take
an Account of every Merchant's Goods delivered
cut of the ſaid Ship, in order to adjuſt the Account
of Freight between the Merchants and Owners;
and if any of the Goods are damnified, he takes
an Account thereof, that Abatement may be made
proportionably.
Theſe Huſbands pay the Wharfage, Lighter-
age and Porterage of Tobacco from Virginia and
Muryland, without troubling the Merchants, and
fo collect every Merchant's Proportion when they
do the Owner's Freight.
25. Beſides this Huſband, there is an Officer,
called The Back of a Ship, who takes an Account
of the Goods for the Merchants or Freighters, as
the Hufhand does for the Owners, who is cholen
by the Ticket Porters in this manncr, and is al.
ways one of the Society of Tackle Porters.
When a Ship from America
How they fro-
comes to be unladen at ene of the
ceed to work Keys, and the Land-waiters and
a Skip, and King's Weighers are all rcady,
chufe a Bock comes a Tackle Porter with ſome
thereof. of the Ticket Porters, who fall
to work, and with all the ſpeed
they can, land 7 Draughts, i. e. Bags, Hogſheads,
&c. and none are permitted to partage of the Pro-
fits of unlading that Ship, but ſuch as come before
being done, the Tackle Porters then preſent pro-
ceed to chuſe the Book (or Book-keeper) who
takes an Account of each particular Marks and
Quantities of each Merchant's Goods, and fees
them fafely put into Ware houſes, and loaded
kome, and that each Merchant has bis own.
26. The fourth fort of Porters
Fellor lip are the Fellowſhip Forters, whoſe
Porters. proper: Buhineſs is to land or ſhip off
fuch Goods or Merchandizes as are
meaſurable by Dry Meaſures ; as Corn, Salt, Sca.
Coal, &c.
.
Tbe
UTE
*.......
Concerning Carmer.
293
O
210
20
20
rce}
be }
Ilo
Ilo
10
1
Oli
OI
ΟΙΙ
}
1
I
611
Tbe Rates taken by the Porters for ſeveral forts
of work is as follows.
Sbip |Land oad. You-Weigb-
ping ing. ing. linging
d. s. d. s. d. s.
Sugar the Hogih. 030 315 30 4
Ditto, the Tierce 2
3
or Barrel
Ditto, the Butt o (3 60 60 610 8
Cotton-Wool,the
310
310 30
Bag
Ginger, the Bac
Molofles, theHogth.o 32 310 30 3
Logwood, the Tun i
Furtick, the Tun T
Brazelletto, the Tun I
611 611 61 6
Young Fuſtick,
611 6,
61
6
the Tun
Lignum Rhodi.
6 6 6
um, the Tuns
Lignum Vitæ,
0 1
the Tun
Tobacco, theHogſho
Ditto, the Bundle - O
10
Daniſh or Swediſ?
Iron, the Tuns
Hemp, Narve and 7
Riga, the Bundles 6/0 636
27. The laſt kind of Buſineſs at the
Carmen. Waterſide, that I ſhall here mention, is
that of the Carmen, who being gene-
rally very inſolent noiſy Fellows, and think
thereby to baffle and run down young Merchants,
er Servants to Merchants, who are not much ac-
quainted with Waterſide Buſineſs; I ſhall there-
fore ſhew the Limitations and Refraints which the
Carmen lie under, and the Rules by which they
are to act ; that ſo thoſe that have occaſion to deal
with them, may the better know how to manage
}
1
OI
20
20
2
IO
No
I
O I
o'r
O
6,9
them.
28. That you may take the bet-
Carmens ter notice of theſe Fellows, you muſt
Numbers to obſerve their Number and Mark; for
be minded. every one that is licenſed, has :
Braſs, with the Number on it, and
branded with the City Arms upon the Shaft of
the Carr or Cart; for if any Perſon work with
out ſuch Number and Mark, he ſhall forfeit for
every Offence 13 s. 4.d.
29. The Power of managing
Wbere to pro- and giving Rules and Orders to
ceed again
theſe Carmen, is veſted by the
Carmea, City of London, purſuant to an Act
of Parliament, in the Governors of
Cbrift's
294
Concerning Carmen:
tone-Yard. And if ſuch Carman, 64, shall be
forfeit for every Offene orle by the Head, he ſhall
Chrift's-Hoſpital, where any Merchant or other
Perſon aggrieved, may have Kedreis the Tueſday
after ſuch Complaint, when the Governors fit,
in the Afternoon, at the Compting-houſe of the
ſaid Hoſpital.
30. If any Catman carry any
How to carry Coals in his Cart, without a good
Coals in their and lawful Buffiel, and good and
Carts.
lawful Sacks, agreeing with the
Bufhel kept at Guild-ball
, and
Sea-Coal Meters Sacks, he fall forfeit for each
Offence 10,
31. Every Cart allowed is to con-
Dimenſions tain in Length, between the Tugg-
of a larufull hole and the Fore-car breadth, 6
Cart. Foot and 4. Inches, and in Breadth,
between the two Raves, in the Body
of the Cart, 4. Foot of Allize, and no more; and
in Length, from the Fore-ear Breadth to the end
of the Cart, Foot and 2 Inches, and no more ;
otherwiſe to be lent to the Ninu-S:one-Tard.
32. If any Carman or Drayman
One Horſe. put into his Cart or Dray any more
than one Horſe for the Carriage of
any Merchandize (except up a Hilt, or with
Timber, Stone, or other Commodities, where
the Load cannot be divided) he ſhall pay for his
firft Offence 10 s. for his fecond 20s, and for every
other gos. and the Supernumerary Horſe to be
impounded till the Penalty be paid,
33. If any Carman or other,
Carmen, soc.
that drives a Cast, Dray, cr Wag-
not to ride, nor gon, ſhall ride rliercon, or drive
the Horſes to his Horſes, a-trot through or in
trot.
the Street, he ſhall be carried
before a Juſtice of the Peace, to be
dealt with according to the Offence, and the
Horſes or Mares hall be carried to the New-
his
34. If any Carman fball re-
The Penalty of fuſe to appear upon the Summons
Carmen not ap- of the Preſident and Governors
pearing onSum- of Chriſt's - Hoſpital, he shall be
puniſhed at the Diſcretion of the
ſaid Preſident and Governois, ei-
ther by Fine, Penalty, or Suſpenſion.
All Carts and Carrs loaden,
Through tubae pafling out of and from Tbames-
Streets Carrs Street, ſhall from thence paſs and
fhall only poſso go up thefe Lanes and Places fol-
lowing, or ſome of them, and no
other ; that is to ſay, the Hill leading from Tower.
Dock to the Eaf-end of Tower-fireet,S6. Dunftanºs
8
taken not leading hi
*nons.
Througbqbae 35. All
.
Concerning Carmen.
295
Hill, St. Mary-Hill, St. Martin's Lane, Dowgate.
Hill, Garlick-Hill, Bread-ſtreet-Hill, and that no
empty Carr or Cart, pafiling to the ſaid Street, (o-
ther than ſuch as having been unladen in ſome of
the Lanes or Places before mentioned, fall be oc-
cafioned to paſs the ſaid Street immediately af.
ter ſuch unlading) ſhall go down the Hills, Lanes,
or Places laſt before-mentioned ; but the ſame
Mall be kept only for the pafling of Carrs or Carts
laten : but that as well the ſaid empty Carrs or
Carts laden may paſs into and from Thames-ſtreet,
thro' the ſeveral Lanes and Places hereafter men-
tioned ;
that is to ſay, Fiſh ſtreet-Hill, Whitting,
ton-lane-Hill, and the Wardrobe-Hill, except as
is before limited. Alſo that all Carrs laden may
go into the faid Thames-fireet, down all Places, as
are most commodious for them : All which is to
be obferved under the Penalty of the Carman's
forfeiting for his firit Offence 5s. and for every
other Offence 10s, as by AZ of Seſſion the 20th
of October, 1681,
36. And becauſe it is neceſſary
In what Pla. for Merchants, &c. that uſe Carrs
ces Carts are or Carts, to know where they ſtand
erly to ftand with their empty Carts; I have
to be bired. thought convenient to inſert the
fame as follows.
Carts,
From Brewers-Key along Thames-ſtreet to the 2
firſt Cuſtom houſe-Gate, there are to ſtand
From the West Gate of the Cuſtom-koufe to
Porter's Key.
From Porter's Kiy to Little Bear-Key 3
From Little Bear-Ky to Young's-Key
4
From Young's-Key to Ralph's-Key
3
Froin Ralph's-Key to Great. Dice. Kry
From Great-Dice-Key to Smart's Key
From Little Somers-Key to Botolph Wharf
From Botolpb-Wharf to Cox's-Key
From Cox's. Key to Freſh Wharf
From Freſh.Wharf to St. Magnus-Corner
At St. Dunfan's-Hill
From New-Fifhaftreet to the Stil-rard - 16
From the Still-yard to the Crooked-Billet-Wkarf 20
From the Crooked. Birlet Wharf to the Black->
Swan
From the Black Swan to Brook's Wharf
From Brook's Wharf to Caſtle- Alley
From Paul's-Wharf to Puddle. Dock
From Vere's-Key, and all Places thereabout: ?
that have paſſage up Pudelie Dock-Hill
At Black Friars
Bridewell
Carter-lane
Saliſbury-Court
60}
22
2
312
12
}
295 Concerning Carmen.
ce}
10
6
Seffions. in
if ,
Carts.
On the Eaſt fide of Fleet-ditch
And on the Weſt-ſide thereof
At Wbire-Friars
At Bridewell-dock
5
A little up on Holbourn-Hill, Weſtward 4
Earl ward of Holbourn between the Bridge and
King's Arms
Well-Smithfield, and about the Bars
15
Alderfgate
6
Briad freet
6
Friday-freet
6
Aldermanbury
Silver.ftreet
Baling-ball-ſtreet
Broad.ftreet
4
Biſhopſgate without
Biſhopſgate within
8
Sr. Marj Aze, and up Camomile-freet
6
Without Aligati; toward Wbirc-Clapel
Crois-lane from St. Dunian's-Hill to Harp-lane 6
Crutchid Friars
Duke's Place
Bury-firect
Lawrence-Poynny lane, and the Pallage
into Suffolk lane
Dozovate bill
Coleman-firitt
4
PBilpot lane
Boto.pb-lens
S
Harp-lane
6
Bear lane
6
In Fencburobuftrett, where the Church and 7
Pump food
Leaderball.ftreet, between the Eaj-India?
Houſe and Pump
3
Lime-ftreet
And in the Weigh-houſe-yard
And that all Carts ſtanding in Thames-ſtreet thall
ſtand on the South-fide only of the ſaid Street ;
and all this under the Penalty of forfeiting for
the firſt Offence 5s. and for erery other 10 $.
and for Non-payment, to be ſuſpended from
working, by the 47 and Order of the Gover-
nours aforeſaid.
37. That any Carman who
Carmen to ſtands with his empty Cart next
load on fir
to any Goods that are to be load-
Demand with. en, fall, on the firſt Demand,
out Bargain. load the fame without any delay
or bargaining for other Wages than
pay for his first Offence 5s, and for every other Of-
lence 70 s. and the next Cart in order, that thell
dia}
.
be willing, shall be ar fiberty to load the fame.
Concerning Carmen. 297
half an 8
38. If any Perſon refuſe to
The Races to pay the Rates following, the Car-
be paid tbem. man to appeal to the Governors
of Cbriff's-Hoſpital, or to any
Juſtice of the Peace, where he may be relieved.
39. If any Merchant or other
Carmen ſtay- Perſon ſhall cauſe any Carmen to
ing, to be paid ſtay with his loaden Carr above
for it.
(the Carman being willing to help
to unload the fame) ſuch Merchant or other Per-
fon, thall pay after the rate of 12 d. per Hour,
after the firſt Half Hour, for his Attendance.
40. All Merchants, or others,
Mercbants that have Occaſion to uſe Carrs, are
may cbuſe free to chuſe what Carrs they pleale,
tbeir Carrs except ſuch as ſtand for Wharf
work, Tackle-work, and Crane-
work, which are to ſtand in Order, and to be ta-
ken in turn.
41. That no Carman come to
The Time Car- any of the Wharfs or Places of
men to obſerve, keeping turn betwen the Bridge
and Tower-Wbarf, before 5 or 6
of the Clock in the Morning in the Summer
time, or before 7 or 8 of the Clock in the Win-
ter-time, unleſs a Merchant or any other Perfon,
having Occafion extraordinary, Thall require the
ſame.
43. No Carman to carry a.
Wbat Quantity bove 20 hundred Weight at
Carmen are not one time of any
one time of any Commodity
to exceed in carn whatſoever that may be divi-
rying
ded; and for liquid Commodi-
ties, to carry no more than one
Butt, or one Pipe, or three Hogſheads, or two
Puncheons in a Cart at one time, upon the Pe-
nalty of paying for the firft Offence 5s, for the
ſecond Offence 10 s, and for the third Offence to
be diſabled from working a Carr within the City
of London, and Liberties thereof.
43. Rates of Carmen ſettled at the General Quar.
ter Seffions of the Peace for the City of London,
beld at Guild-hall the 12th of October, in the
3d Year of the Reign of King William and
Queen Mary, viz.
daihervas daily Complaints are made by Mer.
chants and other Citizens and Inhabitants with-
in the City of London, and Liberries thereof, of
the exceſſive Rates demanded and received by
Carmen above what is reaſonable, and hath
been limited and appointed for Carriages within
this City and Liberties : And upon due Confi-
deration bad, as well of former times as of the
preſent,
.
:
$. d.
From any
.
I 06
Carrs in the City of London and Liberties thereof,
Mather, twenty Barrels
298 Rates of Carnen
preſent, wherein ſeveral Materials of neceſſary
and principal Ufe to the Carmen are rifen, and
conſequently require ſome Increaſe of Rates hereto-
fore ſet for their Labour and Carriage, Now the
faid Juſtices of the Peace here afſembled, refpect-
ing the Times, and other Circumſtances neceſſary
to be conſidered, Do, by Aathority and Virtue of
the Statute in this Cafe made and provided, order,
limit, rate, and appoint the Wages for Carmen
within the City of London and Liberties thereof,
to be as hereafter followeth.
That all Carmen, trading or working with
fhall and may demand and take for every Carriage
of Load of the Commodities undermentioned, the
Rates hereafter following, and ſhall not exceed
the ſame, upon pain to be ſtrictly puniſhed and
roceeded against for every Offence to the contrary;
at is to ſay,
P
any of the Keys below the Bridge,
for a Pipe of Wine or 3 Hogſheads,
the Old
Squan
From Billingſgate to Queenbithe for an old
Weigh of Salt
2 06
And for a new Wegh og Bakt-
From any of the Wharfs between the Tower and
and London-bridge, to Tower-freer, Grace-
churcb-fireet, Fenchackfiret
Bijkopſgate.
ſtreet within, Cornbill, and Places of like
Diſtance up the Hill, with 18 C. Weight,
not exceeding 20 C. Weight
And being abové zo 10 Weight, for each
C. Weight
Two Puncheons of Prones, two Bales of
Farts of Faſtian, fix ordinary Sacks of
Cotton-Wool of Smyrna, and 3 Cyprus
Bags, a Butt of Currants, a great Butt of
Oils, 3 Cheſts of Sugar, 8 Bags of Al.
Jums, 1 Laſt of Flax, i Laſt of Hemp,
and any other Goods hercin not named
of the like Weight, for every Load --- 2 oz
For Sea-Coal the Load or half Chaldron,
or for a hundred of Faggots
And from any of the Wharfs aførelaid to
Broad ſtreet, Lotbbury, Old Jewry, Ba-
fing-ball-freet, Coleman-Areet, Ironmonger-
lane, St. Lawrence-lane, Milk ſtreet, Al-
dermanbury, Cheapſide, Wood-ſtreet, Fri-
day-fireet, Bread-firect, and Places of like
* Diſtance, for the like Weight of 18 C.
not exceeding 20 C. Weight for the
I 02
Gpols aforeſaid, and other Goods here.
Rates of Carmen.
*299
AIC from any of the Wharfs aforeſaid to
s, d.
in not named of the like Weight, for
And being above 20 C. Weight, for every
hundred
And
for Sea-Coal
the Load or half Chal.
dron, or for 1 C. of Faggots
every Lond
2 06
1 04
I IO
I JO
Smithfield Bars, Holbourn«Bars, Temple.
Bar, or any of the Bars on the North-
ſide of the City, and Places of like Dia
ftance, up the Hill with 18 C. Weight,
not exceeding 20 Go for every Load --- 3104
And going beyond the ſaid Places, the
0 Parties to agree with tbe Carnten.
And from any of the Wharfs aforeſaid to
Tower-Areet, Bilbop/gate-freet within,
Cornbill, and other Places of like Diſtance,
up the Hill with 14 G. Weight, not ex..
ceeding 18 C. Weight
In which may be included.)
Twenty Pieces of Raiſias, a Load of Rai-
fins of the Sun,
fix Bags of Pepper, fix
ordinary Bags of Gauls, three great Bags
of Gauls, fix Bales and Barrels of India
fix Bales of Grogram Yarn, fix Bales
of Turkey Silk, 5 Hogſheads of Cloves,
Bales of Callico, 3 Hogſheads of Wine,
2 Cheſts of Sugar, or any other Goods of
the like Weigbr, 5 Hogſheads of Tobac-
co, not exceeding 18 C. Weight
Alſo from any of the Wharfs aforeſaid to
Broad ſtreet, Lothbury, Old-Jewry, Baſſi-
jhaw, Coleman-freet, Ironmonger-lane,
St. Lawrence-lane, Milk-firect, Alder-
manbury,
Cheapfide, Wood-ſtreet, Friday-
ſtreet, Bread-fireet, and Places of like Di.
ftance, for any of the ſaid Goods of the
ſame Quantity and Weight, for every Load 2 do
Alſo from any of the Wharfs aforeſaid
to
Torver-ſtreet, Gracecbureb freet, Fen-
church-fireet, Biſhopſgate-fireet within,
Cornbill, and other Places of like Di.
Stance up the Hill with 8 C. Weight,
not exceeding 14 C. Weight
In which may be included,
All Butts and Pipes of Wine, or a Pipe of
Oil, Packs of Canvas, 2 Hogſheads or
** 3 Tierces, a Fatt of Fuftians, and all
other Goods of the like Bulk and
Weight, for every Load
* Alſo from the Wharfs aforeſaid to Broad.
freet, Lotbbury, Old-Jewry, Baliſhaw,
Coleman-ſtreet, Ironmonger lane, St. Law.
rence-lane, Milk-ftreet, Aldermanbury,
R9 2
Cheap?
106
I 06
300
Rates of Carmen.
every Load
..
1
02
o8
de
Cbeapſide, Wood-freet, Friday-ftreet, and
other Places of like Diftance, for any
other Goods of like Load or Weight, for
os
Alſo from London-Bridge-foot Weſtward to
the Old-Swan, Cole-Harbour, the Tbrcer
Cranes, Queenbitbe, Broken-Wbarf,Paul's.
Wbarf, Puddle-Wbarf, the Wardrobe,and
to all other Places not exceeding the Poul-
try, Cheapſide, or Newgate market, for 13
C. Weight, not exceeding 18 C, Weight 1
And for every Load of Sea-Coal of hálf a
Chaldron, or 1 C. Faggots
And fiom all other Wharfs and Places be-
tween London Bridge and Temple-Bar, to
the ſame, and Places of like Diſtance,
for every Load of Coals of half a Chal
dron, or 1 C, of Faggots
And to all Places Northward of the Poul
try, Cbeaphide, Newgate-market, Hol-
bourn-Bridge, and Fleet-freet, for 14 C.
Weight, not exceeding 18 C. Weight 07
And from Tower-Areet, Gracecbwcb-Areet,
Fenoburcb Preet, Biſhopſgate-free with-
in, Cornbill, and other Places of like
Diftance, for every Pack of 20 Cloths,
for fix Bales of Cloths and Kerſeys,
6 Bales of Pepper, 6 Barrels of Indico, s
Hogtheads of Cloths, and for other
Goods not herein mentioned, of like
Weight, to the Water.fide
04
And from Broad-freer, Loebbury, Old-
Fewry, Balliſhaw, Coleman-ftrees, Iron-
monger.lane, St. Lawrence-lane, Milk.
Areet, Aldermanbury, Cbeapſide, Wood
Areet, Friday-ftreetBread-freet, and
other Places of like Diſtance to the
Water-fide, for the like Weight
08
And for Places nearer of leſs Diſtance, the
Parties hiring, and to be hired, are to
make Agreement proportionable to the
Rates before-mentioned :
Provided, ebe Carmen for the
To belp load Rates above do belp to load and
and unload. unload ibeir Carts,
Tbo Penalty of 44. And if any Carman fhal!
raking above
take for his Labour and Hire 4-
beſe Rates.
bove the Rates before limited
and appointed, and the ſame be
duly proved by the Teſtimony of one or more
credible Witneſs or Witneſſes, before the Lord-
Mayor, or any two of his Majeſty's Juftices of
the Peace or otherwiſe, within the City of Lon-
dong
Rates of Watermen. 301
60 3
o 60 3
blo
3
o 603
don, ſuch Carmen ſhall fuffer Impritonment for
the Space of 21 Days, without Bail or Mainprize,
according to the Stature in that behalf, and ſhall
undergo fuch farther Pains and Penalties as by
the Law may be inflicted for the faid Offence.
45. Rates of Watermen, as they were ſet forth by
the Lord-Mayor and Court of Aldermen,
to jOars.[$kul-
Rates of Wa. From London tallers.
Lime-boufe, New; d. s. d.
Crane, Sbadowelt.
Dock, Bell-Wbarf, Ratclif-Cross, olo 6
To Wapping-Dock, Wapping Nero
and Old Stairs, tbe Hermitage,
Rotberbitb.Churcb-Stairs
From St. Olive's to Rotberbilb-Cburcb
Stairs, and Rotberbitb.Stairs,
From Billingſgate and St. Olive's
to St. Saviour's Mill
3
All the Stairs between London.
Bridge and Wellminſter
o
610
From either Side above London-
Bridge to Lambetb and Fox-bal.
6
From Whiteball to Lambeth and
Fox-ball
From Temple, Dorſet, and Black-
Friars-Stairs, or Paul's-W barf,
to Lambeth
o slo 4
Over the Water directly in the next
Oar or Skuller, between Fox.
ball and Limeboufe
o 40
IWbole 'Coni
The Rates of Oars,
le
d.
Graveſend
Graiſe or Greenbive
Purfleet, er Eriff
€
Wookwicb
2 60 4
Blackwall
2 00 41
Greenwicb, or Deptford
9 Cbelfea, Batterſea, Wantwortb, 1 60 3
Putney, Fulbum, Barn-elms, oo
Hamerſmitb, Chiſwick, Mortlac 2
Brentford, If u ortb, Richmond 3 60
Twittenbam
6
Kingſton
9
Hampion-Court
Hampton-Town, Sunbury and
Walton
7
Weybridge and Chertſey
Sraines
Windſor
14 0.1
Rates
Fare. 'pan:
d.
4.
60
00
8
00:
1
60 3
3
6o 6
From London to
Oo
TO
07
302 Rates of Coachmen.
RA
Rates for carrying Goods in tbe Tilt-Boat berween
M * Graveſend and London.
d.
Half a Firloin bright
I Firkin
I Hogſhead
i Hundred of Cheeſe, Iron, or heavy Goods 4
1 Sack of Salt or Corn
6
* Ordinary Cheſt or Trunk
6
Ordinary Hamper me
The Hire of the whole Tilt-Boat
6
Every ſingle Perſon in the Ordinary Paffage o 6
10
OI
46. Rates for Hackney-Coopbes fettled by Parlia-
ment, by Srat. 5 & 6 W. & M. Sell. s. c. 16.
d.
For 1 Day of 12 Hours
For 1 Hour
6
Fort every Hour above the fira
From any of the Ions of Courts to any
Part of St. James's or City of Wen
minſter (except beyond Tothill-Street).
And the ſame Rates back again.
From any of the Inns of Court, or there.
ON O
about,
to the Royal Exchange
To the Tower of Lordon, Aldgate, Bi.
foopſgate-ftreet, or thereabout
And the ſame Rates back again.
And the like Rates from
and to any Place at
the like Diſtance with the Places before-men-
tioned.
And if any Coachman fhall refuſe to go at, or
exact more for Hire than the Rates hereby li.
mited, he ſhall, for every ſuch Offence, forfeit
40 Shillings.
or 6
back caseina pa
***
29
$ iv.
a
( 303 )
Marta
juſt in the nature that Traders pay Carriers for
$ IV. Concerning Freight of Ships, what,
and how computed, Bills of Lading, &c.
N this Section you have an Account concern-
I ,
and practiſed ; and for what the Common and
Statute Law ſays of theſe Matters, I refer the
Reader to Molloy de Jure Marit, and to Lex
Mercatoria.
1. Freight is the Goods with which a Ship is
laden, but is commonly underſtood to be the Mo.
ney paid to the Captain of a Ship by the Mer
chant, for the Freight or Carriage of thoſe Goods
from one Port, Member, or Creek to another ;
carrying a Commodity from one Place to another
upon Land. Det
2. Freight is to be paid the Maſter of a Ship
(if bound to the Weſt-Indies) when you have
ſhipp'd your Goods ; for as ſoon as you have got
your Cocket, paid Wharfage, Cranage, and Por-
terage, and carried your Goods on Board in a Boat
or otherwiſe, before you come away you muſt get
the Captain or Purſer to give you a Receipt for
the Goods ; which keep 'till you meet the Cap-
tain or Purſer to ſign your Bill of Lading ; at
which time you are to pay your Freight accord.
ing to the Agreement made before you entred
your Goods at the Cuſtom-houſe, and loaded
them on board. But when Goods are conſigned
to any other Place, or from any Place to Eng.
land, the Freight is not paid 'till the Voyage be
performed.
3. The computing of Freight is very different
both as to the Nature and Circumſtances of the
Goods, Ship, Voyage, and Place where the Goods
are ſhipp'd ; as,
4. All ſolid Goods uſually pay Freight by
Weight ; ſome by the Tun, as Metals, Cheeſe,
Soap, &c. others by the Hundred Weight (or
112 lb.) as Sugar, &c. others by the Pound, as
Cotton-Wool from the Welt-Indies, Indico, &c.
all
computed upon the Neat Weight.
Other things there are that pay Freight by the
as Silk and Cotton from Turkey.
Others pay by the Piece, as Woolen-Cloth,
Hats to Spain, &c.
Lead pays but half Freight (for the moſt part)
becauſe it ſerves for Ballaſt.
5. There are other forts of Goods which pay
Freight by the Tun, ſolid Meaſure of 40 folid
Feet, as Hats to the Weft-Indies, and ſuch like
bulky things put up is Trunks or Boxes, which
Bale,
IS
304 Of Freight, and Bills of Lading.
is computed by meaſuring the Trunk, Box, &c.
by the Rules before taught for folid Meaſure;
and having the Content in Solid Feet, they di.
vide the ſame by 40, which they reckon gives
the Number of Tuns.
6. As to the Rates paid for Freight, they are
high at ſome time, and low at others; for in
peaceable times, when the Seas are open, many
Ships are encouraged to make Voyages, which
makes Freight run low. And, on the contrary,
when there is a War with England, fome large
Merchant-Men are converted to Men of War,
a d others dare not make their uſual Voyages,
which makes Freight high, becauſe Shipping is
ſcarce.
7. As to figning your Bills of Lading by the
Captain, it is uſual (when the Goods are con-
hgned to any Port or Place except the Weft-In-
dies) for the Captain to fign three Bills of Lading
of the ſame Tenor and Content in all Reſpects,
ie, one to keep your ſelf, to oblige the Maſter
of the Ship to deliver your Goods in good Con-
dition at the Place of unlading, and to be a
Voucher for you againſt the Inſurers in Caſe of
Loſs. Another the Captain is to have for his
Security, that no Factor or other Perſon, may
fcruple the paying the Freight therein mentioned,
nor require more Parcels of Goods than what
were thipped. And the third Bill is to be ſent by
the first and beſt Conveyance, together with an
Invoice of the particular Quantities and Sorts of
Goods ſhipped, that fo the Factor may oblige the
Captain to deliver the ſame ſafe to his hand.
But if the Goods are configned to the Weft.
Indies, then the Captain has no Bill of Lading,
but the Principal or Merchant keeps one, and
the other two are ſen: to the Factor, one in
Letter with the Captain that has your Goods
on board, and the other by the firſt Opportunity
after the Goods are ſhipped, is ſent to be there to
give the Factor Notice beforehand; one of which
Bills will probably remain, in caſe the other
fhould miſcarry.
Nste, That the Form of a Bill of Lading may
be ſeen at any Stationer's Shop about the
Exchange; and how they, and all other
Blanks uſed by Merchants, are filled up,
you may ſee in try Mercbant's Magazine.
8. If the Merchant is but a young Trader,
and has not been bred up to it (for which fort
of Traders this Part is chiefly deſigned) it will
be Prudence, about the time he expects a Letter
or Return, to go to the General Poft Office in
Lombard-firer, where he will find a Catalogue
of
Billar
we
Of Freight, and Bills of Lading. 305
of Letters directed to Perſons unknown ; which
Letters being directed to ſuch a Perſon, Merchant
in London, would likely be loft, if not looked
after.
Likewiſe, if you have received a Letter with
Advice of your Factor's ſhipping your Goods, you
muſt (that you may know when ſuch Ship ar-
rives) twice or thrice a Week look over the daily
Catalogue of Ships arrived and ſet Sail, which
is alſo in the publick Court at the General Poft-
Omce, to be viewed by any that pleaſe ; or if the
Ship is arrived and entred, it may be found in the
Ship's Entry-Book at the Cuſtom-houſe, cr in the
Bills of Entry.
9. Before you receive Goods from beyond Sea
(if your Factor is not negligent, you will receive
an Invoice, in which is included the Ship and
Maſter's Name; the Quantity, Sorts, and Prices
of the Goods ſent you; and alſo the Charges the
Factor was at in lading them on Board, &c.
You will alſo receive a Bill of Lading, that
mentioncth the Ship and Maſter's Name, how
many Parcels (as Bales, Chefts, Caiks, &c.)
you have Aboard, and what Freight you are to
pay the Mafter upon the Receipt, and the In-
voice will direct you what Goods to enter at
the Cuſtom-houſe before the Ship arrives; as is
taught before, in entring Goods at the Cuſtom
houſe.
Jo. As to finding the Number of Tons that
any Ship will carry (which is called the Burthen
of her) there is a Rule mentioned in the Act for
laying a duty upon Tonnage of Ships made An-
& 6 W.M. Sef: 2. chap. 14. viz. mul.
tiply the Length of the Keel taken within Board
(lo much as the treads upon the Ground) by the
Midſhip-beam from Plank to Plank, and that
Product by the Depth of the Hold taken from the
Plank below the Kelſey, to the under Part of the
Upper-Deck Plank; then divide the laſt Product
hy 94, and the Quotient is the true Content of the
Tonnage required.
11. There is another ſmall Fee, called Pri.
mage, to be paid the Maſter by the Merchant
that pays the Freight, which is computed at the
Rate of 1s. per Ton outward ? but the Huſbands
of Ships will require 6 d. per Bag, Cheft, Calk,
s, inward,
no 5
RI
SV.
(306)
a ne
$ V. Concerning Inſuring of Ships,
Merchandize, Hovfes, &c. 1.450
Who the firft 1. QUetonius ſays, in
NUetonius ſays, in the Lives of
Inventor of the Cæſars, lib. 25. cap. 18.
Infuring: That Claudius Cæfar, he believes,
was the firſt that introduced the
Cuſtom of inſuring Ships and Merchandize, which
is above 1500 Years ago. It was a Thought, like
the Man, Grear, Noble, and exceeding advanta.
geous, of which more hereafter.
2. And I doubt not, but from this great
Man's Example it is, that we at this Day find
others that have, much after the fame Wav, in-
vented the infuring alſo of Lives, Houſes, Goods
carried by Land, 66. But what I have to fay of
Infuring, I ſhall confine to that of Ships, Mer-
chandize, and Houſes, as being Things moſt ma.
terial, and on which Inſurances are moft com-
monly made.
3. The meaning of the Word
What Inſure, Injure, imports to Ajure or Secure;
imports. as if I give a Perſon a Premium
(or Reward) of fuppofe 3 Founds,
he will inſure me 100l. to the Weft-Indies ; 1. i.
he will aTure or ſecure me 100 l. in caſe the
Goods, &*c. which I value at ſo much, and am
tending to the Wet-Indies, or expect from thence,
thould be loft by the way,
4. Inſurances for Merchants are
Two Sorts of either made in Publick or Private;
Infurancese
Publick Inſurances are ſuch as are
regiſtred in a Publick Office, as the
Royal-Exchange, and London. And private Inſu.
rances are, when one Man contracts to inſure
another's Goods, & c. and all is done without ha-
ving recourſe to, or regiſtring in any publick Of-
fice; only the Merchant inſured, and he that in-
dures, enter the Terms of their Contract in their
own private Books of Accompts, being neceffary
ceived Money.
5. In Inſuring, he that would
Wbat to be have an Inſurance made to him,
conſidered by muſt have regard to, and conſider,
ibe Injured. 1. The Value of the Goods that
he would bave inſured, 2. The Sol-
vency and Credit of the Inſurer, or him that un-
nerwrites the Policy. 3. That the Premium be
not too high, conſidering the Place the Ship is
hound to, and her Goodneſs; which is eaſy to
find in Publick Offices, by ſeeing what others
about
The Diſtance of the
Of Inſuring Ships and Merchandize. 307
about the ſame time have given to the fame Place,
or thoſe of like Diſtance.
6. The Things to be conſidered
What to be by the Inſurer, before he under-
confidered by writes a Policy, are, 1. The Sum tu
.
Place the Ship is bound to or from.
3. The Goodneſs of the Ship. 4. The Nature
of the Goods ought to be conſidered; for a Man
may inſure Staple Goods, as Woollen Cloth, or
the like, for a leſs Premium than he doc thoie
that are periſhable, as Wine, Oil, &c. 5. He
muſt conſider the Seaſon of the Year, as whe-
ther Winter or Summer, 6. Whether there be
Peace or War. 7. If the Ship or Goods on board,
is to be inſured home from any Part beyond the
Sea, the In user muſt enquire if ſhe is come out,
and when, chat ſo he may know if ſhe is miſling;
for the Highneſs or Lowneſs of the Premium dc.
pend on theſe Things.
7. The Inſurer, in Conſideratia
Wbat tbe Pre on of the Premio paid by the In-
mium is, ſured (which Premio or Premium
is the Sum paid for infuring, gi-
ven as a Reward to the Inſurer) gives the Adven-
turer a Writing by him ſigned, called a Policy of
Inſurance, which obliges himſelf to pay the As-
venturer the Money inſured in caſe of Lors; the
Form of which Policy you have at any Stationer's
Shop about the Exchange.
8. There are different Forms of
The ſeveral Policies, according to the Nature and
kinds of Po- Circumſtances of the Inſurance , as
one Sort for inſuring a ship with
her Tackle and Apparel; another
for Goods on board a Ship; a 3d for a Ship and
Goods ; a 4th for theſe things outward ; a 5th
for them homeward ; and a 6th for them (or any
home a 7th Interest or no In-
tereft, 1. e. 1 inſure ſo much on Goods aboard
ſuch a Ship from any foreign Port home, to be paid
me in caſe the Ship be caſt away, whether 1 hap-
pened to have Goods on board that Ship or not.
9. But if you infure Goods
Inftring Intereſt, home on board a certain Shin:
Br pe Intereſt. and the Ship is caft away, and
you had no Goods on board;
in this caſe you will not have the Sum inſured ,
unleſs you caufed theſe Words Intereſt or no Interif,
to be inſerted in the Policy; but the Premium
will be returned, abating only half per Cent, vix,
10$, for every 100 l. inſured.
But if you had any Intereſt or Effets on board
(tho never fo liitle) in this Caſe you loſe all
your
Promiuos, notwithſtanding your Covepant atore
Had to have it returned.
RT 2
IO, All
)
308 Of Infuring Ships and Merchandize.
10. All Policies do now run lol,
Lof, or not or not loft, tho'it was otherwiſe for-
lof. merly; but in caſe you make In-
ſurance upon a Ship that you know
to be loft before you inſure, in this caſe you will
hardly recover the Money you inſured, but only
your Premium back,
But becauſe this Book is deſigned for thoſe that
are ignorant how to go about to inſure, I ſhall
ſhew how to proceed.
1. To inſure.
2. To recover, in caſe of Loſs,
Particular 11. When you are minded to in.
Directions fure, go to an Office at the Royal-
to inſure. Exchange, and tell thoſe that you
find there what you would inture,
and on what Ship, and defire to know their Pre-
mium,
Your next thing is to ſatisfy yourſelf of the
Solvency of thoſe who are to inſure ; and in or-
der to that, you may defire the Office-keeper to
give you the Name of 6 or 8 of their beft Men;
which done, you may enquire after their Credit
on the Excbonge, or near the Places of their
Abode.
Which being ſatisfied of, you go to the Office,
and tell them what Men you would have, and
order the Policy to be made up according to the
Nature and Circumſtances your Buſineſs requires,
as in the 8th Article, and the others foregoing.
The next Day after, or ſooner, 'tis very likely
your Policy will be figned and finiſhed, when you
muſt pay the Premium agreed on to the Office-
keeper, and alſo for the Policy and Stamp, and
take your Policy, firſt minding that it is duly
filled up, and ligned, and regiſtered according to
your Agreement.
But in caſe of making Inſurance home from
any Port beyond the Sea, obſerve the Date of
some not in a realonable
Time after, you mult te
very inquiſitive after the Ship's coming out,
which you will be eaſily informed of by the Com-
mander of ſome other Ship arrived from thence;
but if you cannot be informed of her Safety,
then go to the Office of Inſurance, as before,
telling them your Cafe: T?ey will aſk you
many Queſtions, as whether the is come out ?
When ſhe was ſafe? &c. (for they are more cau.
fions in inſuring Ships bome than out, or out
Of Infuring Ships and Merchandize. 309
Voyages to the Earl? China, &c. from
and bome) which you may anſwer at Diſcretion :
But if you know certainly the Ship is loſt, then I
would adviſe you not to inſure (tho' you could)
for they will put you upon your Oath, whether
you know of her Loſs before Inſurance, which
you cannot anſwer in the Negative without for-
Iwearing yourſelf; beſides it is no better than
a Fraud and Cheat.
But if you only ſuſpect her being loſt, your Pru.
dence will teach you to make what haſte you can
in getting a Policy, left News ſhould come of a
Loss, and then 'twill be too late to inſure.
Having got your Policy, when you come home,
enter the Terms of the Inſurance in your Books of
Accompts; as who inſured, what Sum, on what
Ships, for what Voyage, and what Premium you
gave.
12. Now in caſe of Lofs hapjening to what
you have inſured, you are to proceed in this
Manner.
Take your Policy, with the Per-
Wbat to do fons or Leters by whom you were
when a Loss intormed of the Lofs, and go to the
kappens.
Office-Keeper where you inſured,
and if you can produce a Man that
can poſitively prove on Oath the Ship’s being
away, or the Loſs of your Goods, then they
will pay the Money,
without much Trouble, which the Office-keeper
will follicit for you; or if you know the Infu-
rers Places of Abode (which you ought to enquire
after when you inſure, noting the fame down on
the blank Side of your Policy) you may go to
them, and acquaint them with the Lofs, produc-
ing your Vouchers aforeſaid, that you have a
Right to the Money inſured.
13. But if you hear not of the
Ship mifling Ship in 12 Months after an Inſu-
12 Months, rance home is made, then it is uſual
the Money to for the Inſurers 'to pay
the Money,
though abſolute Proof cannot be
made of the , except in long
which Places more Time is required before the
Loſs be paid ; and if the Ship happens to come in
fafe after the Inſurers have paid the Lofs, it muſt
be returned to them again.
14. Lofles are either in the whole
Concerning or in Part of what was inſured. If
Abatements the Goods inſured are wholly loft,
made by In then each Inſurer pays the Sum he
furers. *** wrote, abating 156. per Cent, i. e.
10 per cent, according to the Cove.
nant in the Policy, and s per Cent. more, accord-
ing to Cuſtom, which come think much to have
abated;
, to ,
be paid.
310 Of Infuring Ships and Merchandize.
abated; but conſidering the Difficulty of making
out Lofles at Sea, and the great Diſproportion be-
tween the Premium and Sum inſured, together
with the Perplexity of Law-Swits, and the Ad-
vantage that may be made by prompt Payment
of the Money, &c. I ſay, theſe things confidera
ed, it is more Prudence to make the uſual A.
batements, eſpecially fince a Man may eaſily
inſure the Diſcount Money, which reduces the
Abatement, in care of Lois, to little or nothing.
As for Inftance ; fuppoſe I deſign to inſure 200!.
worth of Goods to Barbados at: 2 { per Center !
may confider, that 301. being to be abated in
caſe of Loſs, it is my beft way to inſure 2301.
here the 2001. if a Loſs happen, will be paid,
tho' I do abate 15 per Cent. So that the Abate-
ment or real Lofs is only the Premium of the 301.
which is but 15 s. and the Abatement for the go!.
at 15 per Cerit. is 47. zos. o d. more; all which
would be more than made up, had I inſured.
401. above the 2001, which had been Lut
20$. extraordinary in the Premium at the Rates
above.
* 15. But if a Lors happen to Part
Averages of the Goods inſured, then the In-
Dow made. Surers make an Average, and each
Inſurer pays proportionable to the
Sum inſured by him. As ſuppoſe you have in-
fured to you 300l. dy 4 Men, and that
A inſured 100 l. And that go Pounds worth
B
57.
of the Goods happen to
be loſt, the Average will
551, ftand thus.
701.
paid will
Suns pay- Sums to be
Sums able without
inſured. Abatement.
Abatement.
1.
1. s.
1. s. d.
30:co
22:10
17:17:0
55
16:10
100
S75
}
25:10:0
19:02:6
B В
70
but abating
15 per cent.
muſt pay but
14:00: 6
.
300
90:00
76:10:0
This Average is thus made : Conſider what
Diſcount muſt be made out of the whole gol.
loft, at 15 per Cent, by multiplying 15 by 90,
and dividing the Product by ioo, the Quotient
is 131, and gol. remains; which reduced into
Shillings, and divided by 100, gives the Money
to be diſcounted 131. 105. od. which deducted
out of the gol, the Remainder is 96% 105. od.
which the 4 Inſurers are to pay the Merchant in
proportion to the Suma they writ; which Pro-
portions
Of Inſuring Houfes. 311
portions (as in the Colum next the Right Hand
foregoing) are thus found out.
3 Multiply 76.1. 1os. od. by the Sum A in-
fured, vine sooland divide the Product
by zool. (the Sum Total inſured) and the
Quotient is what A is to pay of the 761.
105. od. viz. 251, ros. od. And in
like manner are the Sums that B, C, and
D, muſt pay, found out as in the Column
She wordt aforeſaid for,
1. Soda ***
Aszoo is to76: 10 fa is 100 to 25: 10:00-16*4**
Staand fo is 75 to 19:02:6. boste
vosi vaadi and 70 to 17:17:05
O and 55 to 14:00 16
Sum 76: 10:0 for proof.
16. " After notice of a Loſs (faith Molloy de
* Jure Marit, & Naval. p. 257) if the Infared
think fit, as having inſured moſt of his Adven
ture, or is minded to have the Aliſtance of the
* Inſurers in recovering the Adventure ; he may
then make a Renunciation of the Lading to the
* Inſurers, and then he comes in bimſelf as an Al-
ſurer for that Part which he hath adventured
over and above what is inſured.
But this is to be underſtood of ſuch Loftes or
Damages, as are likely to be recovered for Sal-
vage-Money, as Cloth loft by the Turkey Fleet
near the Streights of Gibraltar, about the Year
1691, &c.
17.
There are two Statutes have been made for
the more eaſy Recovery of Merchants Loſſes, if
inſured, viz. 3 Eliz, c. 12. 14 Car. II. c.
the Policies are of late made ſo plain and compre-
henfive, that ſcarce any Accident can happen that
is not provided againſt thereby, for the Advantage
of the Merchant inſured ſo that few Law-Suits
happen upon that Account.
ons die
13. Next to the Inſurances made for Mer
chants and Owners of Ships, thofe made on
Houſes are moſt conſiderable (the great Advan-
tage of which I ſhall fhew before I end this
Section.) And to take notice of ſuch Offices
as have not conſiderable Funds ſettled for the
Security of thoſe that have Houſes inſured, there
is one Office that has practiſed the Inſuring
Houſes from Fire for many Years paft, in which
time they have paid ſeveral congderable Sums to
make good Lofies by Fires that have happened
in the City of London, and within the Bills of
Mortality.
312
of Infuring Houfes.
...
:.
Mortality. The only Oface now in being that
has a Land Security is this, viz.
19. The Inſuring Houſes by a Society was
projected by the late ingenious Henry Spelman of
London, Eſquire, and by him and William Hale,
of King's Walden, in the County of Hertford,
Eſquire, firft undertaken, carried on, and called
The FRIENDLY SOCIETY, in the
Year 1684.
20. Every one that inſures a Houfe in this
Society, becomes a Member thereof: And when
any Loſs happens, each Member does contribute,
in proportion to the Sum de has inſured, to make
good the faid Damage, which contribution is
paid by the Undertakers out of the Money de-
poſited in their Hands for that purpoſe.
21. When any one is deſirous to inſure their
Houſe or Houſes in this Society, they give No-
tice thereof at the Office, as in whoſe Name the
Inſuranee muſt be made, where the Houſes ftand,
who the Inhabitants, and what they would
inſure.
Which done, the Surveyor of the ſaid Office
goes and views the Houſes, to take care there be
not above the Value inſured, of whoſe Situation,
Abuttings, Boundings, Front and Depth he makes
Report in a Book at the Office; from which Re-
port the Policies are made up.
22. Now the Rules by which a Houſe may be
valued are two, viz, either by the Rent; or the
Number of Squares contained on the Ground-
Plot.
When the Rent is 10l. per Ann. it may rea-
fonably be ſuppoſed the Building is worth tool.
and ſo forward for every jol. per Ann. Rent,
100l. may be advanced in the Value of the
Building: but tho' this may ſerve for a Rule in
Houſes that ſtand not often empty, and where
the Ground-Rents are not extraordinary high;
yet it is the Number of Squares upon the Ground-
Plot, whereby they generally value all Buildings;
which is grounded on an Act of Parliament for
rebuilding the City of London, made about Anno
18 Car. II.
The Buildings in the City of London are
i are valued
according to their Rates; of which Rates there
are 4, viz.
:
ft Rate 2 Stories, Cellars and Garrets,
3
4
3
And the Naked Building or Shell of a Brick
Houſe (the Floors being finillied is thus valued
7
by
Of Inſuring Houſes. 313
2
351.
457,
2.
by the Square of 100 Foot, if in high Streets,
DIZ,
iſt Rate at 251. per Square.
3
.
4
501.
But theſe Rates may be augmented at the Dir.
cretion of the Surveyor, according to the finiſhing
of a Houſe.
By theſe Rules, to find the Value of Build-
ing; ſuppoſe the Front of a 3d Rate Houſe is
18 Foot, and the Depth 42; theſe Numbers
multiplied together, produce 7 Square and 56
Feet, by the Rules in Prop.24. of Chap. 3. which
at 45 Pound a Square, the Value of that Build-
ing is found to be 2401, 48. od.
23. The Survey being finiſhed, and the Po.
licy filled, it is numbered in Courſe in the Office,
and delivered to the Inſured, upon his paying
down 98. 4.d. per Cent, for 7 Years, which is
16 d. per Cent, per Ann, by way of Premium,
and depoſiting II s. 8 d. per Cert. more, as a
Caution; out of which the Undertaker pays the
Contribution, returning what is unexpended of
the 11 s. 8 d. to the Party inſured at the End
of 7 Years, which is the uſual Time for which
this Society do inſure. And for the 7 Years
ending at Chriſtmas, 1705, the whole Charge
was but 12 s. 3d. reckoning all Charges both of
Premium and Contribution, which is but I s. 9 d.
per Cent. per Ann. one Year with another : But
now they take but 6 s. 8 d. Depoſite.
24. All Houſes not having both Party Walls
intire of Brick or Stone, are accounted 'limber.
Houſes; but if the Front or back Part be Tim-
25: The Policy, when taken out, is numbered, ,
and the principal Contents regiſtered, to have Re
courſe to in caſe of Fires happening, or the Lots
of the Policy.
**
26. On every Houſe inſured in this Office,
there is a Lead. Mark afixed, which is a very
proper Emblem of the whole Undertakings be-
ing five Arrows, one ftanding perpendicular, and
two of each side that, croſſing it juſt in the
Middle at oblique Angles, the Points of which
Arrows reſt on a Alat Piece of Lead, on which
the Number of Houſes inſured is famped, which
23000
Theſe Arrows repreſent the "Society,
"Society, which
are interwoven or kept together, and invironed
Sre
is now above 29000.
US
314 Of Inſuring Houſes.
with a Snake, croſſing the ſaid Arrows at very
near right Angles in three Places ; which repre-
fents the continuing and keeping together the So.
ciety in a regular Form and Method, by the pru-
dent Management of the Undertaker.
27. When any Fire happens, the Mem-
ber, whore Houſe is burnt or damaged, certifies
the fame to the Office, and they give Notice
thereof to the Truſtees on whom the Fund je
ſettled for Security of the Society; which
Truſtees do, by their Warrant, appoint who
they think proper to view the Damage, and caft
up the Regiſter-Books in the Office, and to make
a Rate of Contribution according to the Loſs and
Sum inſured; which Rate or Contribution is thus
calculated :
The Perſon, appointed by Direction of the
Truſtees, having cart up the Regiſter-Books,
fuppoſe he find the Sum inſured (when the Fire
happened, for which the Rate is to be made) to
be 14000col.
And that the Lors is 7001, theſe Pounds be-
ing divided by 14000, the Number of hundred
Pounds in the Sum inſured, the Quotient is the
I.
or is, ſo that the Contribution of Isi for every
100 l, inſured, makes up the Loſs,
The Rate being thus made, the Perſon ap-
pointed to make it, as aforeſaid, makes his Re-
purt of it at the Ofice, where the Report is re-
giftred and figned by him that made it ; and Affi.
davit is made to the Truth thereof before a Mar.
ter in Chancery.
28. The Undertakers pay the whole Lofs
within fixty Days after the Fire happens, ac-
cording to the Policy, without any Abatement;
or if they neglect to pay it, the Truſtees are
impowered by the Deed of Settlement, inrolled
in the High Court of Chancery, to pay the ſame
out of Money which they have Power to raiſe
by the Rents, Sale or Mortgage of the Eflates
on them ſettled by the Undertakers for that
purpole ; or if a Hou'e is only damaged, they
repair items
29. The Fund and Security, ſettled and made
by the Undertakers for the Payment of any Loſ-
fes that may happen to the Members of this
Society is very conliderable, beſides the Covenants
which each of the Members give to ſecure one
another; which Members being ſo very nume;
roas, a great Loſs falls very light, when paid
by the whole.
30. The Fond is ſettled on Sir Henry Tuiſe,
(then Lord-Mayor of London) Sir Cyril Wich,
Sir William Prichard, Sir Jonathan Raymond,
Sir Richard Onflow, Sir Chriftspber WrenEdmund
, sir
Of Inſuring Houſe.
315
Edmund Wiſeman, Sir James Smith, and Sir Wil.
liam Dolben, and their Heirs.
31. This Office keeps a conſiderable Number
of Watermen with Silver Badges, and Liveries, to
quench Fires upon occaſion, who are very dextrous
Men in that Affair; and are cbliged to go to all
Fires that happen, whether the Houſes on Fire be
inſured or not.
THE
The Royal Exchange Inſurance.
HIS is a Corporation eſtabliſhed by Char-
ter, for Affuring Houſes and other Buildings,
Goods, Wares, and Merchandize from Loſs or
Damage by Fire. Alſo Lives.
They Infure on a Brick or Stone Building, any
Sum not exceeding 200 l. at 5 s. per Ann. and after
the Rate of 2 s. 6 d. per Cent. per Ann. for any
greater Sum not exceeding 1000 l.
Above 1000l. and not exeeeding 2000 l. at 35.
per Cent.
Above 2000 l, and not exceeding 3000 i. at 45.
per Cent.
On Goods or Merchandize (being the Property
of the Affured) in any Brick or Stone Building,
or on Goods and Building together, any Sum not
exceeding 300 l. for 7 s. 6 d. per Ann. and lar-
ger
Sums after the Rates abovementioned.
Timber or Plaifter Building, or Goods or Mer
chandize therein, to pay $ s. per Ann. for 200 1.
and after the Rate of 4 $. per Cent. for any
greater Sum not exceeding toool, and for all AB
furances above 1oool, and not exceeding 2000 l.
5s, per Cent.
On Timber or Plaiſter Building and Goods and
"Merchandize together, any Sum not exceeding
3001. may be aſſured for 12 s. per Ann, and larger
Sums at the Rates aforeſaid.
Hazardous Trades, as Apothecaries, Chemiſts,
Colourmen, Diſtillers, Bak rs, Ship and Tallowa
Chandlers, Oilmen, Stable-keepers, Inn-holders, and
Malfiers, ſuch Goods depoſited in Brick-houſes
are to pay 8 s, per Ann. for 200 l, and after the
Rate of 4. s. per Cent, for any greater Surn not
exceeding 1000l. and above 1ocol, and not ex-
ceeding 2000l. 55. per Cent. But when Houſes
and Goods are put together, they inſure at 4 s. per
Cent. per Ann. and all without Contribution, or
other Charge, but the Policies.
2. The other Office or Corporation, eſtabliſhed
by Patent, is called, The London Inſurance, who
inſure juft at the Rates of the Exchange Infu-
3. There is another Office, call'd The Hand-
in- Hand, who inſure for Seven Years, at 12 s. per
SI 2
.:.
inclinabi
316 Of Injuring Houſes.
Cent. Brick, and double for Timber, with Con-
tribution, if required.
4. The Sun Office, inſures any Sum, not ex.
ceeding sool, for half a Crown a Quarter, with-
out Contribution, or other Charge, but the Pos
licies.
32. Of tbe Advantage by Infuring.
To make the World ſenſible of the great
Uſefulneſs of Infuring, I ſhall here briefly touch
ſome of the moſt material, and natural Inſtances
thereof. As,
1. The inſuring Ships does naturally encourage
the building of Ships; for a Way being found
out to preſerve or ſecure Mens Intereſt in Ships,
when built, makes them more willing and
beſides the Number of Buyers of Shares in
Ships when built (or Owners) is mightily aug-
mented by inſuring ; and it cannot be denied,
but the greater the Number of Men is who are
willing to become Owners, the more likely is
the Number of Ships to be increaſed, which
can't be done but by Building. And it is not
improbable, but that the Greatneſs of our Num-
ber of Ships here in England does ſo much out-
do that of all other Nations in the World, becauſe
the Practice of inſuring is more uſed here than in
other Places.
II. My ſecond Argument to prove the Uteful-
neſs of inſuring, is from this Maxim :
That whatever cauſes the building of Ships,
does, at the fame Time, increaſe Trade.
1. Trade is increaſed by building of Ships, be-
cauſe it cauſes a Conſumption of thoſe Materials
uſed in Ships; as Timber, Hemp, Pitch, Iron,
Lead, &*c. and employs abundance of Hands in
making Ships, Cables, Anchors, &c. and, when
built, in manning thereof.
2. The Increa e of Shipping keeps Freight
from running too high, which it would cer-
tainly do in this Nation, ſo inclinable to Trade,
were it not for the Multitude of cur Ships;
and Freight being reaſonable, encourages many
to become Adventurers, that would not if it were
high.
I know that, in other Reſpects, the Increaſe
of Trade does increaſe Shipping, but Inſuring
does certainly increale Trade, and even that way
too increaſes Shipping.
3. That Inſuring encourages foreign Trade,
is as natural as can be imagined; for Thou.
fands who do now uſe foreign Traffick (of which
I know feveral) are ſo cautious, that they would
never
The Advantage of Inſuring. 317
never adventure moſt of their Eſtates to Sea, if
it were not becauſe they can firſt inſure the
Goods or Merchandize Exported and Import-
ed.
III. The Inſuring of Houſes is found of vaft
Advantage to this Noble and Populous City, in
many Reſpects: As,
1. The Houſes in the City of London, being
moſt of them let out by Leaſe, wherein there
is, for the moſt part, a Clauſe for the Tenant to
rebuild in caſe of Fire: This Clauſe could never
be performed by Thouſands that take theſe
Leares, were it not for the Help of Inſuring;
which both ſecures the Landlord, and enables the
Tenant to fulfil ſuch Covenant.
2. By Inſuring Houſes, they are made as good
a Security to lend Money upon in Caſe of Mort-
gage, as that of Land, and that Practice is, on
this Account, therefore extraordinary uſeful and
advantageous to ſuch as would either borrow
or lend Money at Intereft ; becauſe it enables
the former to make ſuch a Security as the
latter, will accept ; and the Borrower, by this
Means, finds Plenty of Lenders to ſupply his
Wants, and the Lender a good Security for his
Intereſt and Principal Money; ſo that not one
in a hundred, at this Time, lend Money upon
the Security of Houſes, unleſs thoſe Houſes are
firft Inſured.
3. By the Cuſtom of Inſuring Houſes, the
Rents are advanced, or at leaſt preſerved from
falling low, which is no ſmall Advantage to the
great Number of Owners of near 130,000 Houſes,
which are ſaid to be contained within the Com-
paſs that Houſes are inſured, all which Owners
(to ſay nothing of the Satisfaction they reap in
their Minds, by knowing their Eſtates ſecure)
find this Practice of inſuring Houſes conſidera-
bly advantageous. For fuppoſe a Houſe is to be
Let by Leafe, and the Tenant is to be obliged to
rebuild in caſe of Fire; here being a Contingency
that may perhaps ruin the Tenant (if there were
no ſuch thing as, Inſuring) he will naturally, for
that Reaſon, give the leſs Rent.
But ſince there is found out a Way to ſecure
the Tenant in this particular, by inſuring his
Houſe, he is thereby encouraged to embrace his
Landlord's Propoſal more chearfully, and to give
more Rent; or elſe the Landlord (knowing how
to ſecure himſelf by Inſuring) can, upon Condi-
tion of the Tenant's advancing his Rent, afford
to leave out of his Leaſe the Covenant for Re.
building in caſe of Fire.
4. Men are much encouraged to build, be-
cauſe they can afterwards make the Houſes, fo
built,
2
318
The Advantage of Inſuring.
built, ſafe and ſecure, by inſuring them; which
Increaſe of Building does likewiſe increaſe Trade,
as that of the Timber-Merchant, Carpenter,
Brickmaker, Bricklayer, Joiner, Glazier, Ma.
fon, Smith, Painter, Plaiiterer, &. all whom
and many others, inſenſibly find the Benefit of
infuring Houſes
i í N 1 s.
The CONTENTS of
Sect. I.
A
230, &c.
231, &c.
233, &c.
Litere
Comes Commercii.
CH A P. I.
Table of the Value of any Quantity
of Merchandize,
very exasily
up, more adopted to Merchants Uſe than
any other extant.
2. The Uſe of the foregoing Table in 17
Examples, relating chiefly to Buying and
Selling
Pag. 171, &c.
3. A Table calculated for univerſal Uſe,
178, &c.
CHA P. II.
Sect. 1. The Uſe of the left mentioned Table in
Multiplication
2. The Uſe thereof in Diviſion
3. The Uje in Reduction
4. The Uſe thereof in Merchandizing236,&c.
5. The Uſe in Meafuring,
(1) Any Superficies from 241 to 247
(2) Solid Meaſure from 247 to 252
(3) In Gauging Velſels er Caſks, from
252 to 256
(4) The caſting up Dimenſions, wherber
the ſame be taken in Inches, Fect and
Inches, &c. and to give the Anſwer
by Reduction, Duodecimals, or De-
cimals
from 256 to 262
CHA P. III.
Sect. 1. The Cuftoms uſed in Meaſuring, and the
Price of Glaziers Work
262
2. Joiners Work
263
3. Painters Work
264
4. Plaiſterers Work
265
5. Bricklayers Work
266
6. Maſons Work
268, &c.
7. Carpenters Work
269, &c.
CHAP. IV.
Sect. 1. Concerning entering Goods at the Cufton-
bouſe, (1.) Outward
(2.) By Certificate
(2.) Inward
- 275, &c.
2. Clauſes in ſeveral Statutes ;
(1.) Relating to Exportation
277, &c.
(2.) To Importation
280, &c.
age, Cartage, Rates for Carmen, Water-
men, and Coachmen
285 to 303
4. Freight of Ships, what, how computed,
Bills of Lading, Primage, &c. 303 to 306
Concerning Injuring
(1.) Ships and Merchandize 306 to 311
(2.) Houſes
311 10 316
(3) The Advantage of Inſuring, with
reſpect to Inland and Foreign Trade,
316 to 318
271, &c.
273, &c.
gagee has
Calculated
A
SUPPLEMENT
то
Comes Commercii,
CONCERNING
Simple and Compound Intereſt :
CONTAINING
The Simple Intereſt of any
Sum from is. to 1000 l.
for any Number of Days,
Months, or Yeary.
ALSO
Tables of the Amount and preſent
Worth of any Sum, the Amount,
preſent Worth, and Purchaſe
of Annuitics ; with the Uſe and
Manner of calculating each Ta.
ble, computed at the Rates of
3, 31, 4 and 5 per cent. per Ann.
and applied to any other Rate
of Intereſt.
Together with Rules for making up Ac-
counts of Mortgage, where the Mort.
yers, Scriveners, and all ſuch as Lend or
Borrow Money at Intereſt, or Diſcount
for Prompt Payment.
THE WHOLE
Being newly Reviſed, Corrected, and Aug.
mented, with ſeveral Choice T A BLES;
adapted to the moft uſeful Parts of In-
tereft, &c.
By E. HATTON, Gent.
Crefcit amor nummi quantum ipfa pecunia crefcit.
LONDON:
Printed in the Year M.DCC.LIII.
I
ſo that,
Money paid for the
tent is called Principal, the
4. One Man ieur Mortgager
U
Section 1.
Nreret of Money is the Sum payable by the
Borrower to the Lender for the Ule there.
of, and is Tometimes called Uje, ſometimes
Intereſt of Money. It is called Uſe
It is called Uſe, or Ufury,
becaufe it is paid by the Borrower for his uſing
the fame: And it is ealled Intereſt, as it rem
ſpects the Lender, becauſe it is the Money due to
him for his Intereſt therein, or Property thereto;
Money paid for the Uſe is called Intereſt, which
when only paid for the Ule of the Sum origi-
nally lent, is called Simple- Intereſt. But when that
is not paid when due, but becomes Principal Mo
ney, the Uſe of thoſe two together, viz, the firſt
Principal Money lent, and the Intereſt due there-
Spon is called Compound
Intereſt,
3. The Perſon to whom Money is due from
another, is ſometimes called Creditor, ſometimes
Uſurer, ſometimes Mortgagee; And the Perſon
owing fuch Money is called, with reſpect to the
Dibror
to
another, when he is any Ways indebted, whether
upon Account of Trate, or of borrowing Money
without Security of Land, &c. and he is Creditor
that gives ſuch Perſon Credit,
5. When ohë Man lends another Money, and
requires a Land Security for the Payment there
in this caſe he that makes over his Land as
a Security is called the Mortgager ; and, he to
whom the ſame is made over is called the Mort-
gagee : But when any Moveable is delivered
as a
Security to the Lender, it is commonly called
Pawn or Pledge, and they that lend Money upon
ſuch Security are called Pawn-Brokers.
6. The Sum paid
for the Uſe of ioo 1. for one
Year is called the Rate of Intereſt, and this Rate
is different from 3 to 20 in the ſeveral Countries
as follows;
a
20
L. per C. L, per c.
L.
per
C.
Italy
3 Spain 10 Turkey
Holland
3 Scotland
10 England 5
Szvedeland
៩
6 Barbados 10 by 12 Ann.
France
7 Ireland 6 Self. 2, , 6,
7. Increaſe of Trade is generally the Conſe-
quence of low Intereſt, becauſe the Lowners of
T + 2
Intereſt
him
Intereſt of Money.
Intereit obliges money'd Men to trade, who never
would, were Interest high, becauſe Intereſt comes
to them without Trouble, which Advantage by
Trade does not.
8. The Lowneſs of Intereft not only increaſeth
Trade, but advanceth the Price of Land; for
when the Rate of Intereſt runs low, i. &. is made
ſo by the Government, fuch money'd Gentlemen
as think themſelves above Trade, or have not a
Conveniency to follow it, by living far remote
from any Sea-Port, will rather purchaſe Land
with the Surplus of their Expences, than put the
fame out to Intereſt at fo fmall Advantage. And
the more Purchaſers, the higher Land is; as in
all other Things bought and ſold, many Buyers
inhance the Price of the Commodity.
9. Lands and Houſes are of different Tenures,
and of different Prices of thoſe Tenures, accord
ing to the Goodneſs or Badneſs of the Lands, or
Plenty or Scarcity of Things in the Country where
they lie.
10. Some Tenants are at Will; as thoſe that
have no Leaſe, but hold their Efates from Year
to Year, ſo long as they or the Landlord pleaſe ;
others hold by Leaſe, which Leaſes are either
made for a Term of Years, as moſt of the Houſes
in the City of London are let, or elſe for three
Lives, as moſt of the Lands in the North of
England are let. Copyhold Estate is when the
Poffeſſor holds the ſame from the Lord of a Man.
nor by Copy of Court-Roll; byt when the Poſiel.
for of Land bas it fully conveyed to him, and pays
felf, bat has it withour Limitation to him and his
Heirs, that Eſtate is ſaid to be Fee-Simple, og
Land of Inheritance ; of which you have an am.
ple Account in Coke's Comment upon Littleton,
Cbap, I. Se&.
11. The Value of Eſtates Fee-Simple are worth,
in moft Parts of England, about 18, 19, or 20 to
25 Years Purchaſe.
12. Eftates for three Lives are generally valued
at 11, 12, or 13 Years Purchafe; and in caſe
Life fall, they will renew it for about one Year's
Purchaſe.
Thus much concerning ſuch Things as are ne-
cedarily previous to the Tables of Intereſt, which
are as follows.
TAB. I.
TAB. I. A Table of Simple Lutereff at 3
per Cent. from t s. 10 1000 l. and
from 1 Day to a rear.
O
O
O O O O O O O OOO
O O O O O O
0
O O O
O o
O
O O o
cipal
Mo:
1 Day.
2 Days.
ney,
los, d. 9. Parts. I, s. d.9. Parts,
0 0.00394510 o o 0.0078901
o 0.0278902 o 0 0 0.01578
O 0.0018353 o 0.02367
0 0.0157804 0 0.03156
0 0.0197255 0 0.03975
**0 0 0.0236706
O 004734
o o 0276157 O 0,05523
81 o o 0 0.0313608 o 0.06312
0 0 0.0355059
0 0 0 07101
$ 101
O 0.0394 510 o 0.07890
o 0.0433961 o o 008679
o 0.0473412
o 0,09468
13
0 0:0.0552863) o 0.10257
141 o 0 0.0552314
o 0.11046
15 0 0.0591965 00:11835
16) o @ 0631216 ) o 0 0 0.12624
17 o 0.0670667 o 0.13413
18) o o 0.0710118 o 0.14202
o 0.07495690 o 0,14991
lib.
o 0.07890200 0 0.15780
0 0.157801
o 0.3156
0 0 236706 o 0.4734
o 0.31 5608
0.6312
0 0:3945 10
0 0.473412 0 0.9468
O 0.552314
o 1.1046
o 0,631216 o 1.2624
0 0.710118
o 1.4202
o o 0.789020
*1 5780
20 0 0 0 1.57804
30 0 0
o 2.36706
I 0.734
2.400 o 3-15608
Sol
3.94510
3.890
I 0.73412
2 1.468
7010
I 1.52314
3.046
Solo 2.31216
o 3 0.624
900 1 3•10118
1ool o
1 3.89020
3 3.7804
300 o 0 5 3.6706
400 o o
500 o
0 9 3.4510 0 7 2'90
0 11 3 3412
1 II 2.63
700 o 1 1 3.2314 2 3 2.46
Šog o 1 3 3.1216
7 2.24
geo o 1 5
5 3:0118
2 11 2.02
Joooj o 1 7 2.9020
o
o 0.7890
O O O O OON OL
O oo
03156
QO
600
O
o
3 2 202
3 3.780
7 3.56
200
o 11 3.34
7 3.5608
6ool o
3 3 2,80
SIMPLE INTEREST
ג
l. s.
O
©
10
O O O O O O O O O O O O O O O O O O O O O
O O
15
O O O O
O
190
at 3 per Cent.
Prin-
cipal
Mo 3 Day's,
4 Days.
ney,
d. g.Parts: to s. d.
1. s. d. q. Parts.
0 Q: 0.0011835 0 0.01578
0 0.02366 o 0.03156
0 0.03549
0 0.04734
o O'04732
o 0.06312
5
Q 0.05915
0 0.07890
6
o 0.07098 0 0.09468
Q 0.082811
co 0.11046
8
o 0.09464
0 0.12624
9 o o 0,10647
o 0,14202
o 0118300 o 0.15780
IIO
0013013
0 0.17358
Op 14196
o 0.18936
1300 o 015379
0 0.20614
14. 001165620 O 0,22092
O 00:17745 O 0.23670
6
0 0.0.18928
O 0.25248
0 0 0.2011 O O 0.268 26
0 0 0.21294 o 0.28404
0 00:22477 O 0.29982
lib. 1 0.0 0.23660
o 0.31560
O O 0-4717
0 0 6312
o o 07098
o
0.9468
0.9464
1.2614
001.7830
o 1.5780
o 1.8936
0 1,6562
0 22092
81 0 1.8928
2.5248
o 2.8404
3.1560
10.732
1 2.312
30 0 13.098
2 t. 468
40 21.464
3 0.624
so
2 3.830
3 3.780
60|
2 3 2.196
4 2.536
*4.0.562
5 2.092
8o
42.928
6 1.248
90 0 5 1.294 0 7 0.404
5 3.660
7 3.560
200
O :1 3.32
300 15 2.98 O II 68
400.0 I 11 2.64
7 2.24
5000 2 52.30 or 3 3 1.80
6000 4 11 1.96 0 3 11 136
70035
4 7-0,92
8colo 3 1 1.28
5 3 0.48
900 045 0.94 0 5 11 0.04
19
O O O O O
O O O O O
o
O 1.4195
2.3660
O
OO
701
3 5 1.62
*
1000 0 4 11 0,60 0 6 6 3160
SIMPLE INTEREST
6 Days.
ܘ
o
O O O O O O O O O O O O O O O O
O O O O O O O O O O OOO OOO
0 0 0 0 0
0.29580
at 3 per Cente
Prin-
cipal
Mo-
5 Days.
6
ney.
1. $. d.9: Parisit! Så d. q. Parts
O 9 0,019720 $ 0.02367.
0 9,03944
o 0.04734
0,0591610
0 0907101
4
0 0.07888
o 0.09468
5
0 0.09860 O 0.11835
6
0 0.11832 O 0.14202
O 0.1380+ 0 O 016569
O Q.15776 o 0.18936
O 00:1774810 o o 0,21303
Q.19710 o 0,73670
0 0
0,21692 0 0-26037
0.23664 o 0.28494
13 O O 0.25636
0.30771
14
O Q.27608
$ 0,33138
O c
o 0:35505
16
9.315520 0 0.37872
0 335241. o 0:40239
0.38496 0 0.42606
00:37468
O 0.44973
lib.
-39440
o 0.47340
0
0.7888
o 0.9468
o 1.1832
o 1.4302
0 1.5776
o 1.8936
o 1.9720
• 2.3670
0 2,3664
0 2,7608
0 3,3128
o 3.1553
• 347872
91 9 3,5496
* 0.2696
9 3,9440
0.7349
200
3,888
1468
30
2 3 832
3 2202
3 3.776
4 2936
50
4 3:720
3 3870
60 o
3,664
7 0.404
70
0 6 3,608
8 1.13.
o
9 1.872
9021
3,496
Oro 2.606
O
9 3.440
911 3.3401
200
2.88
I II 2.68
300
2 II 2.92
400
II 1.36
5000
120
4 II 0.70
11 0.64
5 II 0.04
7000
0.08
6 10 3.38
800
3.52
900
8 10 2.06
1000
2.59
9. 10. 1.40
0 0 0 0
2,8404
మనసు ఒక ముందు
801
100
2.00
1.76
6000
7 10 2.72 of
42.96
SIMPLE INTEREST
ar 3 per Cent.
$ Days.
OO
O
O
O
10 d
0
O O O O
O O O O
O
8
cipal
Mo.
7 Days.
ney.
1. %. d. gi París. . s, d. q. Paris.
0 0.02-76150 0 0.03156
0 0.005230
0.06312
o 0.081845) o 0.09468
o 0.110460 0 O 0.12624
5
o 0.138075) 0 0.15780
0 0.10 3690 o 0 0.18936
7
0 O 0.1933050 O 0.22092
8
o 0.220920, o ooo 25248
9
O 0.2485350 0 0.28404
0.276150 0 0.37560
0.303763 0 0.34716
0331380
0 0.37872
13
0.3589951 O 0.41028
0.386610
O 0.44184
0.4143151
O 0.47349
0.4418400 O 0.50496
17
0.4694551 0.53652
0.497070 0 0 0.56808
0.524685
O 0.59964
lib.
0.55azoo 0.63120
1.1046
O 1.2624
1.6569
1.8936
o
2,2092
0 2.5248
o
2,7615
3.1560
0
3.3138
0 3.7872
o 3.8661
0.4184
1 0.4184
1.0496
1 0.9707
1.6808
Io
1.5230
2.3130
20
$ 3.046
3 0 624
30
4
0.569
4 2 936
40
$ 3.092
6 3.615
7 3 560
1.138
9 1.872
2.661
IL O 184
80
0 2.496
o 1.707
3.230
200
7 2.24
300 $ 3.69
3 11 1.36
400 o 7 0.92
0.48
500
6 10 3.18
10 1.73
700
8
9 2 1.84
Sod
9
1.84
0 30 6 0.96
900 0 10 * 4 1.07 OU 10 0.08
6 1 248
SO
bol
70
17 0,184
90 O
1ool o
2 0.398
33.120
g 0.15
3.60
600l o
2
1000
633
20.30
3.20
SIMPLE INTEREST
9. Parts.
1
0
0
O
O
O
O
O
TO
o
O 0.0
16
O
at 3 per Cent.
Prın-
cipal
Mo
9 Days.
10 Days.
ney.
1. S. d.
1.
$. d.
9
0 0.03551
0
0003945
0 0.07102
0 0 07890
0 0.10653
0 0.11835
O 0.14404
O 015780
O 0.17755
O 0.19725
0 0.21396
o 0.23670
O 0.24857
O 0.27615
8
0 0.28108
0 0 31560
9
00:31959
00.35505
O 035510
0.39450
o 0139061
O 6.43395
0 0 42612
O 0.47340
13
O 0:46163
0.51285
14
0 0 49714
0.55230
ISO 0 0.53265 0 0.59175
O C.;6816
o 0,63120
17
0 0.60367 0 0 0.67065
181 0 o 0.639180 C 0.71010
1910 o 0.674690 0 0.74955
lib. 1
O 071020
0 0.78900
O 1.578
o 2.367
078498
0 3.156
510
03-5510
o 3.945
1 0.2612
I 0.734
10.9714
I 1.523
8
I 1,6816
12.312
o I 2.3918
I 3.10I
I 3.1020
1 3.890
20
30 o 5 1.306
4010 7 0.408 0
59
O
o 93.45
60 o 0 IO 2.612 0 11 3.34
.
0 1.714
I 3.23
80
2 0,816
3 3.12
991
3 3.918 15. 3,01
loco
15 3.020
72 90
20C
11 2.04
3991 0 4 5 1,06
4 II 0,7
40510 511
5 11 0.08
6 6 3.6
5040, 7 4 3 10
8 2 2
600 0 8 10 2.12
@ 9 10 1.4
700 o lo 4 1.14 0 1 6 6.3
80 O 0 10 0.16
0 13 1 3.2
900 0 13 3.3.18
0 14 9 2.1
10000 14 9 2.20 0 16 5 1,0
2,1306
O
O
0
O
3 3.78
5 3.67
7 3.56
8 3.510
I
I.
1
3 3 18
SIMPLE INTEREST
1. S.
2
O
0
O O O O O
O
at 3 per Cent.
Prin.
cipal
Mo.
11 Days.
12 Days.
ney.
s. d.q. Parts, 1.
s. d. g. Paris.
O 0.04339
0 0.04734
0 0.0867
o 0.09468
3
0.13017
O 0.14202
0.0.17356 0 0.18936
5
0 0.21695
O 0.23670
6
0 0.26034
0.28404
0 0.30373
00:33138
8
0.0.34712
0 0.37872
9
0 0.39051
0 0.42606
IO O 0 0.43390
0.0.47340
II
0 0.47729
0 0.52074
0 0.52068
o 0.56808
13
o 0.56407
0 0.61 542
14
0 0.60746 0.0.66276
15
o 0.65085
O 0.71010
16
o 0.69424
0 0.75744
17
0 0.73763
o 0.80478
18
0 0.78102
o 0.85212
19
0 0.82441
o 0.89946
0 0.86780 0 0.94680
0 1.7356
0 1.8936
3
0.2.6034
O 2.8404
4
0 3.4712
03-7872
5
I 0.3390
1 0.7340
6
I 1.2068
1 1.6808
7
I 2.0746 O I 2.6276
8
I 2.9424
13.5744
1. 3.8102
2 0.5212
100
2 0.6780
2 1.4680
o o 41.356
4 2.936
30 O
7 0.404
oo 8.2.712
9 1.872
0 10 3.390
O IL 3.340
60
O I I 0.068
70 1 30.746
I
80 o I 5 1.424
6 3.744
90
I7 2.102
1 9 1.212
100
9 27780
200
o 3 7 1.56
300
0 55 5 0.34
5 II 0.04
400 72 3.12
7 10 2.72
0 1.90
9 10 1.40
600 10 10 10 0.68
700
o 12 7 3.46
0 13 9 2,76
800
0 14 5 2.24 O 15 9 1,44
900 0 16 3 1.02 O 17 9 0.12
lib. 1
O
2
o
C
o
O
0
O
O
20
o
O
6.2.034
O
O
O O O O O O
1
2 0.808
4 2.276
O
0
1
I 11 2.680
3 11 1.36
O
O
O
500 o 9
0 I1 10 0,08
1000
0 19 8 2.80
o 18
o 3.80
SIMPLE INTEREST
Cent.
at 3 per
.
O
o
2
0
0
O
0
II
O
18
19
li),
Prin.
cipal
Mo. 13.Days.
14 Days.
ney.
1. s. d.
1.
Parts.
d.
9.
Parts.
9.
0 0.051280
0 0.05523
0 0,10256 0 0.11046
3
O 0.15384
O 0 0,16;69
4
O 0.20512
O 0.22092
50 0.25640
0 0.27615
6
00.30763
0 0.33138
7
00.35896 0 0.38661
8
0 0.41024
0 0.44184
9 o 0 0.46152
O 0.49707
O 0.51280
O 0.55230
0 0.56408
o 0.60753
0 0.61536
0 0.56276
13
0 0.666640 0 0.7 1799
0.71792
0 0.77322
15
0
o 0.82845
0.769200
16 0 0.82048
o 0,88368
17 0 0.87176
0 0.93891
0.92304
o 0,99414
0.0.97432
o 1.04937
, 1
1.02 5600 o 1.10460
O2.0512
0 2 2092
3
0 3.0768
0 3.3138
0.1024
I 0.4.184
5
I 1.1280
I 1.5230
6
2.1536
1 2.6276
710
3.1792
O [ 3.7322
8
2 0.2048
2 0.8368
9
% 1.2304
2 1.9414
IO O
2 2.2560
2 3.0460
20
5 0.512
5 2.092
300
0 7 2.763
8.1.138
C10 1.024
400
0 1 0.184
500
0 3.280
I 3.230
6010
3 1.536
4. 2.276
7010
53.792
7 1.32%
1
8 2.048 I 10 0.368
900
11 0,304
0 3.414
100
1 2.560
3.2.460
200 O 4 3 1.12
4 7 0.92
3000
6 4 3.68
6 10 3.38
400 o
8
6
2.24
9
2 1.84
5000 10
0 1
6000 12 9 3.36
0 13 9 2 76
7000 14
1 1.27
I 0.48
o 18 4 3.68
9000 19 2 3.04
1000
4 1.60
3
1
O
O
I
O
I
O
O
O
0
1
I
I
800
2
8 0.80
60.30
II 1.92
Soolo 17
0 16
O
8 2.14
o 0,60
UU 2
SIMPLE INTEREST
O
0
2
O
.
11
12
o
o
O
O
O
O O O O O O O
O
at 3 per Cent.
Prin
cipal
Mo.
15 Days. 30Days, or I Month.
ney.
1.
s, d. q.Parts, s. d.q. Parts.
O 0.05917
0 0.11834
O 0.11834
O 0.23668
3
0 0.17751
00.35502
4
0 0.23668
0 0.47336
5
o 0.29585
O 0.59170
6
o 0.35502
0 0.71004
7
00.41419
o 0.82838
8
0 0.47336
0 0.94672
9
0 0.53253
o 1.06506
0.59170
O 1.18340
o 0.65087
01.30174
0 0.71004
01.42008
33
0 0.76921
0 1.53842
14
o 0.82838
0 1.65676
15
o 0.88755
O 1.71510
16
o 0.94672
o 1.89344
17
o 1.00589
02.01178
18
o 1.06506
o 2.13012
19
o 1,12423
0 2.24846
01.18340
O 2.36680
0 2.3668
I 0.7336
3
O 3.5502
1 3.1004
4
I 0.7336
2 1.4672
5
1.9170
'2 38340
6
1 3.10:4
3 2.2008
7
2 0.2838
4 0.5676
8
0 2 1.4672
4.2.9344
9
2 2.6506
5 1.3012
10
O 2 3.8340
5 3.6680
20
5 3.668
O II 3.336
30
8 3.502
5 3.004
40
O 11 3.336
11 2.672
50
0
I 2 3.170
5.2.340
60
1
5 3 004
2 11 2.008
70
0 i 8 2.838
3 5 1.676
85 0 1 11 2.672 3 II 1.344
90
2 2 2.506
4 5 1.012
100 o 2 5 2.340
4 II 0.680
200 0
4 II 0.68
O 9
10 1.36
300
O
7 4 3.02
0 14 92.04
400 0 9 TO 1.36
o 19
8 2.72
500
O 12 3 3.70 1 4 7 2.40
600 o 14 9 2.04
700 0 17 3 0.38
6 0.76
800 o 19
5 1.44
90012 2 1.06
4
4 2.12
O
lib. I
O
2
o
0 0 0
I
1
O
2
0
O
O
9 7 0.08
8.2.71
1 14
I 19
2
1000 I 4 7 3.40
3 2.80
2
9
SIMPLE INTEREST
at 3 per Cent.
1. $.
2
0
0
o
O O O
12
130
O
O
cipal
Mo
2 ſuch Months. 3 Months.
nry.
d. q. Parts. S. d. 9 Parts.
O 0.23660
0.0.35502
0 0.47335
O 0.71004
3
O 0.71004
01.06506
4 10 0 0.94672
O 1.42008
5
O 1.18340
O 1.77510
6
O 1.42008
O 2.13012
70 0 1.65676
0 2.48514
8 o O 1.89344
O 2.84016
90 O 2.1 3012
0 3.19518
JOO O % 36680
0.3.55020
o 2.60348
O 3.90522
O O 2.84016
1 0.26024
03.076840 1 0.61526
0.3.31352
1 0.97028
15
0
3.55020
I 1.32530
16 o
0 3.786.80 1 1.68032
17
1 0.02356
1 2.03534
18
1 0.260240 I 2.39036
19
I 0.49692
1 2.74538
lib. I
1 0.733600
1 3.10040
2
2 1 4672
3 2.2008
3
3 2.2008
5 1.3012
4 2.9344 O
7 0.4016
$ 3.6680
o 8 3.5020
6
7 0.4016
10 2.6024
o 1.7028
8o
9 1.8688
2 0.8032
9 910
O 10 2.6024 1
3 3.9036
10
011 3.3360
53.0040
20 I 11 2.672
2 11 2.co8
300 2 II 2.008
0 4 5 1.012
400
3 IT 344
500 4 11 0.680
0 7 4 3.020
60o
5 11 0.016
8 10 2 024
700 6 10 3.352
010
10 4 1.028
80 o 7 10 2.688 OU 10 0,032
go o 8 10 2.024 0 13 3 3.036
1000 910 1.360 O 14 9 2.040
2000 198. 2.72
9 7 0.08
30097 0.08 2 4 4 2.12
400|1 19 5 1.44
2 0 16
5002 9 3 2.80 3 13 I 2.20
600 2 19 2 0.16 4 8 9 0.24
700 3 9 0 1.52
5 3 6 2.28
800 13 18 to 2.88
4 0.32
9004 8
9 0,24 6 13 1 2.36
1000 4 18 7 1.60 7 7 11 0.40
8 1.1352
3
1
O
5 1 0.016
2 19
5 18
SIMPLE INTEREST
o
4
1710
O
09
at 3 per Cent.
cipal
Mo.
4 Months.
5 Months.
ney.
.
s, d. 9. Paris,
. 1. d.
9.Parts.
0 0.47336
00.59170
o 0.94674
01.1834
310 01:47008
O1.7751
40 O 1.89344
02.3668
50 0 2.36680
0 2.9,85
6
0 % 84016
03.5502
7
0-3.31352
I 0.1419
8 lo
0 3:78688
1 0.7336
I 0,26024
11.3253
1 0173360
II.9170
I 1.20696
I 2.5087
I 1.68031
I 3.1004
130 I 2.15368
I 3.6921
1.2.61704
20.2838
150
I 3 10040 0 20.8755
1610 I 3.57378
21.4672
2 0.04712
2.2.0589
2 0.52048 o 22.6506
190
2 0.99384
23.2423
2 1.46720
23.8340
4 2.9344
5 3.668
3 30 7 0.4016
4 O 9 1 8688
O 11 3:336
510 O II 3.3360
% 3.170
6 o 2 0.8032
5 5.004
7
4 2.2704
1 8 2.838
810 6 3.7376 I 11 2,672
9
9 1.2048 2 22.506
10 O 1 11 2.6720
5 2.340
2010 311 1.344
4 II 0.68
3010
5 II 0.016
7 4 3.02
401 07 10 2.688
9 10 1.36
50 0 9 10 1.360 O 12 33.70
6010 TL 10 0.032 O14 92,04
700 13 9 2.704
30.33
800 15 9 1 376
982.72
900 17 9 0.048 1
2 1.06
1000 19
o 19 8 2.720
1
4 7 3.40
200I 19
I 19 5 1.44 2 19 32.8
3002 19 2 0.16
3 13 11 2,2
40013 18 IO 2.88
4 8.7116
5094 18 7 1.60 6
3310
600 5 18
4 0 32
17 II 0.4
700 6 18
03.04
8 12 6 3.8
800 7 17 9 3.76 9 17 23.2
900 17 6 0.48
I 102.6
18 1o
O
lib. I
2
8 3:502
I
O
I
O 17
8 17
1000 9 17 2 3.20 12 6 6 2.0
SIMPLE INTEREST
at 3 per
Cent.
2
0
O
O O O O O O O O O O 0 0 0
2 3.59732
16
18
Prin
cipal
Mo-
6 Months.
y Months.
ney.
1.
so de q, Parts.
$. d. q.Parts.
. 1
0.0.71204
o 0.82833
0 1.42008
0 2.65676
0.2.13012
0 2.48514
0 2.84016
0 3.31352
5
O 3.55020
1 0.14190
6
1 0.26024
I 0.97028
1 0.97028
1 1.79866
8
1.1.68032
1 2.62704
9
1 2.39036
1 3.45542
IO
I 3.10040
2 0.28380
1 3.81044
2 1.11218
12
2 0.52048
2 1.94056
13
2 1.23052
2 2.76894
14
2 1.94956
15
2 2.65060
3 0.42570
2 3.36064
3 1.25408
17
3 0.07068
3 2.08246
3 0.78072
32.91084
19
3 1.49076
3 3.73922
lib. 1
3 2.20080
4 0.569
7 0.4016
3 O 10 2.6024
2 0.8032
4
4 2.276
5
2.845
5 3.0040
6
9 1,204.8
0 3.4056
2 4 3.983
8
4 1.6064
9 0.552
9
7 3.8072 3
I I, 12
2 u 2.0080 3 5 1,691
5 u 0.016
30
8 10 2.024
O 10 41.07
40
O II 10 0.032 0 13 9 2.76
50 O 14 9 2.040
7 3 0.45
60
O 17 9 0.048
70
o 8 2.056
4
80
1 3 8 0.064
7 7 1.52
90
6 7 2.072
II
100
6.
9 7 0.080
1 14
0.90
200
2 0.16
SO 1.8
39
300 4 8 9 0.24
5 3
6 18
400
5 18 4 0:32
8 12
500 7 7 11-0.40
7 0,5
600) 8 17 6 0.48
700 10 2 1 0.56
800 11 16 8 0.64 13 16
3.2
900 | 13 370.72 15 10
1000 14 15 10 0.80
17
2 1.0
8 1.138
01.707
I
0 3.414
2
2
2
0
6 10 3.38
O
o 17
O
8 2.14
I
I 3.83
1
0 3.21
I
I
6 2.7
3.6
10 7
1 1.4
7 2.3
1
6
8 o I
5
SIMPLE INTEREST
www
2
% 2.41392
O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O
16
17
18
at 3 per Cent.
Prin
cipal
MO.
8 Months.
9 Months,
ney.
1
s.d. 9. Part. I. s. d.q.Parts
0 0.946720 01.06506
0 1.893440 0 2.13012
3
2.840160 0 3.19518
4
0 3.786880 1 0.26024
5
1 0.733600 o
1 1.32530
6
1 1.6803210 1 2.39036
7
1 2.627040 I 3.45547
8
! 3.57376 2 0.52048
9
2.0.510480
2 1.58554
10
2 1.467200 2 2.65060
11
2 3.78566
12
2 3.36064 3 0.78072
13
3 0.30736
3 1.84578
3 1.25408
3 2.9 1084
15
3 2.20080
3 3.97590
3 3.14752
4 1.04096
4 0.094240
4 1.04096 4 3.17108
19
4 1.98768 5 0.23614
lib. I
4 2.936
5.1.303
91.872 O 10 2.606
3
2 0.808
3 3.909
6 3.744
g 1.212
I 11 2.680
2 2.515
6
7
9 0.552
I 1.121
8
3 1 3.488
3 6 2.424
9
3
6 2 424 3 11 3.727
3 11 1.360 4 5 1.030
20 7 10 2.72
8.10 2.06
30
II 10 0.08
o 13 3 3.09
40 O 15 9 1.44 0 17 9 0.12
So 0 19 8 2.80
I 2 1.15
60 1
3
8 0.16
6
7
2,18
70 7 7.1.52
0 3.21
80
6 2.88 115 6 0.24
go I 15 6 0.24 I 19 II 1.27
100
200 3 18 10 3.2
3ool 5 18 4 0.8 6
13
4.00
7.17 9 2.4
500 9 17 3 0.0
110 3.5
600 I1 16 8 1.6
13
6
7co13 16
1 3 2
IS 10
8 0.1
800 | 15 15 7 0.3 17 15
900 17 15 0 2.4 19 19
5 0.7
4.2.10602
tant O O O O O O O O O O O O
wwwNN O O O O O O O O O O O CO O
I
I
2
5
4 1.616
7 3.818
3
1
Ir
I 19
5 1.60
9 0.6
8 17
3 1,8
1000 | 19 14
6 0.0
3 9 3.0
SOPLE INTEREST
at 3 per Cent.
1
S.
O
C
..
19
5'3,6680
u Mont's, or 339
10 Months.
Days.
Ty.
!. S. d.
9
Parts, 1. s. d. 9. Para
O I 18340
01, 30171
o 2.3663
o 2.60343
3
03:55:2
O 39,22
4
[ 0.7336
I 1,20196
1 1.9170
I 2 50370
I 31054
I 3.81044
2 0.2338
2 1.11218
8
2 1.4572
2 2.41392
9
22.6:06
23-71;66
2 38340
3 1.01740
3 1.0974
3 2 31911
I 2
3 2.2. OS
3 3.62033
13
3 3:3342
4. 0.9225
14
4 0.5676
4 2.22436
4 1.7510
4 3.526,50
16
4 2.934+
5 0.82784
1")
5 0.1178
5 2,129 13
1 8
51.312
5 3.13:32
52,4845
6 0.73306
6
6 2.03450
O II 3336
I 00695
5 3.504
7 2.1044
II 2.672
2. O.1392
52.340
8 2 1770
2 II 2.003
3 3 0 2038
3 5 1.676
3 9 2.2436
8 3 11 1:344 4 4 0.2784
5
1.012
4 10 2.313
4 II 0.680
S5 0.3480
9 10 136
O 10 10 0 696
9
2.0
O 16
3 1.044
4
I
8 2.72
8 1.392
50
I
7 3.49
7 1 1.740
9
6 2.088
70
6 0.76 I 17 11 2.426
8
5 1.44
3
4 2.784
4 4 2 12
8
9 3.172
9
2 14
2 3.80
4 18
5 8 5 2.96
7 II 0.4
8
3007
400
9 17 2 3.2 IO 1 II 1.92
500126
6 2.0
13 1 1
2 I 40
600 14 15 10 0.3
55088
700 17 5 I 3.6 18
19 8 0.36
80 ir 19 14 5 2.4 21 13 10 3 84
3
I 3.32
1000 2 13
27
2 4 2.80
I
T
O
301
?
o 19
I
I
I 12
7 0.08
1 19
3 2.80
7 1.6
8 2.44
16
9 1.2
248
xx
SIMPLE INTEREST
1. S.
1
O
O
O
o
0
:
12
13
14
at 3 per Cent.
Pain
cipal 12 Month, orı Year,
Mo or 365 Days.
ney.
d. q. Parts.
0 1.43998
0 2.87996
3
I 0.31994
1 1.75992
5
I 3.19990
2 0.63988
7
2 2.07986
8
2 3.51984
9
3 0.95982
10
3
2.39980
3 3.83978
4 1.27976
4 2.71974
5 0,15972
IS
5 1.59970
16
5 3.03968
17
6 0.47966
6 1.91964
6 3.35962
lib. I
7 0.79950
2 1.5992
9 2,3988
2 4 3.1984
5 1 11 3.9980
6
3 7 0.7976
4 2 1.5972
4 9 2.3968
5 4 3.1964
5 11 3.9960
II II 3.992
30 0 17 11 3.988
3 1 3.984
50 9 II 3.980*
I 15 II 3.976
70
111 3.972
80
7 11 3.968
90 2 13 11 3.964
$
18
19
o
O
I
OON OU W
..
10
O
40
1
60
2
100
O
200
6
O
OO
300 9
400 12
500 15
600 18
70021
80024
990 27
700 30
300
O O O O O O
home O O O O O O O O O O
Of
Ab L
I Day.
610
O 0.1288
"M
150
26
80
1 A B L E 11.
Of SIMPLE INTERESF at 3
per cent from I s. to I
to 1000 l. and
fram i Dyto a Year.
cipal
Mo-
2 Days.
1. $. d.
Parts.
1. $.
s. d. g. Parts.
0 0 00460
O 0.00920
0 0.00920
0 0.01840
30
0 0.01381
0 0.0276
40
0.0.01841
0 0.0368
50
0 0.02301
0 0.0460
0 0.02761
O 0.052
710
0 0.0644
0 0.03222
8
0.0.03682
0 0.0736
90
O 0.04142
0 0,0828
IO O 0 0.64603
0 0.0920
1100 0 0.05063
O 0.1012
12 O
0 0.05523
o 0.1104
13: 0 0.05983
00:1 196
140
0 0.06443
0 0.06904
00:1380
0 0.07364. O 0.1472
170 0 0.078240 0.1564
180 o 0.08284. O
0 0.1656
190
0 0.08745
0.0.1748
lib,
O 0.09205
0 0.1840
0 0.18410
00:3680
3
0 0.27615
00552
4
0 0.3682
O 01736
5
0 0.46025
0 0.920
610
O 0.55230
O 1:104
o 0.64435.0
O 1.288
8
0 0.736400
0 1.477
9
0 0828450 o 1.656
O 0.92050
01.840
0 1.841000 0 3.680
0 2.7615010
I 1.52
0 3.6820
1 3:36
1 0.6025
2 1.20
6010 1 1.5230
23.05
700
I 2.4235
13.3640
3 2.73
2 0.1845
4 0.57
loo
2 1.2050
4 2 41
o 4 2.4100
o 6.3.615
9.0.820
I
0 11 2.025
1 11 0,05
60010 I 3.230
4 0.435
7
80lo 6 1.640
0.3*28
900
3 5 1.69
111. 0.050
3.15 0.10
O
O O O
O O O O O O O
0
21
10 O
200
30
40
5010
3 0.89
go
O O OOO
o
9 0.82
I
2000
300 lo
4000
500 lo
I 3.23
6 1.64
:
3 2.46
7000
1
8 2.845
X u z
SIMPLE INTEREST
at 3 per Cent.
cipal
Mo.
lity
3 Days.
4 Days.
1.
1.
S.
9.
2
3
4
5
6
X
7
8
9
16
$. d.g. Part
oo.c1381
0 0.02902
0 0.0443
O Ci524
O 0.00
0 0.08286
o 0.09667
00.11048
0 0.12429
O 0.13810
0 0.1519
0 0.16572
0017953
0 0.19334
0 0.20715
0 0.22096
0 023477
0 094858
0 0.20239
0 0.27620
00.55240
O 0.8286
01.1048
01.3810
016572
O1.9334
0 2.2096
0 2.4858
O2.7620
I 1.524
2 0.286
23.048
d. Parts
0 0.01841
0 0.03682
0 0.0 523
0
0.0736.4
O 09.05
OO.11040
O 0.12837
0 0.14728
0 0.36569
o 0.184,10
0 0.20251
O 0.22092
O 0.23933
O 0.2774
O 0.27615
00.29456
0 0.31297
00.33138
0.34979
0036820
0.0.7366
01.1046
O 1.4728
0 1.8410
02.2092
O 2.5774
0 2.9456
03.3138
O 3.6820
1.3.364
2 3.046
3 2
4 2.410
5 2.092
6 1.774
is
19
3
4
5
6
7
O
9
TO
O
O
400
3 1.810
60
70
80
90
7 1.456
Ahmet O O O O O O O O O O
8 1.138
9 0 820
200
300 o
400 0
$00 0
0 4 0 572
4 3 334
$ 2.096
6 0.8;8
6 5.620
1 3.24
1 8' 2.86
2
3 2.48
2 IO 2.10
3 5 1.72
4 o 1.34
4 7 0.96
5
2 0.58
59 0.20
600 lo
O O O O O O O O O
6 1.64
3 2.46
3. 0.3.28
3
10 0 10
4 7 0.92
5 4 174
6
6 10 3:39
7
8 0.20
700 lo
80
I 2.56
1000
** Wed
SIMPLE INTEREST
at 3 per Cent.
6 Days.
0.270
I
15
o 0.44.176
19
1.1044
Prin-
cipal
Mo-
5 Days.
ney:
1. S. d. c. Parts
1. s. d. G.Pirts.
T
0 0.02301
0 0.02754
Ó 0.2460210
3
0 0.00903
0 0.08203
4
0 0.09204
0 0.11044
5
001503
o o.az&us
0 0.13806
0.0.16566
7
0 0.16107
0 0.1937
8
o 0 0.189403
9
0 0.2-709
0.24849
0 0.23010
0035311
0.3c371
12
0 0.27612
0,33137
13
0 0.29913
0.3; 893
14
O C.32214
0.38694
0034515
0.41415
16
00:30316
0 0.39117
0.4.6937
18
0 0.41418
0 0.49698
00.43719
0-52459
lib. I
0 0.46010
0 0.55220
00.9104
o
3
01.3806
01.5,66
4
O 1.84.08
2.2.88
5
O 2.3010
2.7610
6
0 2.7612
o 3.3132
7
0 3.2214
0 3.8654
8
0 3.6816
10.4176
9
1 0.248
1 0.9698
10
1 0.60 O
1 1.5220
21.204
03.044
30
40
4 2.403
50
5 j.oio
6 3.610
60
6 3.612
81,132
8 0.214
92.694
9 0.816
O N10,176
90
0 10 1.410
1.698
o 0 112.020
I 3.220
I 11 0.04.2
300
2 10 2.06
5
400
500
04
4 9 2.10
5 9 0,10
600
5.9 0.12
6 10 3.32
700
68 2.14
8
0 2.54
Soo
078 0.16
9 2 1.76
900
8
0 10 4 0.98
1000
o 9 7 0'10
6 0.20
•
.
3 1.800
4 0:566
5 2.088
0
32.44
4 7 0.88
3 10 0.08
0
7 2.18
IMPLE INTEREST
at 3 i per Cent.
cipal
7 Days.
8 Days.
S
2
o
01.9332
lo S. d.q. Part
1.
s. d. q.Parts
00:032221
0 0.03682
0 0.07364
0 0.09666
O C.11046
0 0.12888
0 0.14728
5
0 0.16110
O 0,18410
6
00.193320 0 0.22092
7
00.22554
O 0225774
8
0 0.257700 0 0.29456
9
0 0.2899810 0 0.33138
o 0.36820
00.35419
0 0.40502
1 2
0 0.38664 0 0.44.1 84
13
00.4+8560 0 0.47866
14
O 0.45108
00.5154
O 0.983300 0 0.55230
16
o 0.51552
0.0.58912
0 0.54774
0 0.62594
8
00:579060 0 0.66276
19
O 0.6 218
0 0.69958
0 0.6444010
0 0.73640
01.2888
O 1.4728
3
0 2.2092
02-5776
0 2.9496
5
0 3 2220
o 3.6820
6
0 3.8664
1 0.4184
I 0,5108
I 1.1548
8
11.1552
1 1.8912
9
I 1.7996
1 2.6276
1 2.4440
1.3.3640
20
3 0.888
3 2.728
4 3.332
5 2.092
7. 1.456
50
9 0.820
бо
9 2.664
!1 0.184
70 011 1.108
0 3.548
80
2 2.912
go
2 1.996
4 2.276
Joo
4 0.440
6 1.640
200
8 0.88
3 0 3.28
300 4
47 0.92
5.4 1.76
6 I 2.56
7
8 0.20
0 8 0 2.64
92 1.84
0 9 4 3.08
10
8.3.18
0 10
IO 8
3.52
9000 12 0 3.96
(13 9 2.76
13 5 0.40 0 15 4 0.40
O O O O O O O O O
O
O O O O O O
0
O
30
O O O O
6 1.776
8 0.220
0
0 3.562
I
1
I
I
I
2
O 1.32
ws
O O O
OOOOOOOO 6.0.0
6.8 2.20
8888888
0 123
0
3 1.12
VYVEL
SIMPLE INTEREST
1. $.
O
4
0
12
170
70/
ar 3per Cent.
Pro-
cipal
Mc.
9 Days.
10 Dayse
ney.
d. Parts. 1.
s. d. g. Parts
0 0.04142
0 0.04603
0 0.03284
0 0.09206
310 O 0.1 2426
0.13809
0 0.16568
0.18412
5
O 0,20710
O 0.23015
0 0.24852
o 0.27618
0 0 0.28994
O 0.32221
810 0 0 33136
00:36824
9
0 0.37278
0 0.41427
joo O 0.41420
0 0.46030
0 0.45562
0 0.50633
0 0.49704
Ó 0.55236
130 0 0.53 46
o 0.59839
14 0
0 0.57988 o 0.64442
150
o 0.62130
0 0.69045
16o o 0 0.662720 0 0.73648
0 O 0.70414
0 0.78251
1810 0 0.74556 o 0.82854
19
0 0.78698 0 0.87457
lib. I
0 0.82870 0 0.92060
2
O 1.6568
O 1.8412
30
o 2.4852
O 2.7618
4o 03-3136
0 3.6824
50 I 0. 14.20
1 0.6030
6
1 0.9704
I 1.5236
7
I 1.7988
I 2.4442
80 i 2.6272
1 3:3648
910
1 3.4556
2 0.2854
2 0,2840
2 1.2060
200
O 4 2 412
300
6 0.852
6 3.618
8 1.136 o 9 0.824
IO 1.420
011 2.030
60 o O 1.704
1 3.236
O
2 1.988
4 O 442
Solo 4 2.272
6 1.648
6 2.556
1
loo O
8 2.840
1 II 0,065
3 10 0.12
3000 5 2 0.52 o
400 jo 6.10 3.36
o 7
5000 8
8 7 2.20
9 7 0.30
6000 to
4 I. 4
O IT
6 0.36
700|O 12 0 3.88
0 13 5 0.42
8000 13 9 2.72 015 4 0.48
9000 15
61.56 O !7 3 0.54
10000 17 3 0.40 O 19
2 0.60
O
O
O O
O
o
O
100
4 0.568
10
o
400
goo
1
I
0 0
1
8 2.854
goo
1
I
3 5 1.68
5 9 0.18
8 0.24
SIMPLE INTEREST
at 3 per Cent.
.
1: Days.
12 Days.
Mo.
ncy.
ܕ
!.
S. d.q.Pirts.
0 0.05053
2
3
4
5
6
0 0.15189
O 0.20252
O 0.3:35
30,78
8
10
13
14
160
IS
19
176. I
O* 0.45567
0.0.50630
0 0.55693
00.60736
O 065819
0 0.70882
0.75945
6 0.81008
o $6071
9
0.97197
101260
02.0252
0 3.0378
I 0,0904
1 1.0630
0756
1 3 0482
1003
1134
22.1260
5 0 2 2
7 2.378
0 100 504
O 2 630
d.q.Perts.
00.05523
c0.11046
00.16569
00.22092
00.27615
331 38
00.38661
00.44184
00 49707
00:55230
o 00.60753
O 00.66276
00.7 799
0 0.77322
00:82845.
00.38368
0 00.93891
00.994.14
01.04937
01.10460
02.1092
03:3138
10.4184
I 1.5239
0 I 2:6:76
0933.7322
020.8368
21.9414
23.0960
5 2.092
81.133
110.134
1 3.230
I 42.275
71.322
I 100.368
3
4. O
6.
8 O
9
IO
30
4010
5010
3 0.750
7316
900
32.460
470.92 :
6 10 3.38
921134
3001o
4000
3 3.78
03134
IoOo 2
1 1.260
2000
2
2.52
6
85 1.04
SOC JO JO
6 2:30
600 o 12
70010 14. 90.82
800 10 16 10 2.08
900 10 18 11 3:34
60,30
073 92.76
0 18 4 3.68%
82.14
1000 I
O 0.60
1 0.60
SIMPLE INTEREST
at 3 per Cent.
ż .
14 Days.
1.
0
4.10
O
O
O
O O O
100
0
O
O O O O
O
170
O
190
0
O
O
Piin-
cipal
Mo.
13 Days.
ney.
. s. d.q.Parts.
o 0.05983
20 0 0.11966
310 0 0.17949
O 0.33932
510 0 0.29915
60 00.35898
70 0041881
810 O 0.47864
9 910
o 0.53847
0 0.59830
ILO 0.0.65813
120 0 0.71796
130
0 0.77779
140 o 0.83762
1510
o 0.89745
16 lo o 0.95728
01.01711
180 01.07694
O 1.13677
lib. 1 O 1.19660
2 10
0 2.3932
310 03 5898
40 1 0.7864
50
I 19830
6
1 3 1796
7
2 0.3762
810 2 1 5728
90 2 2.7694
IOIO
23.9666
200
5 3 932
3010
8 3.898
400
0 11 3.864
I 2 3.830
боо
70
8 3.762
I ji 3.728
90
2 2 3.694
100 10
200 i o
4 11 3.32
7. 52.98
9 11 2.64
500 O 12
5 2.30
600 0 14 11 1.96
7000 17 5 1.62
8000 19 II 1.28
2.
2. 5 0.94
1000 L
4 II 0.60
O
s. d.q.Parts.
o 00.06443
O 00.12886
00.19329
o 00.25772
00.32215
o 00.38658
0 00.45101
00:51544
00 57987
o 00.64430
O 00.70873
00.77316
o 00.83759
o 00.90202
oo 00.96645
o 01.03088
O 01.09531
O 01.15974
O 01.22417
01.28860
02.5772
o o 3.8658
0 11.1544
o I 2.4430
o 13.7316
O2 1.0202
0 2 2.3088
23.5974
30.8860
0.61.772
o 92.658
0 3.544
I 40.430
71.316
I: IQ 2.202
2 13.088
24 3.974
2 8 0.860
o 5 4 1.72
8 0 2.58
019 8 3.44
O 13 50.30
16 11.16
o 18 92.02
I
4 13.74
6 10 0.60
O
I
500
1
1
5 3.795
1
Solo
O
2
5 3.660
30010
4000
O
52.88
I
9001
Y Y
SIMPLE INTEREST
VW
s.
1
o
22
O
O
O
0
10
IT
12
at 3 per Cent.
Prin
cipal
Mo
15 Days.
30 Days,or Month.
ny.
l. s. d. q. Parts I. d.
.
0 0.069040 0 0.13808
0 0 0.138080 0 0.27616
3
O 0.20712
O 0:41424
O 0.276160 0 0.55232
5
0 0 34520
o 0.69040
6
O 0.41424
o 0.82848
O 0.48328 o 0.96656
8
0 0.55232
O 1,10464
9
o 0.621360 O 1.24272
o 0,69040
0 1,38080
0 0.75944
0 1.51888
o 0.82848
O 1,65696
13
o 0.89752 o 1.76504
14
o 0.96636
0 1.93312
15
01.03560
O 2.07120
0 1110464
0 2,20928
17
o 1.17368
o 2.34736
180
0 0 0 3.24272
o 2,48544
19
01.31176
o 2,62352
lib. 1
0 0 0 1.38080
O 2,76160
O O O 2.
0 2.7616
I 1.5232
3
10.1434
2 0,2848
4
1 1.5232
2 3.0464
I 2.9040
6) O O
2 0.2848
2 1.6656
4 3.3312
o 23.0464
5 2,0928
9
o 3 0.4272 o 6 08544
3 1.8080 06 3.6160
6 3.616
I 3.232
O 10 1.424
8 2.848
I 3.232
3 2,464
I 5 1.040
2 10 2.080
60
8 2.848
0 0.656 4 O 1.312
3 2 464 0 4 7 0,928
90 o 2 7 0.272
S 2 0,544
2 10 2.080
6 0.32
o 8 7 2.24
300
0.17 3.048
400] 0 116 0.32
3 o 0 64
500 o 14 4 2.40
600] 0 17 30.48 I 14 6 0.96
12,56
80
3 o 0,64 26
5 10 2.72
9 1.44
O O O O O O O O O O O O O O O O O O
N N N N ebony mo OOOOOOOOOOOOOOOOOOOOOOOOOOOO
O
3 1,8080
4 0,5695
IC
20
I
1
30
оооооооооооо
2
40
5C
O O O O O O O
3 5 1,696
2
70
8c
5 9 0.160
TOC
0
200
0
5 9 0.16
1
8 9 0.80
2
O
700 1
3 1.12
O 1,28
2 II
900 1
1000
1 8 9 0.80 2 17 6 1,60
SIMPLE INTEREST
O
O
O
O
O
0
O
O
O
0
12
O
0
at 31 per Cent.
Prin
cipal
Mo.
1 ſuch Manth,
3 Months.
ney.
1.
s. d. q.Paris
... d.q. Parts.
0 0.27616 O O 0.41424
0 0.55232
o 0.82848
3
o 0.82848
0 1.24272
4 o o 1.104.64
o 1.63696
5 lo 01.38080
0 2.07120
O o 1.65696
0 2.48544
7
o 1.93312
0 2.89968
8
o 2.20928
O 3.31392
9
O 2.48544
0 3.72816
13
0 2.76160
I o.14240
O 3.03776
I 0.55664
03.31392
I 0.97088
13 10 O 3.59008
1.38512
14 o o 3.86624
I 1.79936
is to
10.14240
1 2,21360
16
1 0.41856
1 2.62784
17 jo
I 0.69472
1 3.04208
18 To
1 0.97088
I 3.45632
19
1 1.24704
1 3.87056
1.52320
o 2 0.28480
2 3.0464
4 0.5696
3
0.5696
6 0.8544
4
5 2.0928
8 1.1392
5
6
olo 1.4240
01.7088
o 92.6624
2 1.9936
8 To 0 11 0.1856
42.2784
9 10
01.7088
6 2.5632
1 3.2320
8 2.8480
20
32 464
3 5 1.696
300
2
3 5 1.696
5
0.544
4 7 0.928
6 10 3.392
500 590 160
8 7 2.240
60 6 10 3 392
Ο 1Ο
4 1.088
8 0 2.624
0
70
I 2
0 3.936
80 to
9 2 1 856
9 2.784
90 0 10 4 1088
100
o II 6 0.320
3 0.480
200 I 3 0 0.64
0.96
300 I 14 6 0.96
9 1.44
6
39
o 1.92
6 3 2.40
600 13 9 O 1.92
3
6 2 88
700 14 0
6 2.24
6
8.0 14 12 0 2 56
6 18
0 3 84
900 5 3 6 2.88
7 15
15 4 0.32
1000 5 15
5 150 3.20
lib. 1
2
O
4
36160
8 1.1392
1
ܚܙܛܟܙܗ ܢܤ ܩܘ
I
1
O O O
I
2
40 o
013
0 15
o 17
I 14
6 1.632
4002 O 1.28
500 2 17 6 1.60
3:36
8 12
7 0.80
ne by !
Y y 2
SIMPLE INTEREST
4 Months,
O
O
Q
O
O
O
o
O O O O O O
10
O O O O O
11
O
O
0
O O O O O
O
0 0 0 0
at 3 per Cent.
Prin
cipal
Mo.
6 Months.
ney.
1.
S. d.g.Parts. La s. d.q.Paris.
O 0.55232
o 0.69040
O 1.10464
o 1.3808
3
o 1.65696
0 2.07 12
0 2.20928
O 2.7616
5
0 2.76160 0 3.4520
6
03:31392
1 0.1424
7
O 3.86624
1 0.8328
8
I 0.41856
1 1.9232
9
I 0,97088
1 2.2136
1.1.52320
O I 2.9040
1 2,07552
I 3.5944
12
I 2.62784
2 0.2848
13
I 3.18016
2 0.9752
14
13.73248
2 1.6656
15
2 0.28480
2.2.3560
16
2 0.83712
2 3.0464
2 1.38944 2 3:7368
18
2. 1.94176
30.4272
19
2 2.49408
31.1176
lib. 1
23.04640
3 1.8080
0 5 2.0928
63.616
3
O JO1.424
4
O II 0.1856
I 3.232
1 3 2320
5 1.040
4 2.2784
1 8.2.848
7
7.1.3248 2 o 0.656
8
I 100.3712
9
0 3.4176
7 0.272
23.2.4640 2 10 2.080
20 4 70,928
8
7 2.24
40 9 2 1.856
50
6
0.320 o 14 4 2.40
60
0 13 9 2.784 0 17 30.48
70
1 1.248
O I 2.56
80
O 18 4 3712
3 o 0.64
8.2.176
5 10 2.72
JOO 3 00.640
1
8
200
6 0 1.28
300 3 9 01.92
6
3 2.4
400 4 12
0.2.56 5 15 0 3.2
Soo 5 15
O 3.20
7 3 10 0.0
600 6 18 o 3.84
8 12
700
8
1 0.48
Jo 4 1.6
8001 9 4
11.12
11 IO
900 10 7
11,76 12 18 10 3.%
2
8 1.1392
I
0 0
I
O O OON au +
OOOO
1
2
2
32.464
0
2
2
10
O
O O O O
5 9 0.16
6 10 3:39
0
6.0.32
0 II
O 16
1
1
1
2
9 0.80
2 17 6 1.60
4
7 0.8
1
1 2.1
1000 11 10
14 7. 80.0
12.40
SIMPLE INTEREST
1. S.
0
2
O O O
O O O O O O O
O
O
0
O O O O O O O O O
$
O O O O O O O O O
28
O O O O
lib. 1
at 3 per Cent.
Prin
cipal
Mo-
6 Months.
7 Months.
ney.
I, s. d.
9.
Parts
d.
9
Oo82848 On 0.96656
0 1.65696
O 1.93312
3
0 2.48544
O 2.9968
4
03.31392
0 3 86624
5
10.14.240
I 0.83280
6
1 0.97088
1 1.79936
7
1. 1.79936
1 2.76592
8
1 2.62784 o 13.73248
1.3.45632
% 0.69904
10
2 0.28480
2 1.66560
o 21.113289
2.2.63216
12
2 1.94176
2 3:59872
13
2 2.77024
3 0.56328
1410
2 3.59872
3 1.53184
15
3 0.42720
3 2.49840
16 0 3 1.25568
3 3.46496
3.2.08416 0 4 0.43152
32.91264
4 1.39808
1910
3 3.74112
4. 2.36464
4 0.56960
4 3.33120
o 8 1.1392
9 2.6624
3
O 1.7083
2 19936
410 4 2.2784 O 1 71.3248
50
8 2 8480
o 0.6560
O
0 3.4176 2.4 3.9872
71.0 2 4 3.9872 O
9 3.3184
o 2 9.0.5568 3 2 2.6496
3 11
1 1.1264
§ 71.9808
100
3 5 1.6960 4 01.3120
o 6 10 3'392
8 0 2.624
30010 4 1.088 0 1 2
0 3.936
400 13 9 2784 16 I 1.248
50017 30.480
I 2.60
60 i 0 8 2.176
4 I 3.872
4 1 3.872
8 2 1.184
80 7 7 1.568
2 2.496
90111
I 11 O 3.264
116
2 3.808
100 1 14 6 0.960
3 1.120
2001 3 9 9 0192 4.
300 5 3 6 2.88 60
9 3:36
O 384
8 1 0.48
500 8 12 7 0.87
1
I 1.76
7 2.72
700 12
I 7 2.72
I 10 3.84
8.0 13 16 13.68
1 3.68 116 2 2. 0.96
900 15 10 8 0.64
18 2 5 2.08
1000 17 5 2 1.60
8 3.20
1117
1
O
1
I
1
O
2
O
20
1
70
I
I
1
I 12
2
6 2.24
400 6 18
4 1.60
600 107
SIMPLE INTEREST
O
22
O O O O O O O
0
O
0
12
4 1.3 808
O
0
at 3 į per Cent.
Prin
cipal
Mo.
8 Months.
9 Months.
ney.
l.
si diq Parts,
Parts. I. . s. d.q.Parts.
0 0 1.10464 | 0 01.24272
0.220928
o 2.48544
3
• 3.31392
0 3.72816
4
1 0:4186
1 0.97088
5
I 1.52320
I 2.21360
6
1 2.62784
1 3.45632
13.73248
2 0.69904
8
1 0:83712
2 1.94176
9
1 1194076
2 3.18448
10
* 3.04640
3 0.42720
30.1*10-4
3 1.66992
3 1.25568
3 2.9 264
13
3 2.36032
4. 0.15536
14
o 3 3.464 6
4 0.56960
4 2.64080
6
41.67424 0 4 3.88352
4 2.77888
5 1.12624
18
4 3.88352 5 2,36896
19
$ 0.988161
3.61168
$ 2.09280
O 11 0.186
01.7088
42.2781
6 2.5632
I 10 03712
O 3.4176
3 2.4640
7 0.2720
2
I 1.1264
7
3 2 2.6496
3 7 1.9808
8 3 8 0.7424 4 1 2.8352
4 12.8352
4 * 3.6895
10 4 7 0.9280 5 2 0,5440
9 214856 0 10 4 1.088
30 0 13 9. 21784 0 15 6 1.632
018 4 3.712
082.176
so 3 0 0.640
1 5 10 2.720
I7 1.568 Ir 0 3.264
701 112
2 20496 1 16 2 3.808
*80
F
16
9 3.424
r 5 0,352
50.352
67 0.896
100 26 o 1.280 2 11 9 1.440
200 4 12 02.56
5 3 6 2.88
3006.18 O 3.84 7 15 4 0.32
400 94 11.12 10 7 11.76
500 I 10
12.40
12 18 10 3.20
600 13 16 13.68
15 10 8 0.64
700 06 20.95 38 % 52,08
800 18 8 2 2.24 20 14 23:52
900 20 14 2 3052-23€ 600.96
6 0.85440
1
1
2
O
9 0.5968
60
90
5
1000|23 0 3 0.80
0123
25Ⓡ17 9 2.40
SIMPLE INTEREST
at 3 per Cent.
O
2
O
O O O O O O O O O O O
13
18
19
lib. 1
O
I
1
cipal
11 Months, or 330
Mc.
10 Months.
Days.
ney.
1.
s. d. g. Parts
.. s. d.q.Parts.
1.38080 01.51888
o 2.7616
03.03776
3
I 0.1424
10.55664
4
I 1.5232
I 2.07552
5
1 2.9040
I 3.59440
6
2 0.2848
2 1.11328
7
2 1,6656
2 2.63216
8
2 3.0464
3 0.15104
9
3 0.4272
3 1.66992
3 1 8080
o 3 3.18880
3 3.1888
4 0.70768
I 2
4 0.5696
4 2.22656
4 1.9594
4 3.74 544
14
4 33312
5 1.26432
5 0.7120
5 2 78320
16
5 2.0928
6 a 30208
17
5 3.4736
6 1.82096
6 0.8544
6
3.33984
6 2.2352
7 0.85872
O 6 3.6160
7 2 37760
I 3.232
30-7552
3
o 1
8 2.848 I 10 3.L328
4 O 3 2.464
5
O 2 10 2.080
3
6 o 3
5 1.696
3 9. 20.2656
7 4 O 1.312
4 5 0.6432
81 o 4 7 0.928
5 0 3.0208
9 5
20. 544
5 & 1.3984
10 O 5 90.160 6 3 3:7760
20 o II
0. 12. 73.552
30 o 17 3 0.48 o 18 11 3:328
I 3 0 0.64
5 33:104
50 I
60 i 14 6 0.96 I 17 11 2.656
70
2 4 3. 2.432
6
1.28
2 10 7 2.208
90 2 11
9 1.44
2 16 11 1.984
100_2 17
2 17 6 1.60
3 3 3 1.760
2005 IS O 3.2
6. 6. 63-52
300 8 12 7 0.8
9910 1.28
40011 10
1 2.4
1 3.04
500 14 78 0.0 15. 16 5 0.80
18 19 & 2-56
700 20 2
8 3.2
223 010-32
25 6. 3 2.08
90025 17 9 2.4 28. 9. 6.3.84
1000 28 15 4 0.0 31. 12.10 1.60
2
6 1.5104
13.8880
0
6 0.32
I
40
9 0.80
I II
7 2,880
801 2
3 1.12
©
12 13
600 17 5
2 1.6
800l 23
3 0.8
SIMPLE INTEREST
1
O
2
O
O
O
.:
at 31 per Cent.
Prin
cipal 12 Months, or Year,
Mo. or 365 Days.
ney
1. d. 9. Parts
o 1.67997
O 3.35994
3
1 1.0399!
4
1 2.71988
% 0.39985
6
2 2.07982
2 3.75979
3 1.43976
9
3 3.11973
10
4 0.79970
4 2.47967
5 0 15964
13
O 5 1.83961
14
3.51958
15
6 1.19955
16
6 2.87952
7 0.55949
18
o 7 2,23946
19
7 3.91943
lib, 1
8 1.59940
4 3.1988
3
10.7982
9 2.3976
S 3.9970
2 1.5964
4 19 3.1938
57 0.7952
6
9
3 2.3946
6
10
11 3.9940
O 13 11 3.988
30 O 11 3.982
40 7 II 3.976
50
1 14 II 3.970
60 Ini 3.96
8
11 3.958
2 IS 11 3.952
3 2 11 3.946
O
O O O O O O
17
os
mo NO QO
20
1
1
70/2
80
90
100
3 lo
7
10 TO
200
3co
400 14
soo7 10
600 21
700*410
800 28
90031 10
O O
o o.
0 0
1000 35
TABLE III.
1.
S.
2
O
100
O O O O O O O O
O
13
ISO
170
Of SIMPLE INTEREST at 4
per Cent from I s. to 1000 l. and
from 1 Day to a Year.
Prin-
cipal
1 Day.
2 Days.
ney
d.
?
Parts. 1.1. s. d.9. Parts.
0 0.005261
O 0.010522
O 0.010522
O 0.021044
3
0 0.015783 00.0°:1566
O 0.021044
0 0.042083
5
0 0.026305
O 0.052010)
6
0 0.031566 0 0.663132
710 0 o 0368270 0 0.073654
8
0 0.042088 0 0.034176
910 O 0.047349 0 0.094698
0 0.0526100 0 0.103220
IIO
O 0.057871
O 0.115732
I 2 O
0.0.063132
0 0.1262 54
0 0.068,93
00:1;6735
140
0 0.0736540 0 0.147108
0 0.078915
00.157330
16 10
0 0.0841760 0 0.168352
0 0,0894370 O 0.178874
18 lo o 0.094.698
0 0.18.396
19 O o 0.099959
0 0.199918
lib. 10 0 0.105120
OO 210440
0 0.21044
O 0.42088
3
0 0.31566
oo 63132
O 0.42088
O 084176
0 0.526 10
0.1103220
6 o
0 0.63172
0 1 26264
710 0 0.73654
o 1.47308
80 o 0.84176
o 1.58352
0 0.94698 0 0 1.89396
10 O 01.05225
o 2.10440
0 2.1044
I 0,2088
300 O 31566
I 1.3132
4010 1 0.2088
2 0.4176
500 1 1.2610
2 2:5220
bolo
I 2.3132
3 0.6264
I 3.3654
3 2.7308
solo
2 0.4176
4 0.8352
2 1.4698
4. 2.9396
100 O 2 2.5220
5 1.0449
5 1.044
0 1 2.088
o 7 3:566
3 3.132
400 0 0 10 2.088
9 0.176
I
2 1.226
600 o
1
3 3.132
2 7 2,264
6 1.654
3 O 3.308
800 lo
3
9000 I 11 2,698 3 11 1.396
2 1 220
4 4 2.440
2
410
0
O
O
20Q
o
O
700
0
o
900
O
2000
o
3000
O
1
500 o
1 0.610
700 10
1
9 0.176
6 0.352
2
Z z
SIMPLE INTEREST
1. S.
$.
1
2
O
120
O
at 4 per Cent.
Prin.
cipal
Mo
3 Days,
4 Days.
ney.
d.
9.
Parts.l. ş, d.
9.
Parts,
000157831 0
O 0.021044
0 0.031566 O 0.042088
3
O 0.047349 0 0.053132
4
0 0.063132 O O 08417
5
000789150 O 0.105220
6
0 0.094698
0,126264
2
0 0.1104811 0 O 0.147308
81 o 0 0.126264
0.168352
9
00.142047 0 0.189396
O 0.157830
O 0210440
0 0.173613 0. 0.231484
0 0.1893960 O 0252528
0 0.205179
O 0.273572
14
O 0,220962 O 0:294616
15
0 0.2367450 00315660
16
O 0,2525280 oo 336:3c4
17
0 0.2683110 O 0:357748
00.284094 Q 0.378792
0 0.299377 o 0.399836
0 0.315660|o O 0.42088
o 0,63132
0 0.84176
0 0.94693
0 1,26264
4
o 1,26264
0 1,68352
01.57830
2,10440
6
0 1.89396
O
02:52528
0 2,20962
O 2.94616
810 o 2,52528
Q3-36704
o 2.84094
0 3.78792
0 3.15660
1 0 20880
12.3132
2 0:4176
2.- 1.4698
306264
3 0.6264
4 08352
3 3.7830
5 1.0440
60 o
4 2 9396
6 1.228
5 2.0962
80 o 6 1.2528
8 1.6704
90
7 0.409#
9 1,8702
100 o 7 345660
O TO 2.0880
1 3 3.132
9 0.176
1. I 2.698
2
7 2.264
7.2.264
3 6 0 352
500 o 3
3 1.830
o 44
4.4 2.440
6ool o
3 II 1.396
5.3 0.528
700) o 4.7 0.962
6
2.616
Soc
5 3 0.528
7 o 0,704
900 og 11 0.094
10 2.792
1000
6 6 3.660
8 9 0.880
O
O
o
10 o
200
40 o
70) o
7 1.4616
0
O O O O
o
I
O O O O O
SIMPLE INTEREST
6 Days.
0
2
O O O O
Q
O
O
O O O
0
O
o
at 4 per Cent,
Prin
cipal
Mo.
5 Days.
ney.
1. d.
9.
Parts. 1,
s. d.9. Parts, .
0 0.0263050 0 0.031566
0 0.0526100
0 0.063132
3
0 0.07891510 O 0,094698
4
0 0.1052200
0,126264
5
0 0.131525 0 0.157830
6
0 0.157830O
0 0.189396
7 O 0 0.184135 0 0.220962
8
0 0.210440
0 0.252528
9 o 0 0.236745
0 0.284094
00:26 3050 0.0.315660
0 0,289355 0 0.347226
I 2
o 0.3156600
0 0.378792
13 O 0 0.341965
0 0.410558
14 O 0 0.368270
O
O 0.441924
15
0 0.394575
0 0.473490
16
O 0.4208800 0 0.505036
17
0 0.4471850 0.536622
18
0 0.473490
O 0.568188
19 0
0 0.499795
0 0.599754
o 0.5261000
o 0.631320
O 1,0522
0 1.26264
3
0 1.5783
0 1.89396
4 10
O 2.1044
O 2.52528
5
o 2.6305
0 3.15660
6
O 3.1566
0 3.78792
O 3.6827
I 0.41924
8
1 0.2088
I 1.05056
9
I 1.68188
1 07349
IO
I I 2610
I 2.31320
20
2 2.522
3 0.6264
30
3 3.783
4 2.9396
40 O 5 1.044
61.2528
50
0 7 3.5660
60 lo
7 3.566
o. 9 1.879?
o 90.827
O II 0.1924
80 O 10 2.088
0 2.5056
90 10 o II 3.349
2 0.8188
100 1 IO 610
3 3.1320
200 O 2 2 1 22
7 2.264
3 3 183
3 11 1.396
400 0 4 4 2.44
5 30.528
6
500
0 5 5 3.05
6 3.660
600
6 6 3.66 0 7 10 2.792
7000
7
8 0.27 o 92 1.924
800 lo S 90.83 o 10 6 1.056
9000 9 10 1.49 ONI 10 0.188
1000 O 10 II 2.10 O 13 I 3.320
lib. I
O
O
2
0
O
o
O O O O O O
O
O
O
O
O
6 2.305
O O O O O O O O
700
O O O O O O O
I
O:
1
2
300 o
o
O
Z z 2
SIMPLE INTEREST
at 4 per Cent.
Puid-
cipal
8 Dayt.
s. d.
1. s.
0
OOO aun Awesome
0
o
OOO O O O O O O
IS
O O O O O O O O O O O O O
16
13
O
o
Mo 7 Days.
ney:
1.
Parts.
d. Parts.
0 0.036827 0
0 0.073654
0 0.084176
3
O 011048) 00:1 26264
0 0.147308 0 0 00.168352
o 0.184135
0 0.2 10440
6
0 0.2209620 0 0.252523
7
0 0.257789 00.294616
8
0 0 2946160 00.336705
9
O 0.331443
0 0.378792
0 0.368270
0 0.420880
O 0.405097
0 0.462968
0 0.441924
0 0.505056
13
O 0.478751 0 0.547144
00:515578 0 0.589232
o 0.552405
0 0.631 320
O 0.589232
o 0.673408
o 0.626059
00.715496
O 0.662886 0 0.757584
0 0.699713 0 0 799672
lib. 1
0 0.736540 0 0.841760
2
O
01.47308
o 1.68352
3
0 2.20962
02.525 8
O 2.94616
03:36704
5
0 3.68270
0 1 0.208 30
6
I 0.41924
o 11.05056
7
11.15578
1 1.89232
8
I 1,89232
1 2.73408
I 2.62886 0 I 3.57584
I 3.36540 2 0.41760
32.7308 04 0.8352
5 2.0962 o 6 182528
7 1.4616 081.6704
9 0.8270
0 10 2.0880
O II 0,1924
O 2.5096
03-5578
2 2.9232
2 2.9232
4 3.3408
goo
4 2.2886
19 0.1760
30 3:308 36 0.352
360 47 0.952
5 30.528
400
É
1 2,616
7 0 0.704
500 o
7 8 0.270
o 8 9 0.880
600 0 0 2 1.924 oto 6. 1.056
705) 0 10 8 3.578
o o 123.1.232
800 0 12 34.232
0 1.403
900 13 9 2.8860 159 1.984
1
I
O O O O O O O O
1
I
I
1
1
6 1.6540
o 15. 40.540 0 1761,760
SIMPLE INTEREST
2
O O O O O O O O O O
IO
o
0
190
lib. 1
at 4 per Cent.
Prin.
cipal
Mo-
9 Days.
Io Days.
ney.
1. $ d. q. Parts. 1. s. d.q. Parts.
0 0.047349 o
O 0.052610
o 0.09469810 0 0.10522
3
O 0.142047
O 0.15783
4
O 0.189395
0 0.21044
0 0.236745
O 0.26305
6
0 0.284094
o 0.31565
0.0.331443
0 0.36827
8
003787920 0 0.42088
9
0 0.42614110
O O 0.47349
O 0.473490
o 0.52610
O 0.5208390 0 0.57871
0 0.368188
0 0.63132
13
0 0.615537
0.58393
140 o 0.662836 0 0.73654
0 0.710235
0 0.73915
16 0 0 0,757584
o 0.84176
17 o
o 0.804933
0 0.89437
18o o 0.852282 0 0.94698
o 0.899631 0 0.99959
o 0.946980 01.05220
0 1.89396
O 2.1044
O 2.84094
0 3.1566
4
0 3.78792
1 0.2088
5
10.73490
1-1.2610
60
I 1.68188
12313
7
1 2.62886
1 3.3654
8
I 3.57584
2. 0.4176
9
2 0.52282
2 1.4698
2 1.46980
2 2.5220
20
4 2.9396
5 1.044
30
7 0.4094
7 3:566
9 1.8792
0 10 2.088
50
o3:3490
60 o 20.8188
3 3.132
70
4 2.2886
6.1.654
80 o
6 3.7584 1 9 0.176
9 1.228 I 11 2.658
100 L11 2.6980
22 1.220
3 I 1.395 o 4 42.44
5 11 0.094
66 6 3.66
400 o 7 10 2.792
8 90. 8
500 0 9 10 1,490 10 10 II 2.19
600 0 11 10 0.188 O 13 13:32
7000 13 9 2.836 0.15 4 0.54
8co o 9 1.584 0 17 6*1.76
9001 o 17 9 0.282
0 19 8.2.98
1000 o 19
8 2980
I 11 0.20
O
3.0
0
O
O
40
I 0.610
1
1
1
O O O O O O O O O
300 o
SIMPLE INTERESI
.
..
O
O O O O O O O O O O O
O O O O O O O O O O
IO
o
O
O O
at 4 per Cent.
Prin.
cipal
Mo-
11 Days.
12 Days.
ney.
1.
s. d. q. Parts. In
S. d.g. Parts
0 0.05787110 O 0 0.063132
0 0.015742
0 0.126204
3
0 0.1735530
0 0.189396
4
00.2314840 0 0.252528
5
O 0.2893551
0 0.315660
6
0 0.347226 O 0 0.378792
0 0.4050970 O 0.44.1924
8
0 0.462968 0 0.505050
9
0 0.52083910 00:568188
0 0.5787100
0 C-631320
0 0.636581 0 0.694452
o 0.694452 0 0.757584
13
O 0.7523230 0 0.820716
o 0.810194
0.0-883848
O 0.86806
0.094698
16
o 0.9259360 O 1.010II2
17
o 0.9838070 O 1:073241
1810 01.04.1678 0 1,136376
19
0 1.0995490 0 1.199508
lib. I
O 1.157420
0 1.262645
2.31484
02.52523
3
0 3 47226
0 3.78792
I 0.62968
I 1.05056
1 1.78710
I 2.31320
6
I 2.94452
1 3.57584
2 0.10194
% 0,83848
8
2 1.25936
2 2.IOII2
9
% 241678
2 3:36376
OO 2 3.574200 3.0.62640
5 3.1484
6 1.2528
8 2.7216
9 1.8792
011 2.2968
0 2.5056
50
2 1.8710
3 3.1320
60
5 1.4452
6 347584
70
8.1.0194
1.Jo 0:3348
80 o III 0.5936
11.01 12
90
2 0.1678
4 1.6376
2. 4 3.7420
17 2.2640
2000 4 9 3.484
5.3 0.528
300 7 2 3.226
7 10 2.792
7 2.968 o 10
6 1056
5000 12 0 27 10
13:320
6000 14 5 2.452
015 9 1.584
7000 16 10 21194 o 18 4 31848
800 0 19 3 1.936
900
8. 1678
3
8 0:376
0
O
O
0
O
30
1
1
I
1
O
O
2
O
O
o
400) 0
9
I
14 I 1.420
3 2.640
6
SIMPLE INTEREST
at 4 per Cent.
s. d. q. Parts.
I
o
RES
O O O O O O O O O
1 2
O
o
18
lil. 1
2
cipal
14 Days.
Mo.
13 Days.
ney.
1.
S. d. 9. Parts.l...
o 0.068393
0 0.073654
0 0.136786) O 0.147308
3
0 0.205179
0 0.220962
O 0.273572
O 0.294616
5
0 0.341965
0 0.368270
6
0 0.410358
O 0.441924
7
o 0.478751
0 0.515578
8
O 0.547144
0 0.589232
0 0.615537
9
o 0.662866
JO
0 0.683930
0 0.73654
IT
0 0.752323
o 0.810194
0 0.8207160
o 0.883848
13
0 0.957502
o 0.889109
14
o 0.957502
o 1.031156
15
o 1.025895
0 1,104810
O 1.09428810
16
o 1.178464
17
0 1.252118
O 1.1626811 0
01.231074
O I.325772
01.299467
O 1.399426
19
0.1.3678600
I 1.473080
0 2.73572
0 2 94616
3
1 0.10358
1041924
4
I 1.47144
I 1.59232
1 2.83930
I 3.36540
5
6
2 0.20716
2 0.83848
2 1.57502
2 2:31156
810 2 2.94288
2 3.78464
3 1.25772
9
3 0.31074
3 1.67860
3 2.73080
10
20
6 3.3572
o 7 1.4616
30 0 10 1.9358
0 11 0.1924
40
12,7144
2 2.9232
1
5 0.3930
6 1.6540
golo
I
8 2.0716 I 10 0.3848
70
1 UI 3.7502 I II 3.1156
3 1.4288
0
80 o
5 1.8464
6 3.1074
O
2010
9 0.5772
Iool o 2 TO 0.7860
O 3.3030
200l o 5 8 1.572 0 6 I 2.616
300 o 8
6 2:358
9
2 1.924
400 o Ii
4 3.144
o 12
12 3 1.232
500 0 14 2 3.930 0 15 4 0.540
10.716 o 18 4 3.848
700 O 19 II 1.502
5 32156
1 4 6 2.464
900 l 57 3.074
7 7 1.772
1000 18 5 3.860 1 10 8 1.080
coun N Nahme dhe O O O O O O O O O O O O O O O O O O O O O O O O O O O O
O O O O O O O O O O O O O
O
2
-
600 o 17
1
800! I
9 2.288
?
SIMPLE INTEREST
at 4 per Cent.
d.q.
ON ou +
O O O O O O O O O O
12
O O O O O O O O O O O O O O O O O
17
18 O
O
cipal
Mo-
I5 Days. 3 Days, or s Month.
ney.
1. Se Parts.l. s. d. 9. Parts.
o 0.0789150 O 0.15783
0 0.157830 0 0.31566
3
O 0.2367450 O 0.47349
4
0 0.3156600
0 0.6313*
O 0:3945750 0 0.78915
6
0.473490 0 0.94698
00:552405
O 0.10481
O 631320 0 1.26264
9
0 0.770235
O O 1.42047
IO
0 0.7891500 0 0 1.57830
O 0.86806510 O 1.73613
0 0.9469800 O 1.89396
13
0 1.0298950 02.05179
0 1 1048100 0 2.2096
IS
o 1.183725
o 2 36743
o 1.262640
0.1*3415550 0 2.68311
O 1.420470
O 2.84094
19
01.4993850 O 2.99877
lib. I
O 1.578300
03.15660
0 3.1566
2.3132
1 0.7349
2 1.4698
4
1 2.3132
3 0.6264
1 3.8915 0 3 3.7830
6.
21.4698 o 4 2.9396
23.0481 0
5 2.0962
8
3 0.6264 06:1.2528
9
3.2.2047 on 0.4094
3 3.7830 10 7 3.5660
1 3 3.132
081*3.349
I 11 2.698
3 3.132
77 2.264
7 2915
3 3 1.830
1 i 2,698
3 II 1.396
70
3 2.480
2 7 2,264
go
2 H 2.047
5.11 0.094
100
6 6 3.6607
200
6 6 3.66
13.32
9 to 1.49
19
3.32
6 2 64
0 16 5 1,15 I *3 10 3.30
600
8 2.98
I 1951.96
1.62
8ool 1
6
2 12
1.28
900 9 7
7 0.47
2 0.94
0
7 3.566
300
0
50
бо о.
2
7 0.962
5 3 0.528
3 3 1.830
o
3co
O 13
1
o 19
0 0.81
o
2.64
1000 12 10 2.30
5 9 0,60
SIMPLE INTERESI
0
310
O
O O O O O
O
50
0
O
O
O
0
0000
200
at 4 per Cent.
Prin-
cipal
Mo.
2 ſuch Months.
3 Months.
ney.
la s. d.g. Parts. I
Parts. hs. d.g.
4. d.q. Part
$. 10 0 0 0.31566
O 0.47349
20
o 0.63132
o 0.94698
0 0.916980
O 1.42047
00410 O 1.26254
0 1.89396
O 1.57830
O 2.36745
O O O 1.89396
O 2.84094
lo
0 0 0 2 20962
o 3.31443
O O O 2.52528 | O 3.78792
910 10 0 2.84094
1 0.26141
1010 00 3.15060
I 0.73490
aloo 0 3.47226
1 1.20839
12 O o 3.78792
I 1.68188
1310 I 0.10358
I 2.15537
14 0 1 041924
I 2.62886
1510
1 0.73490
1 3.10235
160 I 1.050560 I 3.57584
170 0 I 1.36622
2 0 04933
18
I 1.68188
2 O 52282
1910
1 1.99754
2 0.99631
lib, Ilo I 2.31320
2 1.46980
3 0,5264
4 2.9396
4 2.9396
7 0.4094
6 1.2528
9 1.8792
7 3.5660
O II 3.3490
6 o 9 1.8792
2 0.8188
710
O 11 0.1924
4 2.2885
80 0 2.5056
6 3.7584
910 2 0.8188
9 1.2282
1010 133.1320 L 2.6980
03. II 1.396
300 3 11 1 396 511 0.094
400 5 3 0.528
7 JO 2.792
Solo 6 6 660 9 10 1.490
7 to 2.792
O11 10 0.188
7010 9 2 1.924
9 13 9 2.886
800 10 6 1.056 0 15 9 1.584
900 11 TO O 188
0 17 9 0.282
100 0 13 1 3.320
0 19 8 2.980
6
19
300 19 5 1.96 2 19 2 0.94
4.00 2 12 7 1.28
3 18 10 3.92
500 3 5 9 0.60
4 18 7 2.90
60013 18 10 3.92 5 18 4 1.88
70014 12 O 3.24 16 18 1 0.86
2 2.56 7 17 9 3.84
8 17 6 2.82
100016 11
6 i 20
9 17 3 1.80
O O O
o
0
210
O
5
1
0
I
I
1
1
.
200
7 2.264
O
60o
5 1.96
800;
900 & 18 4 1.88
A a a
SIMPLE INTEREST
2
O
17 o
78
at 4 per Cent.
irin.
cipal
Mo.
14 Months 5 Months.
ney.
4.S. d. g. Parns. I s, d. 9. Paris.
$. 70.00 0.63732
o 0.63132ooo 0.78915
o 1.26264 | 0 0 0 1.57830
31 o o O 1.893960
OO 2.36745
0 2 52528|oo0 3.15660
0 3.15660
0 0 0 3.94575
3.787920
o I 0.73490
01 0.43924 0 I 1.52405
8 o 1 1.0505610
o 1 2.31320
9
I 1.681880
O I 3.10235
12.31320
0 1 3.89150
1 2.94452 0 2
0.68065
0 1 3.57584 2 1.46980
13
2 0.207160 Z 225895
141 O 2 0.83848 | 0 0 2 3.04810
15
2 1.46980
12 3.83725
16
2 2.10112 003 0.62640
2 2.73244
o 3 1.41555
2 3.363760 3 2.20470
2 3.9950890 O" 3 2.99385
lib, o
3 0.62640 | 023 3.78300
6 1.2528 oliny 3.566
3 o 9 1.8792
O *1 3.349
4
0 2.5056
3 3.132
1 3 3.1320 I 7 2.915
I 6 3.7584
0 I 1 1.698
7 1 to 0.3848 12 3 7.481
8 O2 12.01 12
27 2 264
O2 4 1.6376 2 I 2,047
100
7 2.2640
3 1.830
6 6
shiny 10 2.792
9
401 to
6. 1.056
0 13
500 13
3.320
16 5 1,15
co
15 9 1.584 0 19 8 2.98
of 0 18 4 3 848
3
80 1 0 2 112
90 3 8.0.376 9 7 0.47
100 1 6 3 2,640 0 12 10 2 30%
2002 12 7 1.28 59 0.6
300 3 18 10 3.92 4
7 2.9
400 55% 2.56 .
1.2
6 1.20
| 8 4 4 3.5
6oc 7 17 9 3.84
70ct 94 2.48 DI 10
Bocfio 105 1.12 13 3
o 2.4
90 16 8 3.76 14 15 I am
2
I
*
5 3.0.528
3,66
301 o
o 1.49
I
0,81
3 2,64
500 6 11
9 173 1.8
1000|13 3 0 2.40
SIMPLE INTEREST
O O
2
O
O
O
O
3.13
O
O
O
4
Prin.
cipal
Mo 6 Months,
7
Months.
ney.
d.q. Parts. 1. d.g. Parts.
.
0 0.9469810 01.10481
0 1.893960 0 2.20962
0 2.84094
o 03.31443
0 0 3.78792
1 0.41924
5
10.73490
11.52405
6
11.68188
I 2.62886
7
I 2.62886
1 3.73307
8100 13.57584
2 0.83848
9
2 0.52282
2 1.94329
11o 2 1.46980
2 3.04810
2.2.41678
30.15291
23.36376
3 1.2 5772
30-31074
3 2.36253
14
3 1.25772
3 3.46734
ISO 0 3.2.20470
4 0.57215
16
o 3 3.15168
4 1.67696
17o 4 0.09866
4 2.78177
18
0 0 4.1.04564 4 3.88658
190 o 41.99262
5 0.99139
lib. Ioo4
o o 4.2.93960
5 2.09620
2oo9 1.8792 O 11 0.1924
I 2 0.8188
O I
6 3.7584 I 10 0.3848
I 11 2.6980 2 3 2.4810
6
4 1.6376
9 0.5772
2 9 0.5772
3 2 2.6734.
8
1 3:5168
3
6 2.4564
I 2.8658
IO O 3 11 113960 4 7 0.9620
7 10 2.792
9 2 1.924
On jo 0.188 I3 9 2.886
40 O 15 91.584
18 4 3.848
50
1
0 19 8.2.980
3 O 0.810
60
01 8 0.376
I
3
7 7 1.772
177 1.772
6
I it 6 3.168
90115 60.564
I 5 0.658
100 I 1951.960
6 o 1.620
200 3 18 10 3.92
4 12
300 5 184.1.88
6 18 1 0.86
4007 17
17 9 3.84
9 4 I 2.48
500 | 917 31.80 II 10
20.10
690.11 16 8 3.76
700.13 1621.72
800.15 15 7 -3 68 18 8
3 0.96
900 (17 151 1 1.64
20 14 3 2.58
1000 19 14 6 3.60 23 O 4 0,20
1
4 2.2886
2
8 0.7696
3
20 0
300
70
I 12 2 2.734
O 3.24
13 16
2 1.72
2 2 3.34
16
A a a 2
SIMPLE INTEREST
4,1
O
O O O O O O
O O O O O O
O O O
10
11
12
O
15
16
O
700 18 8 3 °96
at 4 per Cent.
cipal
Mo.
8 Months.
9 Months.
ney.
1. s. d.ge Parts. I. d. q. Parti.
01.26264
01.42047
o 2.525281 O 02.84094
3
O 0 3.78792 1 0 26141
I 1.05056 0.1 1.68188
5
I 2.313200 1 3.10235
6
I 3.57584 2 0.52282
% 0.83848 21.94329
8
2 2.10112
23-36376
9
2 336376 3 0.78423
3 0.62640
3 2.20470
3 1188904
033.67$!7
3.3.15168) o 0.41.0 564
13 o 4 0.41432
Q 4 2.46611
14
4 1.67696) o
04 3.88658
0 4 2.93960 5 1.30705
5 0.202240 5 2.72752
17
5 1.46488 006: 6.0.14799
5 2,727520
6 156846
19
$ 3.99016 0 0 6 a 98893
lib. I
6 1.252800 o 70.40940
0 2.5056
2 0,8188
3
6 3.7584
I 9 1,2282
4
I 1.0112
4 1.6376
5
7 2.2640 1 11 2.0470
6
3 1 3.5168 o 3
3 6.2.4564
7 3 8 0.7696
4 1 2.8658
8 4 2 2.0224 4
9
4 8 3.2752
5 3 3 6846
5 3 0.5280 5 II 0.0940
o 10 6 1.056
0 11 10 0,183
300 15 9 1.584
o 17 9.0.282
40
02.112 3 8 0:376
6
3 2.640 I 9 7 0,4
60
115 6 0.564
70
I 16 9 3.696
I 50.658
I 0.324
74 0.752
go? 7 4 0.752
2 133 0.846
12 1.280 2 19 2 0.940
2005 5 2 2.56 $ 184 188
300 17 9 3.84 8 176 2.82
400 10 10
far 16 8 3.76
50013 3 0 2.40 14 IS II 0.70
600 15 15 7 3,68
17 15 1 1.64
20 14 3 2.58
8oozi 0 10 2.24 123 13 5 3.52
900 23 13 5 3.52
26 12
8 0.46
8
2
2
O O O O O
онялды ырчнооооо
o
8 3.2752
10
O
50
o
3.168
5 1.12
1000/26
10.80 29 11 Jo 1.40
SIMPLE VINTEREST
at 4 per Cent,
O
0
O CON ve HN
O O O O O
O O O
3 0.6264
10
12
0
15
lib. 1
O
7 3.5660
2
cipal
1 Months, tot 330
MO
10 Months.
Days.
ney.
I, s. d. q. Parts
...
d. 9. Parts.
o 1.57830
1.73613
0 3,1566
0 3.47226
3
I 017349
1 1.208 39
4
1 2.3132
I 2.94452
5
I 3,89150
0.68065
6
2 1.4698
2.41678
2 3.0481
30.15291
3 1.88904
9
3 212047
03 3.62517
3 3.7830
4 1.36130
4 163613
4 3.09743
4 2.9396
5 0.83356
13
5 0.5179
5 2•56969
14
5 2.0962
6 0:30582
5 3.6745
6 2 04195
16
6 1.2928 06 3.79808
17
6 2.8311 7 1.51421
18
7 0.4094
7 3.25034
1910 7 1.9877
8 o 98647
8 2.72260
I 3 3.132
5 1.4452
31 O I ji 2.698 0262 0.1678
4 o 72.264 2 10 2.8904
5
371.6130
6
3 II 1:396
04+4 0.3356
7 o 4 7 0.9624 10 5 2 0 3.0582
8
5 3 0.5281
5.9 1.7808
9 o 51 0.094 * 6 6 0.5034
6 6 3.6602 7
0 13 1 3.32 TO 14 52.452
30 o 19 8 2.98 118 1.678
40 1 6 3 2.64
18 11 0.904
50 1 12 10 2.30 1 16 210 130
60 I 19 5 1.96 12° 3
4 31356
701 2 6
6 o 1.62 0 210012.582
go 2 12 7 1.28 112.17 10 21 808
902 19 2 0.94 | 3°S 1034
1001 3 5 9 0.60
3 12 4.0, 260
200 6 11
7.40 8 0.52
300 9 17 3 1.8 10 17.00.78
40013 3
0 2.4
14 9 4 1.04
3.0 18 19
600 19 14 6 36 21 149 0 3:56
70023 O 4 0.2
156) 4 1.82
8:0|26 6
28 18 8 208
900/29 11 10 1.4 32 ID 0-2.34
100032 17 7 2,0 36 30 4 2,60
2
o
3. 3 1.830
10
2 3.2260
20
6 1.2
8
50016
g 1.30
I 0.8
SIMPLEVINTEREST
or 365 Days.
a
at 4 per Ceng.
Prin.
cipal 12 Months of Year,
Mo.
ney.
d. Parts.
1.920265
0 3.840531
1 1.76079
1 3.68105
1.60131
6
2 3.52157
3 1:441832
33-36209
04 1.28235
10
4 3. 2czbor
5 1.12786
5 3.04312
6 0.96338
14
6 2.88364
IS
7 0.80390
7 2.72416
8 0.644424
18
8 2.56468
19
9 0.48494
9 2.40520
O I 7 0.8104
2* 4 3 2156
2 1.6208
0.0260
6
9 7:4314
7 0.8364
4 3*2416
* 22.646870
2 }
800.0520
16
to
0.104
I84
4 O
0 0.156
12. 0 0.208
50 07:00,260
60
8 o 0.312
70 2 26.10.0.364
2013074 0 0.416 8*
90 312 O 0.468
voo|4
0.100.
200
8
w
10 o
20
0 0
O O O O
300 12
440116
500 10 01 oo.
600 24o 2010
700 28 0 0.0
0.10
O O o
800 32
990 136
1030 40
TABLE VI.
Of SIMPLE INTEREH at
per Cent. from 1 s. to 1000l. and
from 1 Day to a Year.
cipal
sti
I Days.
2 Days. $
Prin
Mo.
neya 10,00
7 Parts. I
3.1
8
*
ID
19
d
0 0,006576
0.013:52
O 0:019728
0 0.026304
0932889
0939456
O 0046032
0.032608
O 0,059184
065760
0,072336
0,078912
0,085488
0,092064
0.098646
O, 105216
0111792
0.118368
0124944
0131520
0 26304
O‘39456
52608
0-65760
0*78912
0.92064
O 1.05215
1•18368
0-31520
3.6304
0 3.9456
1 1.2608
3.5769
3.8912
2 1.2064
2 2.5216
2 3.8368
3 1•1520
115. I
d. 9. Paris,
o 0.013152
0.026304)
0.9394561
0.052608
0.065760
0-078912
0.092064
0:105216
0.118368
0.1315201
0.144672
0.152824
0.170976
0.184128
0.197280
0.2104321
0.2235841
0.236736
0.249888
8. 203040
0.52608
0.789 12
1.05216
1.31520
1.57824
1.84128
2. 10432
2.36736
2.6304
1.2608
1 3.8912
2.5216
3 1.1520
3.7824
4 2.4128
7.0432
5 3.6736
6 2.3040
0.608
7.2.912
2 1.216
8. 3.520
3
6
o
I
9
10
20
30
40
50
60
600
70
80
90
100
200
300 o
400 O
soo
o
6 2.304
2
600 o
1.824
o 9 3.456
I
I 0.608
I 4 1.760
1 7 2.912
I 11 0.064
2 1.216
$ 2:368
8 3.520
3
3.10 0.1 28
8ool o
70019
90616
10000
O o
4. 4 2.432
4 11 0736
5 5-3.040
SIMPLE INTEREST
osat 5 per Cent.
Prio.
cipal
3 Days.
4 Days.
ney.
O 0.210432
20
6 0.289.44
12
ο ο ο ο ο ο ο ο ο ο ο ο ο
O O O O
O 2.10432
1. s. d. q. Parts.
9. Parts. ?: s. d. 9. Paris.
0 0.019728) o 0 0.026304
° 0 939456 0 0.052608
0.059184 0 0.078912
19
0.0789121 0.105216
0.0986400
0.131520
0.1183681
6 0.157824
0.138496 O 0.184128
0.157824
0.177552
0*236736
0.197280
0.263-40
0.2170080
0.236736 o 0.315648
o 0.256464
0.341952
0.276192
60.368256
0.295920
0.39436
16
0.315648 0.420864
0.335376
0.447168
0.355104 o 0.473472
19
0.3748 321
6:499776
lil.
394 60
0 0.526080
0.78912 o
1.05216
1.18268 01 57824
0 1.57824
o 1.97280
02.63€40
0 236736 o 3:15648
2.76292 o 1.68456
o 3.15648
1 0.20864
3.55104
I 0.73472
3.94560
1 1.26080
1 3.8912
2 2.5216
30
3.8368
3 3.7824
3 3.7824
5 1.0432
4 3.7280
$ 3.6736 o 7 3.5648
70
6 3.6192
9 0.8256
8ol o
7 3.5648 o 1o 2.0864
90
0 8 3.5104 0 11 3.3472
loo 9 3.4560
10.6080
200
7 21912
2 1.316
300
5 2.368
3 3. 1.824
400
3 3 1.824
4 4 2.432
5001
11.280
5 5 3.040
600
4 II 0.736
3.648
ពុំ
700 o 5 9 0.192
8 0.256
8co 6 3.648 8 9 0.864
900
4 3.104
9 10 1.472
O O O O
10
201
40
O O O O O O O
Sol
6 2.3040
601
o
6
SO
1000
8 2 2.560 0 Jo 11 2,080
SIMPLE INTEREST
at 5 per Cent.
6 Days.
d.a.
O
O
O
O O O O O
o
O O O O O O O O O O O O O O O O O O O O
O
o
1610
O
lib. 1
2
0
Prin-
cipal
Mo-
5 Days.
ney.
.
s, d. 9. Parts, I.
Parts.
$. Io
0 0.03288
0 0.0394-56
2 210
0 0.0657610 O 0.078912
3
0 0.098640 O 00.118368
0 0.13152
0 0.157824
5
0 0.164400 O 0.197280
6
0 0.1978 0 0.236736
O 0.23016 0 0 0.276192
80
0 0.26304 o 0.31564.3
o 0129592
00.353) ! Om
10
0 0.32880
0.394560
II10 0 0.36168
O 0.434016
1210 0 0.39456
0.473472
13 0 0.42744 00:512928
14
0 0.46032 0 0.552384
O
15 0 0.49320
o 0.591840
0 0.52008
0.0631296
17 o 0.55896
o 0.670752
1810 o 0.59184 O
0.710208
19 o 0.62472 0 0.749664
0 0.65760 O 0.789120
01.3152
0 1.57824
O 1.9728
O 2.36736
0 2.6304
O 3.15648
0 3.2880
0 3.94560
O 3.9456
1 0.73472
1 0.6032
I 1.52384
810 I 1.2608
1 2.31296
9
I 1.9184
I 3.10208
1010 I 2.5760
1 3.89120
20
3 1.152
3 3.7824
30
5 3.6736
6.2.304
7 3:5648
50 0 8 0.880
o 9 3,4560
60
9 3.456
O II 3.3472
O II 2.032
I 3.2384
800
1
I 0.608
3 3.1296
90 2 3.184
1 5 3.0208
100 I 4.1.760
I 7 2.9120
200
o 3 3 1.824
300
I 1.28
4 11 0.736
4.00 5 5 304
0 6 6 3.643
Soo19 6 10 0.85
o 8 2 2.569
600 | 8 2 2.56 o 9 10 1.472
700 97 0.32 o 11 6 0.384
Boo O TO IT 2.08 O 13
13 1 3.295
900 0 12 3 3.84 0 14 9'2.208
10000 13 8 1.60 16 S 1.120
oooon auawp
O
O O O O O O O O O O O O O O O O O O
4 3.728
400
70/0
1
8 3.52
o 4
o
O
B bb
SIMPLE INTEREST
8 Days.
1. $.
0
o
o
I
13
15. o
17/10
*
at 5 per Cent.
cipal
Mo.
7 Days,
hey
s. d. g. Parts. las, d. q. Parts.
Q 0.0460320 0 0.052608
O o 0920640 0 0.109210
O 0.138096 0 0.157224
4
o 0.184128 0 0.210432
5
0 0.230160 0 0.263040
6
o 0.276192 00-315648
O 0.322224 @ 0,3682 56
0.0.368256 0 0 0.4.20364
O O 0.414288 0
O 0'473472
O 0.4603200 00-546030
0 0.5063520 00-578688
Q 0.55238410 0 0.631296
0 0.598416
0 0.683904
0 0.644448) o 0 0.736512
0 0.690480 o 0 0.789120
0 0.7365120 0 0841728
0 0.7825440 o 0.894336
180
0 0.8285760 o o 0.946944
19
o 0.874608 0 0.999552
lib. 1
o o 920640 0 1.052160
o 1.84128
0 2.10432
O 2.76192
0 3415648
4
0 3.68256
i Oi20864
5
I 0.60320
II 26080
1 1.52384 12 3 1296
2
1 2.42448 12-36312
1 3-36512
20141728
2 0.28576
2 1.46944
2 1.20640
2 2.52100
4 2.4128
51,0437
6 3.6192
9 0.8236
OJO 2.0864
50
O II 2 0320
1 06080
1 3.2384 0
4 0.4448
1,6512
Solo
6 1.6512
I 90x1728
1 11 2.6944
I 11 0,0640
2 1,2160
2001 0 3 10 0,128
0 4 4 2.4 2
3000 5: 9 c.192 6 6 3.648
400 7 8 0.256
8
8 9 0.864
9 7 0:310 O 10 11 2.080
600 16 0:384 0 13 13.296
700 o 13 5 0.448 0 15 4 0.51
800 0 15 4 0.512 Q. 17 6 1.708
8
920 0 27 3 0.576
8 2.944
OOOO
O
O
6
O O O O O O O O O O O OO Onun
O O O O O
10
20 O
ооооо 200000
7 3.5648
40 o
1
3 3. 1296
I
1
90 o
O O O O O
o
0 19
1000 0 19 2 0.640 I INI 0.160
SIMPLE INTEREST
at 5 per Cent.
7. Parts
2
O
12
O
16
O
O
9/
O
Prin.
cipal
Mo.
9 Days.
10 Days.
ney.
1.
d
9.
Parti. d .
o 00.059184 0.0 0 0.065760
o 00:118368 O 0.13152
3
00:177552 O 0.19728
4
00:236736
0 0.26304
O 0.29 5920
0 0.32880
6
00.355104
0 0.39456
7 00.414.288
0 0.46032
00:473472
0 0.52608
9 0 00532656 0 0.59184
0 0 591840 0 0.65760
0 0.651024 0 0.72335
0 0.7102080
0 0.78912
13 o 00:7693920
o 0.85488
14
o 0.8285760 0 0.92064
15
0 0.8877600 o 098640
0 0
0 0.946944/ O 1.05216
17
O11006128) o 01.11792
1 0 0 0 1.055312 O 1.18363
0 1.1244960 O 1.24944
lib. 1 o 01.18 36800 O 1.31520
0 2.36736
02.6304
3
0.3.55104
0 3.9456
4
1 0.73472
I 1.2608
I 1.91840
I 2,5760
6
I 3.10208
I 3.8912
2 0.28576 2 1.2064
8
2 1.46944 2 2.5216
2 2.65312
2 3.8363
3.836800
3 1.1520
5 3.6736
6 2.304
8 3.5104
9 3.456
401 o
O II 3.3472
I 0.608
50 o 2 3.184.0
60 0 1 53.0208
7 2.912
8 2.8576
III 0.064
Solo 1 11 2.6944
2 1.216
golo 2 2.5312 2 5 2.368
Jool o
5.2.3680
2000 4 11 0.736 | 0 5 5 3.04
300 o 7.4 3.104
8 2 2.56
400 o 9 10 1.472 10 11 2.08
500 O 12 3 3.810
8 1.60
600 o 14 9 2.208 0 16 5 1.12
700 o 17
0 19 2 0.64
8ool o 19 8 2 944 I 11 0.16
900 I 2
2 1.312 1 4 7 3.68
1000 14 7 3.680 7 4 3.20
O
O
O
2
O
10 o
2010
30 o
0
I
I
I
4 1.760
O
1
I
70 0
0
8 3.520
0 13
3 0.576
Å
Bbb 2
SIMPLE INTEREST
4
at 5 per Cent.
31 Days.
12 Days.
ney.
1
0
0 0
10. O
12 o
O
O
0 0 0 0
31 o
I.
d. q. Parts: 1
d.
9.
Parts.
0 0.072336 0 0 0.078912
O 0.144672 O 0.157824
0 0.217008 O 0.236736
0 0.289344 o 0.315648
5
0 0.361680 o 0.394;60
61 o O 0.434016 O 0.473472
7
0 0.506352 o 0.552384
8
0 0 578688 0 o 0.631296
0 0.651024 0 0.710208
O 0.7233600 0 0.789120
0 0.795696 o 0.868032
o 0.868032 o 0.946941
13
0 0.940368 o 1:025854
1410 o 10127040 O TIC4768
01.085040 o 1.18368
01.157376 0 o 1.262592
17
o 1.229712
01.341504
181 0
o 0 11302048) o O 1.4204.10
19
01.3743840 0 1 499328
01.446720 0 1«578240
0 2 89344 0 O 3.15648
1 0.34016
I 073472
I 1.78688
I 2:31290
1 3.23360 I 3.89120
2 0.68032 2 1.46944
22. 12704
2 3.04768
81 o
3.57376 0 3 0,62592
3 1.02048
3 2.70416
3 2.467200
3 3.78240
70 9344
30
O IO 3.4016 O II 3 3472
40 o 2 1.8688
6 0.3360
7 2 9720
1 9 2 8032 1 11 2.6944
90 o
1 1.2704
2 4 3-7376 2 7 2 2 592
2 * 2.2048 Q 2 II 2.04.16
o 0.6720 3' 31.8240
200 6 01.344
0 6 6 3.648
9
0 2.016
o 9 to 1 472
400 O 12 O 2,688
0 13 13.296
soojong 03-360 16 5 1.120
6001 o 18 1 0.032 o 19 8 2.944
I 0.704
0.768
sod 14. 11.376
6
3 2.592
900 7 12.048
1970.426
O
o
O
O O OOO
O O O O O O O Onon
910
10 o
20 o
O
7 3.5648
o
3 3.1296
O
50
32-47-8
goo
300 o
7001 17
10có 1 10 I 2.720
SIMPLE INTEREST
Mo.
810
O
O
O
O O O
160
1810
at 5 per Cent.
Prin
cipal
13 Days.
14 Days.
ney.
I. s. d. q. Parts. 1.
I.
s. d. g. Parts,
0 0.085488 0 0 0.092064
O 0 0.1709760 O 0.184128
0 0.256464 0 O 0.276192
O 0.341952
0 0.368256
5
00427440 o 0.460320
6
oo 5129280 0 0.552384
0 0.598416 o 0.644448
0 0.68 39040 0 0.736512
0 0.769392 O o o 0.828576
1000
o 0.854880 O o o 0.920640
0 0.9403680 o 1.012704
01:025856 o 1.104763
13 o OL111344 o 1.196832
14
o 1,196832 o 1.288896
ISO
o 1:282320 o 1.380960
O 1.367808 o O 1.473024
o o 14532960 o 1.565088
1,5387840 o 1.657152
190 o 1.624272 | 0 o 1.749216
"lib, 1 0 0 1.709760 o 1.841280
o 3.41952
0 3.68256
3
I 112928
1 1.92384
4
0 1 2 83904
I 3.36512
5
2 0.54880
2 1.20640
6
2 2125836
2 3.04768
23.96832
3 0.88896
3 667808
3 2.74024
9
3 3,38784
o 4 0.57152
Iolo
4 1,09760
o
4 2.41280
o 8.2.1952 0 9 0.8256
30
0 3.2928
1 3.2384
40
5 0.3904
I 6 1.6512
50
9 1.4880
I u 0,0640
60
1 25856 2 3 2.4768
5 3.6832
28 0.8896
solo 2 10 0.7808
O 3 O 3.3024
3 2 1.8784 3 5 17192
100 o 3 6 2.9760 3 10 0.12801
2007 o 7
I 1.952
8 0.256
300 OIO 8 0.928
out 6 0.384
4000 14 2 3.904 JO 15 4 0.912
5001 o 17 9 2 880 O 19 20.640
600 1 1 4 1.856 I 3 o 0.768
700 1 4 11 0.832
Jo 6 10 0.896
8col r8 5 3.808 | 1 10 8 10240
90o 12 ở 2.784
1 14
14 6 1152
1000 1 15 7 1.760 1 18 4 1.280. !
O O O O
0
o
O O O O O O O
O O O O O O
мноооооооооооо
O
O O O o
20
I
I
1
O
2
O O O O O O
701
90
o
0
SIMPLE INTEREST
:-
::
I
O O O O O
v om
9
4.IO
0
at 5 per Cent.
Prin.
cipal
30 Days, or
Mo.
15 Days.
1 Mooth,
ney.
so deg. Parts I. 'so doq.Parts.
o 0.0986400 o Q.197280
O 0.19728
0 0.39456
3
O 0.29592
00:59184
4
00.39456
0 0.78912
0 0.49320
0.98640
6 o 00.59184
1.18368
o o 0.69048
o 1.38096
8
0 0.78912
0 1,57824
o 0.88776
o 1.77552
o o 0.98640
o 1.97280
O 1.08504
o 2.17008
0 1.18368
o 2.36736
13o
o 01.28232
2.56464
14
0 1.38096
2.76192
danie to 15
0 0 1.47960
O2.95920
26
o O 1.57824
0 3.15648
01.67688
0 3.35376
18
01.77552
o o 3.55104
19
0 1.87416
0 3.74832
lib. Io 01.97280
0 3 94560
o 0 3.9456
1 3,8912
3
I 1.9184
I 3.8912
2 1.8640
6
(23.8368
0 3 1.8096
6 3.6192
8
3 3.7824
4 1.7552
8 3.9104
0 4 3.7280
20
9 3.456
0 19 2.912
30
23.184
I 9 2.368
40
I7 2.912
2 3 1.824
50
0 2.640
60 2 5 2.368
4 11 0.736
70
2 10 2.096
59 0.192
80
3 3 1.824 6 6 3,648
03 8 1.552
7 4 3.104
100 | O * I 1.280
2 2.560
2000 1 2.56 o 16 5 112
300
3 3.84
4 7 3.68
400 0 26 5 1.12 I 12 10 2.24
500
1 0.80
600
I 4 7 3.68
9 3 3:36
700 & 90.96 227 6 1,9%
800 1 19 10 2324
3 5 9 0:48
goo 11 26 1 3.52 3 13 11 304
O O O O O O O
3 3 8368
4 3.7824
4 3.7280
5 3.6736
OON am AGON O O O O O O O O O O O O O O O O O O O O O
oo-p u'ю рә рячоооооооооооооооо
73,3648
O O O O O O O O O O O O
O O O O O O O O o
9 3.4560
31 11.280
900
.
6 2.40
100Q 2 1 0.80
60
SIMPLE INTEREST
9. Parts.
2
O
OO
O O O O O O O O O O O O O O
0
O
O
at 5 per Cent.
Prin-
cipal
Mo.
ſuch Months.
3 Months.
ney.
1.
$. d.9. Parts. 14 d.
O 0.39456000000.591840
o 0.78912 001.18368
3
O 1.18368 0.0
01.77552
0 1.57824 | 02:36/36
0 1.972800 o
02.95920
0 2.367360 o o 03-55104
0 2.76192 01 0.14288
0 3.15648000 I 0.73472
9
0 355104 oon I 1.32656
0 3.94560 of oo 11.91840
10.34016
I 2.51024
12
I 0.73472
I 3.10208
13
I [112928
1 3.69392
I 1.52384
2 0.28576
I 1.91840 0 2 0.87760
I 2.3129600 1.46944
I 2.70752 0) 22.06128
28 Oo
I
3.102080 232,65312
1 3.496640 0% 3.24496
Ib. I
x 3.89120 | 0 o 23.83680
0 3 3.7824 0 5 3.6736
3 05 3.6736
0 73.5648 011 3 3472
o 9 3.4560 to 2 3.1840
O II 3.3472 01 5 3.0208
13.2384 1 8.2 8576
8 13-3, 1296 1 il 2.6944
9 I 5 3 0208022 2.5312
10
7 2.9120 2 52.3680
0.3 3 1.824 04.110.736
4 11 0.736 07. 4 3.104
0 6 6 3.648 o 9 10 1.472
o 8
8 2 2.560
0 12 3 3.840
60 | 0 9.10 1.472,
o 14 g 2,208
70 OD 60.384 o 17 30.576
800 13 13.296 | o 19 8 2.944
900 14 9 2.208
2 1.312
100 o 16%
o 16 5 1.120
1 4 7 3.680
I 12 10 2.24
29 33-36
300 2 9 3 3.36 3 13 II 3.04
400 3 5 9 0.48 4
18
7 2.72
500 4 2 2 1.60 6
3 3 2.40
600 4 18) 7 2.727 7 11 2,08
7005 15 o 3.84 6 8 12 7 1.76
Sooő 116 60.969 17 3 1.44
90077 11 2.08,111 T IT 1.12
1000 8 4 4 3.20 12
6
7
0.80
19
O
O out w N O 001
8 3.510
1
I
o
o
SIMPLE INTEREST
itxi 4 Months.
O
O
O
O O
O
141 o
O
::
O
300 4 18 7 2.72
at 5 per Cent.
Prin-
cipal
Mo-
5 Months.
1. s. d. 9. Parts.
9. Parts.l. s. d.
s. d. g. Parts.
000 0.78912 o 0.98640
00001457824 01.9728
3
0 2.367360 O-9592
0 3.15648
0 3.9456
5
0.3.945601
I 0.9320
6
1 04734720 I 1.9184
0 I 11523840 I 2.9048
8
1 2 31296 0 0 13.8912
0 I 3 10208 0.2 0.8776
IO O O. 1 3.89120 2 1.8640
02 0.68032 2 2.8504
0 0% 1.46944 2 3.8368
13 o
0 2 2.25856 3 0.8232
2 3104768
3 1 8096
15) o 23.83680 3 2.7960
16 0 3 0:62592
3 3.7824
17 O o
0 3.1.41504
0 4 0.7688
1800 3.2.20416 04 1.7552
190 0 3.26993280 4 2.7416
03:3.782400 4 3.7280
a 7.3 5648 09. 3.456
o O11 3.3472
I 2 3.184
40 1 3 3.1296 of 7 1.912
5 O 7 2.9120
0 2.640
61 o 1 11 2.6944 25 2.368
23.2.4768 2 10 2,996
8
02 7-2.25920 3 3 11824
2 11 2.0416
37
100 3 3 1.8240 4
1. 1280
6 6 3.648
O 8
% 2.56
goo 9
9 10 1.472 0 12 3 318+
40 0 13 13:296 o 16. 5 1.12
901 16 15 1.120 11 6
2.40
60 a 19
19 8 2.944 14 7 3168
7011 3 00.768 I 8.19 0.96
801163.2 592
I 12 10 2.24
901 9 70.416
16 11 3.52
100
| 1 12 10.2.240 2 1 0,2o
2003 $ 90.48 4:22116
63 36214
400 6 u
6 11 6 0,96 8
500 8 4 4 3.20 10 56 0.0
600 g. 17 3 1.44
6.
TOỘai 10 = 13.68
8 1.6
168
900|14 15 1t 0.16
18:19 10 312
1000 16 å g 2.40 30 IL 0
O
I
O
910
O
8 1.552
0
0.8
9 2.4
3
|
20 11
0 0.0
SIMPLE INTEREST
at 5 per Cent.
O
O
2
O
O
O
O O O O O O
O O O O
O
O
O
O
O
O
15
O
0
O
0
I
Prin-
cipal
Mo.
6 Months.
7 Months.
ney,
s. d.q. Parts. 1. s. d.g. Paris.
0 1.183680 o 1.38096
0 2.36736 0 2.76192
3
0.3.55104
1 0.14288
4
1 0.73472
1 1.52384
1 1.91840
I 2.90480
I 3.10208
2 0.28576
2 0 28576 2 1.66572
2 1.46.44
2 3.04768
9
2 2.65312
3 0.42864
IO
2 3.83680 3 1.80960
3 1.020480
3 3.19056
12
3 2.20416
4 0.57152
13
3 3:38784
4 1.95248
14 O4 0.57152
4 3.33344
o 4 1.75520
5 071440
16 o 4 2.93888
5 2 09536
17 o 5 0.12256 5 3.47632
18
5 1.30624
6 0.85728
19 0 52.48992 o 6 2.23824
lib. I
o 5 3.67360
06 3.61920
2
O 11 3-3472
I 3.2384
I
5 3.0208
8 2.8576
4 Í 11 2.6944
3 2.4768
5
2 2. 5 2.3680 2 10 2.0960
2 11 2.0416 3 5 1.7152
3 5 1.7152
O
4 0 1.3344
8
3 11 1.3883
o 4 7 0.9536
9 0 4 5 1.0624 5 2 0.5728
10
4.11 0.7360 5 9 0.1920
20 o 9 10 1 472
O 11 6 0.384
30
0 14 9 2.208
0 17 30.576
40 o 19 8 2.944 1 0 0.768
50 1
60 I 9 7 0.416 I 14 6 1.152
70 I 14 6. 1.152
3 1.344
80
I 19 5 1.888 2
6
o 1.536
go 2 4 4 2 624 2 11 9 1.728
100
2 9 3 3 360
17 6 1 920
200 4 18 7 2.72 5 15 0 3.84
300 7 7 11 2.08 8 127 1.76
400 9 17 3 1.44
11 10 1 3.68
14 78 1.60
600 14 15 11 0.16 17 5 2 3.52
700 17 5 2 3.52
20
9 1.44
800 19 14 6 2.88 23 0 3 3.36
90022 3 3 10 2.24
25 17 to 1,28
1000 24 13 2 1.50
28 15 4 3.20
1
O
2
O
4 7 3.680
9 0.960
50012 6
7 0.80
2
Сcc
SIMPLE INTEREST
at 5 per Cent.
1. S.
O O O O O O
O O O O O O
1 2
O
140
o
19
1
2
cipal
Mo-
8 Months. 9 Months.
bey.
de 9 Parts, bons, d. q. Parts:
.
0 1.57824 O 1.7755%
O 3.15648
O 3:55104
3
1 0.73472
I 1.32656
I 2:31296 1 3.10308
5
I 3.89120 % 0.87760
6
% 1.46944 2 2.65312
2 3.047680
3.9.42864
81 o
30.62592
3 2.29416
9
3 2:20476
3.3.97963
3 3.78240 4 1:75520
4 1.360640 O 4 3.53072
4 2.93888
5 1.30624
13
5051712
5 3,08176
5 2,09536
6 0.85728
5 3.67360 6 2.632 $0
6 1.251841 0 7 0.4.0832
7
6 2.83008 7 2,18384
18
7 0.40832
7 3.95936
7 1.98656 8 1.78488
lib.
7 3.56480
8
3,51040
3 3.1296
5 3.0208
3
I 11 2.6944
225312
72597 2 11 0416
3 3 1.8240
3
S 1.5520
6 3 1 143888
4
5 1.0624
470,9536
5
2 0.5728
8 5 3 0.5184 Š 11 0 0832
91 5 11 0.0832
7 3.5936
6 6.3.6480
4 3.1040
13 1 3.296
0 14 9 2.208
300 19
O 19 8 2.944
2 1.312
I 6
3 2.592 19 7 0,416
50
I 12 10 2240 I 16 II 3.520.
60 1 19 5 1.888
2 4 4 2,624
70
6
O 1.536
807 12 7 1,184
19
0.832
902 19 2 0.832 3 6
6
100 3 59 0.480 13 13 11 3.040
6 0,96
17 7 NI 2'08
300 9 17 3 1:44
I II II2
40043 30 192
50016 8 9 2.40 18 9 10 3.20
600 19 14 6 2.88
122 3 10 2.24
700 23 0 3 3:36
25 17 10 1.28
8c0|26 6
o 3-84 29 II 10 0.33
goof:9 2 10 0,32 133 5 9. 3.30
0.00 OOO 7
O O O O O
I
2
O
10 O
40
2
2
9 1.728
3936
14 15 1! 0.16
Tooo? 17 7. o.fo 36 19 9 2.40
SIMPLE INTEREST
O
O
O O O O O O O
10
12
13
0
15
17
6 10 1.23152
at 5 per Cent.
Prio
cipal
11 Months, or 330
Mo.
Jo Months.
Days.
ney.
1. s, de q, Parts. 1. so d. 9. Parts.
o 11972800 6 2.17008
0 3.9456
1 0.34016
3
1 1.9184
I 2.51024
4
1 3.8912
2.0.68032
5
2 1.8640
2 2.89040
6
2 3 8368
3.1.02048
7
3 1.8096
3 3.19056
8
3 3.7824
4 1.36064
9
4 1.7552
4 3.53072
4 3.7280
5 1.70080
5 1.7008
5 3.87088
5 3.6736
6 2.04096
6 1.6464
o 7 0,21104
14
6 3.6192
7 2.38112
g 1.5920
8 0.55120
16
0 7 3.5648
8 2.72128
8 1.5376
9 0.89136
18
8 3.5104
9 3.06144
19
9 1.4832
lib. 1
9 3.4560 0 10 3.40160
7 2.912
9 2.8032
3
52.368
8 2,2048
4 3 3 1.824
3 7 1.6061
5 4 I 1.280
4 6 1.0080
6
4 II 0.736 5 50.4096
7
5 90 192.
6
3 3.2112
8
6 6 3.648
7 2 3.2228
9
7 4 3.104
I 2.6144
1o 8 2 2.560 9 o 2.0160
20 0 16 5 1.12
o 18
1 0.032
30
4 7 3.68
I 7 1 2.048
40 I 12 TO 2.24
I
16
2 0.064
1 0.80
2 5
2 2.030
60 2
9 3 3.36
2 14 30.096
70 2 17 6
3 3 32.112
5 90.48
90 13 II 3.04
4. 4 2.144
2 1.60
8
4. 4 3.2 9 0 10 0.32
6
13 11
3 0.43
400 16 8 9 2.4
18 T
500 20 11 0 0.0 22 1 2 I 0.80
27
2
700 28 15 4 3.2 31 12 II 1.12
800 32 17 7 0.8 36 3 4 1.28
900 36 19 9 2.4 40 13 9 1.44
1000 41
2 0 0.0
I
1
2
2
O
0
0
I
I
80 3
3 1 2
4 0.128
2
IOO
200
4 IO
5 0 160
30012
70.8
8 0.64
600 24 13
2 1.6
6 0.96
45 4 2 1.60
CCC 2
SIMPLE INTEREST
VE
ar 5 per Cent.
O'rin.
cipal 12 Months, or iYear,
Mo or 365 Days.
rey.
14) o
16
O
4
1, s. d. 9. Parts, .
O 2.40024
2
I 0.80048
I 3.20072
2 1.600g 6
3 0.00120
6
3 2 40144
7
4 0.80168
8 o 4 3.20192
9
5 1.60216
6 0.00240
6 2.40264
7 0.80288
13 O 7 3.20312
8 1.60336
90.00360
9 2.40384
1710
o 10 0.80408
28] o
o 10 3.20432
19 or2.60436
o 0.00480
2
oo oo96
3 3 0 0.0144
4
0 0.0192
5 5
O 0.0240
6 6 o 0.0288
7 0 0.0336
8 o 020384
9
o 0.0432
IO
o 9.0480
o o 0.096
10
o 0.144
40
o 0.192
50! 2 10 O 0.340
6c 3
O
0.288
701 3 10 o 0.336
Sol 4 o o 0.384
90 4 10 o 0.432
Iool 5 o 0.480
200 to
300145
400:20
50025
600 30
700 35
800 40
900 45 0 0.
1000 50
O 0.
O CON QUAN
301 1
» 0.
o o o o o o
4.
TABLE I.
OF COMPOUND INTEREST
at 3 per Cent.
Preſent
Worth of
I Pound.
Amount of
1 Pound.
Amount of
1 Pound
Annuity.
Years.
1
2
3
4
5
6
7
8
9
10
12
13
14
15
16
17
18
19
1. Parts. 1. Parts. 1. Parts .
1.0300000 0.9708738 1.0000000
1.06ogooo 0.9425959 2.0300000
1.0927270 0.9151417 3.0909000
1,1255088 0.8884870 4.1836270
1.15927411 0.8626088
0.8626088 5:3091358
1•1940523 0.8374843 6.4684099
1.2298739 0.8130915 7.6624622
1,2667701 0.7894092) 8.8923360
I_3047732 0.7664167 10.1591061
1.34391641 0.7440939 1114638793
1.3842339 0.7224213 12.8077957
1.4257609 0.7013799 14.1920296
1.4685337 0.6809513) 15.6177904
1.5125897 0.6611178 17.0863242
1.5579674 0.6418619 18.5989139
1.6047064 0.6231669| 20,1568813
1.6528476 0.6050164 21.7615877
1.7024331
0.5873946] 23-4144354
1.7535061 0.5702860) 25.1168684
1.8061112 0.5536758) 26.8703745
1.8602946 05375493) 28.6764857
1.91610341 0.5218925| 30.5367803
1.9735865 0.5066917) 32.4528837
2.0327941 0.4919337) 34.4264702
2.0937779 0-4776056) 36.4592643
2.1565913 0.4636947) 38.5530422
2,2212890 0.4501891 40.7096335
2.18792771 0•4370768 42.9309225
2.35656551 0:4243464) 45.2188502
2.4272625 c•4119868] 47-5754157
2.5000803/ 0:1999871 50.0026782
2.5750828 0.3883370 52.5027585
2.6523352 0.3770262 55.0778413
2.7319053 0.3660449 57.7301765
2 8138624 0.3553834 60.4620818
3.2620378 0.3065568) 75.4012597
3.7815959/ 0.2644386) 92.7198614
4.3839060 0.2281071 112.7968673
5.082 1486 0.1967672 136.0716198
5.8916031l c•1697331 163,0534369
21
23
24
25
26
27
28
29
30
31
32
33
34
35
45
50
55
60
TABLE 1.
2
COMPOUND INTEREST
at 3 per Cent.
Years,
will put-
Preſent Annuity
Wor h of thit 1 Pound
1 Pound
Annuity. chafe.
1. Parts. 1.Parts
0-9708738 1.000000
1.9134697 0.5226108
3
2.8286114 0:3535303
3.7190984
0.2690270
5 4.5797072 0.2183545
6
5.4171914 0.1845975
7 6.2302829 0.1605063
8 7.0196922 0, 1424563
9 77861089
0.1284339
8.5302028 * 0.0172305
In
9.2526241 01080774
9.9540040 0.1004621
13 10.6349553 0.0940193
14 11.2960731
0.0885263
15 11.937935T 0.0837666
12.5611020 0.0796108
17 13.1661185 00759525
1813-7535131
0.0727079
19 14.3237991 0.0698138
20 14.8774748 10.0670151
41 15.4150241
0 0.0648717
5.9369166 0,0627474
23 16.4436084
0.060&:36
24 16.9355421 0,0590474
25
17.4131477 0.0574278
16
17.8768420 0.0559383
18.3270315
0.0545642
818.764108 $ 0,0532932
29 19.1884546 0.0521146
30 19.6004413 00gta192
gr | 20.0004285 0.0499089
3* | 20.3887653 0.04904.665
33 20.7657918 0.048 1568
34 21:13 18367 0,0473219
35 21.4872200
0.0465392
**40 23. 1147719 0.0432623
45 24.5187129 0.0409852
50 25.7297640
0,03 8654
55 26.7744276
0.0373490
60 (27.6755636 0.0361329
TABLE II.
Of COMPOUND INTEREST
at 3 per Cent.
Years.
Amount of
i Pound.
Prelent
Worth of
I Pound.
Amount of
I Pound
Annuity.
1
3
4
5
6
7
8
9
13
14
15
16
18
19
1. Parts 1. Parts. 1. Parts,
1.0350090 0.9661836 1,0000000
1.07122501 0.9335197 2,0350000
1.1087179 0.90194273,1062250
1.1475230 o 8714422 4,2149429
1.1876863 0.84197311 5.3624659
1.2292553 0.8135006 6.5501522
1.2722792 0.785990977794075
1.3168089 0.7594115 9.0516867
1,3628972 0.7337309| 1013684956
J:41059861 0.7089187) 11.7313928
1.4599685 0.6849456 13.1419914
15110675 0.6617831 14,6019599
I'5639548) 0.6394939 161130274
-6186932 0.6177815 17.6769822
1•6753475 0.5968903 19,2956754
1.73398471 0.5767056 20.97 10229
1.7946741 0.5572035 22,7050076
r.8574877 0.5383607 24.49968 17
1.9224998 0.5201552) 26.3571694
1.9897873 0.50256541 28,2796692
2 0594298 0.4855704) 30,2694565
21315098 0.4691501 32,3288863
2 2061126 0,45328511 34.4603961
2.2833265 0.4379566 36.6665087
2.3632429 0.4231465 38.9498352
2.4459564 0.4088371 41. 3130781
2.5315648 0.3950117) 43.7590345
2,6201695 0.3816537) 46.2905993
2.7118754 0.3687475 48.9107688
2 80679100.3562778): 51.6226442
245050287 0.3442296) 54-4294352
3.0067047 0.332589057 3344639
341119393 0.3213419 60,3411686
3.2208572 0.3104752 63.4531079
3:3335872 0,29997601 66,6739651
3.9592535 0.2525728]84.5502 123
4.7023571 0.2126595/105.7815849
5.5849179 0.1799536130.9977944
6,6331335 0.1507583160,9467402
77-87807571 0.1269345/196.5166916
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
40
45
50
55
60
TABLE II.
COMPOUND INTEREST
at 31 per Cent.
V......
Annuity
Chat 1 Pound
will pur-
Years.
I
|
Preſent
Worth of
1 Pound
Annuity.
1, Parts.
0.9661836
1.8996943
3
2.8016370
4
306730792
5 4.5150523
5.3285529
6.1145438
6.8739553
7.6076862
IO 8.3166049
II
9.0015505
9.6633336
10.3027375
34 10.9205190
15 11 9174093
16 12.0941149
17 12 6513184
18 13-1896791
13.7098347
20 14.2123997
14.6979701
15.1671202
15.6204053
24 | 16.0583619
23 16.4815084
16.8903455
17.2853572
17,6670109
18.0357583
30 18.3920361
| 18 7362657
19.0688547
33
34 19.7006718
35 20.0006478
4021,3550558
45 22.4954348
50 | 23.4556036
55
24.2620735
19
chaſe.
1. Parts.
1.0350000
0.5264005
0.3569341
0.2722511
0.2214814
0.1876682
0.1635445
0.1454766
0.1314460
0.1202414
0.1110919
0.1034839
0.0970616
0.0915707
0.0868251
0.0826848
o 0790437
0.0758169
0.0729403
90703611
0.0680366
0.0659321
0,0640188
0.0622728
0.0606740
0.0592054
0,0578524
010566027
o 0554455
0.0543714
0,0533714
0.0574415
0,0515725
0.0507597
0.049998+
0.0468273
0.0444535
0.0426337
0.0412166
21
22
21
29
19.3901966
60
0,0400918
24.9527550
in een twee
TABLE III.
Of COMPOUND INTEREST
at 4 per Cent.
Years.
Amount of
í Pound.
Preſent
Worth of
i Pound.
Amount of
1 Pound
Annuity.
I
3
4
5
6
7
8
9
13
14
15
16
17
18
19
20
1. Parts. 1. Parts. 1, Parts
1.0400000 0.9615335 1.000.000
1.0816000 0.9245562 2.0400005
1,1248640 0.8889964 3.1216000
1.1698586 0 8543042 4.2464640
1.2166529 0.8219271 5.4163226
1,2653190 0.7903145
6.6329755
1.3159318] 0.7599178 7.8982973
1,368569.1 0.7396901 9.2142263
1.4233118 0.7025866 10.5827953
1.4802443) 0.6755641 12.061071
1.539+540.6495808 13.4863514
1.60 @312 0.6245970 15.0258055
1.56507351710.6c03740 16.6268377
1.7316764 0.5774750 18.2919112
1.8009435 10.5552644 20.023 875
1.87.9312 0.5339081 21.8245311
1 9479005 0.5733732 23.6975124
2.0258165 0.4936281 25.6454129
2. 058492 0.4746424 27:6712294
2.1911231 0.4563869 29.778786
2.2787681 0.4388335 31.9692017
2 3199188 0.4219553 ! 34.2479698
2 454715) 0.4057263 36.6178886
2,5633042 0.39012 14 39.0826241
2 6558363 0.3751168 41.6459083
2.7724698 0.3606892 44.3117415
2.8833635 0.3468165 47.0812144
2.9987033 0.3334774 49.9575835
3.1186515 0.3206514 52,9662863
3.2433975) 0.3083 186 $6.0849377
3 3731334) 0.296 1602 59.3283352
3.5080587 0.2850579 62 7014687
3:6483811 0.2740941 66.2095204
3.7943163 0.2635521 69.8579:42
3.9460890 0.2534154.73.6322248
4 8010255 0 2082890 95 0255157
58411757 0.1711984|121.0293920
7.1066833 0.1407126 (152.667-836
8 6463569 0.1156555 191.1591729
10.51962741 90950604 1237 9906851
23
24
25
26
29
30
31
32
33
34
40
45
50
55
Ddd
TABLE III.
will par-
Years.
za 13:5903253
Of COMPOUND INTEREST
ar 4 per Cent.
Preſent Annuity
Worth of that i Pound
i Pound
Annuity.
chare.
lo Parts. 1. Parts.!
0.9615385 0.0400000
18860947 0.5301960
3.7750910 0.3603485
3.6298952 0.2754900
4.4518223
0.2246271
$.2421369 O, 1907619
7 6.0020547
0.1666096
8
6.7327448 0.1485278
9 7.4353314 0.1344929
10. 8.1108955 0,1232909
8.7604763 0.1142450
9.3850733 0.1065521
13
9.98 56473 0.1001437
14 10.5631223 0.0946689
1511.118,868 0.c899411
16 11:6522449 0.0858200
17 12.1656680 0,0821985
18 19.6592961
0.0789933
19
13.1339385 0.0761385
0.0739817
4.029 1589 0.0712801
14.4511142
0.069 1988
23 14.8568405 0.6673090
24 | 15 2469619 0.0655368
29
15.6220787
0.0040119
2015,9827678 0,0625673
27 16.3295844 0,0612385
28 | 16.6630618
29 16,9837132
0.5688799
17.2920318 0.0578301
31
17,5884921
0.0568553
32 | 17.8735500 0.0559485
18 1476441 0.0551035
34 18.47 11962 0.0543147
38.6640116 0.0535773
40 19.7927721 0.0505235
20.7200378 0.04.82624
21.4821826 0,0465502
21 1086100
0'0452312
0.0600129
30
50
32.6234877 0.0442018
TABLE IV.
of COMPOUND INTEREST
at 5 per Cent.
Years.
Amount of
1 Pound.
Preſent
Worth of
I Pound.
Amount of
1 Pound
Annuity.
2
cow an AWN
12
1. Parts. 1. Parts. 1. Parts.
1.0500000 0.9523809 1.0000000
I.1025000 0.9070294) 2.050cooo
3 1.1576250 o 8638376
o 8638376 3.1525000
4 1.2155063 08127025| 4.3101250
1.2762816 0.7835263 5.52563 12
6
1.3400956) 0.74621541 6.8019128
7 1.4071064 0.7106813 8.1420084
8
1.47745541 0,6768394) 9.5491089
9 1.5513382 0.6446089 11.0265643
1•6288946 0.6139133 12.5778925
1.7103393 0.5846929 14.2067871
17958563) 0.55683741 15.9171255
13 1.8856491 0.5303213) 17.7129818
14 1.9799316 0.5050680 19.5986320
IS 2.0789282 0.4810171 21.5785636
16 21828746 0.4581115| 23.6574918
17 2 2920183 0.4362967 25.8403664
18 204066192 0.4155207) 28.1323847
19 2.5269502 0.3957340 30.5390039
2,6532977) 0.3768895) 33.6659541
2.7859526 0.3589424 35.7192518
2.9252607 0.3418499) 38.5052144
23
3:0715238) 0.3255713 4114304751
e4 3.2251000 0.3100679| 44.5019989
3.38635491 0.2953028) 47.7270988
26 305556727 0.2812407) 51:1134537
27 3 7334563) 0.2678483 54 6691264
28
3.9201291 0.2550939 $8.4025827
29 4:1161356 0 2429463 62.3227119
30
4.3219424 0.2313774| 66.4388474
31
4.53803951 0.2203595 70.7607898
32 4.7649415 0.2098662 75.2988293
33
5.0031885
0.1998727 80.0617708
34 5.2533480 0.1903548| 85.0669593
35 5151601541 0.1812903) 90.3203673
40 7.03998871 0.1420457|120.7997741
45 8.98 50078) 0.1112965|150.7001556
So 11.4674000 0.0372037 209.3479954
55 14.6356309 0.0683264,272.7126179
60 1 18.679185&l 0.0535355|353.5837172
20
25
D d d 2
T A BL E IV.
COMPOUND INTEREST
ar 5 per Cent.
*
. -
Years.
will pur-
:
|
13
Preſept Ainuity
Worth of that 1 Pound
i Pound
Annuity. chale.
1. Parts
I. Parts,
0.9523899 1.0500000
1.8594103 0.537.'049
2.7232480 0:3672086
3.5459505 0.2820118
4.3294767 0.2309748
5.0756921 0.1970175
7
5.7863734 0.1728198
86.4632128 0.1457218
7.1078217 0.14069co
10
7.7217349 0.129 5046
8.3064142
091203889
8.8632516 0.1128254
9.3935730
0.1064557
14
9.8986409 0.1010240
15 10,3796580
0.0963423
36 10.8377695
0.0922699
17 11 2740662 0.088699
18 11,6895869 0.0855462
19 12.0853208 0.0827450
20 12.4622 103 0.0802426
12.8211927 0.0779961
13•7650026
0.0759705
3 13.4885739 0.0741368
24 | 13.7986418 0.0744709
5 14.0939445 0.0709$24
26 14.3751853 0.069 3643
27 14 6430336 0.06829 18
14 8981272 0.067 1225
29 15.1419735
0.0667455
15.3724510 0.630514
15:5928104
0,0641321
15.80267660.6632804
33 | 16.002 5491 00624900
34
16,1929039
0.0617:54
33 16.374.1942 0.0610718
49 117 1590962 0.0582782
45 17.7 40697 0.0562617
18,2559253
0.0547767
53 18.6374720
0.0536669
30
37
50
60
118.9292882
0.0528283
TABLE V.
of COMPOUND INTEREST
at 6 per Cent.
Prefent
Worth of
· Pound.
Amount of
1 Pound.
Amount of
I found
Annuity.
Years.
2
7
14
1. Paris. 1. Part. 1. Parts.
1 0600000 09433962
1.0000000
1.1236000 0.8899964 2.2060000
3 1.1910160 0.8396193 3.1836000
1 2624769 0-7920937) 4.3746016
5 1.33822561 0.7472582 5.6370930
6 14185191 070,96351 6.9751187
1.50363231 0-66505711 8.3938378
8 1,5938481 0.62741241 9.8974681
9 1.6894790 0.59189851 11.4973162
1.7908477 0.5583948 13.1807958
1.8982980 o 5267875) 14.9716435
12 2012196 0.49696941 16.8699420
13
2.1329283 0.4688390 18.8821385
2.2609–39 0.4423010 21.0152667
2.3965582 0.4172650 2322759707
16 2.5402517 0.3936463 25.6725289
17 2.6927728 0.3713644)
0.3713644) 28.2128806
18 2.8543392 0 3503438 30.9056534
19
3 02559951 0.330913933.7599925
3.2071355 0.3118047) 36.7855920
3.399;6351 0.2941554) 39.9927275
3.6035374 0.2775051 43-3922911
23 3.8197497 0.2617973) 46.9958285
24 4.0489346 0.2469786 50.8155782!
4.2918707 0.2329986) 54.8645128
26 4.5493829 0.2198100 59.1563839
4.8223459 0.1073680 63.7057664
5.1116866 0.1956301 68.5281123
29
54183878 0.1845567 73.6397990
6.7434910 6:1741101 79.0581868
6.0881006 0.1642548 89.8016778
6,4533866 0.1549574 90.8897783
33 6.84053 8 0.1461262 97.3431652
34 7.2510252 0.1379115 104.1837550
35
7.6860867 0.1301052 111.43478oz
40 10.2857178 6.0972222 154.7619655
45 13.7646107 c.0726500 212.7435132
50 18.4201 541 0.0542884 290.3359032
55 24.6503214 0.0495674 394. 1720243
60! 32:9876905! 0.0303143 533•1281773
2.2
%5
28
TABLE V.
Of COM POUND INTEREST
at 6 per Cent.
will pur-
Years.
2
6
Fre cnt Annuit;
Viorth of cbat 1 lourd
1 Pound
Annuity.
chale.
1. Parts, 1. Paris.
0.9433962 1 0600000
1.8333916 0.5454369
3
2.6730119
0.3741095
4 3-4651056 0.288595
4.212 638 0.2373964
4.9173244
0:2033626
5.5823815 0.1791350
6 2097939
0.1610359
9
6.8016923
0.1470222
7-3600871 0.1358679
7.8868747 0.1267929
1233838440 0.1192770
8.8526831
0.1129601
9.2949840 0.1070585
15 9.7122491 0.1029027
16
10.158953 0.0989521
27 10.4772597 0.0954448
18 10.8276035
0.0923565
19 11.1581165 010896208
11.4699213 0.0871845
11.7640767 0.08 50045
29 12.0415878 -0.0830456
23 12.3033790
0.0812785
24 12,5503576 0:0796790
250 12,7833562 0.0782345
1310031663 0.0769043
13.2105342 0.0756973
28 13:4061644 00745925
29 13:5907211 00735791
13.7648312 0.0726489
13 9290861 0.0717923
32 14.0840435 0,0710073
33
14.2302297 0.0702729
34 14.3681412 0:0695984
35 14.4982465 0.0689738
40 15.0462969 0.0664615
45 15-4558321
50 15.7618610
0.0674443
55
15 9905430 0.0625370
30
31
601611614277 00618757
y'.
TABLE VI.
of the Decinal Parts of a Pound, &c.
and their Value or Signification.
The reſt of the TAELE.
Decimals. Their value. Decimals,heir Valée.
iste
0031250
o
T
O
0
0
20 1.25
3
O
2 2.35
0
O
O 14
1. s. d.o.
se dog.
1.0002604100 1.043750130 Olo 2
1.000520830 o o 01.04479800 OTO 3
.009781260 o Oo1.0458334710 OTI
1.00104167|0 o 01.046875140
.0020833400 047976810
03.0489584310 O 11 3
004166670 0
i o ogoocooplo
.0052083410
1.0062 500ilo
15
3
P-00729 16800
I 3.2
4
0083333500
5
.009375020
01041660
35
7
.011458360o 2 3 -4
8
.0125000 300 30 45
1.013541701
3 I
5
.014583370
53
orgi 2504|
0o 3 3 6
0 12
0166667110
40.65
13
.017708380 o 4
.7
018750050 o 4.2 75
.0197917210 04 4 3 8
O 16
020833390 o 5o 85 O 17
0218750600
.9
lo 18
.022916730 o 5.2
.95 lo igo
023958400 O $ 3
53.100
0 0 0
oz sooooooo
0260417400 61
TABLE VII.
1.0270834110 62 Sbewing the Value of
.0281250800 6 3
Decimal Parts, a Far.
029166750 20 thing being theInteger.
0302084200 71
Decimals. TheirValue.
.031250090 0 7 2
.032291760.73 1.062500000 000
•033333430 0.80
.983333330 o
•034375100
•035416770 8 2 100000000 oto
.036458410
o 83 ,125000000
•037500110 90 .166666660 000 os
..385417810 9 T
.250000000
00
0395834510 92
040625120 o
- 50000000'o o
93
.04.1665790 10 0 75000oooo
042708460 0 10 1 .999998&co
7
6 o
d.q.
8
0
o
0
ON
*
( 3 )
T
Ann, for three Days, is gs. iod. 30. or the
The Conftru&tion of the TABLES of
SIMPLE INTEREST foregoing.
HE firft four TABLES are of SIMPLE
INTEREST, and thew the Intereſt of
any Sum froin is to loool. Sterling, at
3, 31, 4, and 5!. per Cent, which are the Rates
now moſtly uſed, ſeeing the late Act of Parlia -
went allows not any Sum to exceed 5l. por Coir.
par Ann. Simple Intereſt; but if otherwiſe occafion-
álly required, there are not wanting here a Gene-
al RULE to make the faid Tables in their Ule
and Application) ſerviceable to all other Rates of
Intereſt whatſoever.
In former Editions there were only TABLES
of Simple and Compound Intereſt, calculated at the
Rates of
5
and 6
per Cemi. per Ann. And where
in Simple Interijt there are no Sums againſt chie
Principal, as of 1, 2, &c. Shillings, for 1, 2, sc.
Days, there the Intereſt of ſuch "Principal was
Omitted, because leſs than a Farthing, which is
the leaft Part of Coin uſed in this Kingdom, with
regard to its Value; but in the New TABLES
of this EDITION, there are calculated deci.
mally, the Fraftional Parts of a Farthing; ſeeing
thoſe Parts render the Anſwer to each Queſtion,
abundantly more exad than when otherwile per-
formid,
I have in the Intereſt of Months differ'd from
other TABIES (which make their Monthsa
12th Part of the Year) becauſe our Kalendary
Months are unequal, and three Months in one
Part of the Year, is three Days longer than at
another Time of the Year ; for Infiance, The
Months of Fune, Faly, and iugul are three
Days longer than February, March, and April:
And the Intereſt of 1ocol. at 6 per Com fer
Intereſt of rocol for their twelfth part of
Year ( which is 30.41666, &c. Days ) * 5.
which ſhould they reckon for the Intereſt of Fe-
brvard, when it is not Leap Year, it would be
8 s. too much. And therefore, I have ſo order'd
my TABLE, that take the Intereft when you
please, at any time of the Year, the Interif falls
out right, according to the Time the Money has
been lent; which could never be done where the
Months are even Twelfths of a Year becauſe
the Twelfth of a Year has a Fraction of a Day
in it. But I never knew Intereſt computed for
Parts of Days.
I granty
The Uſe of the Tab.of Simple Intereft. 73
2. Conſider how many entire Kalendar Months
';
I grant, that where Money is lent for a whole
Year, if the Intereſt be paid Monthly or Quar-
terly, &c. the Sum paid at the Year's End may
be right, tho' the Monthly or Quarterly Pay-
ments be otherwiſe than in my Table of Monthly
Intereſt : But the Intereſt of all running Caſh,
where the Principal can be taken up at Pleaſure,
as in the Excbequer, Chamber of London, and in
the Bank of England; I ſay, here all Monthly
and Quarterly Calculations of Intereſt by Mer-
chants, &c. mult be taken as the Intereſt of a
certain Number of Days, and not from the
twelfth or fourth Parts of Years; otherwiſe the
Intereſt will not correſpond with the Time that
the Money has been lent, for the Reaſons afore-
ſaid.
But the TABLES of Simple Intereſt foregoing,
ſerve, whether the Intereſt is to be calculated from
a certain Number of Days, or even twelfth or
fourth Parts of Years, as will appear in
The Uſe of the Tables of Simple
Interet.
Prop. 1.) Admit the Intereft of any Sum be
raquired for any Number of Months and Days
propoſed ; as from a certain Day of one Munth,
to any Day of another Month ; according to the
given Rate in its particular Table.
Rule 1. ] Having found the Intereſt givin, on
the Top of the Table; then,
are centain'd in the Time limited; each of which
Months are ſuppoſed to be 30 Days.
3 Then conſider how many of thoſe Months
have 31 Days in them, and add thoſe odd Days
in the Month you reckon to and from, and then
you are,
4. To find the Intereſt of the Sum given for
the Months, and then for the odd Days leſs than
a Month: And that you may know what Months
contain 31 Days, obſerve that,
Thirty-one Days barh January, March, and May,
July, Auguſt, October, and December :
Each other Month bath 30 Days, I ſay,
Excepting February ( as you may remember );
Wbicb Montb containing Twenty-eight Days time,
Only in Leap. Year, wbên't bas Twenty-nine.
Example 1. ] What is the Intereſt of scol.
from January the 2ift to Oxo'er the 11th follow.
ing, at 56. per Cent, per Ann. Simple •Intereſ?
Antiv. 181.0 5. 3 d. 19.
Бее Explication. )
..
74 The Uſe of the Tab. of Simple Intereft.
Explication.] The entire Months in this Time
are 8, of which there are 4 that have 31 Days,
( by the Account above) and I that has but 28,
which is two lhurt of 30; which two taken from
the four, reft two Days abore 8 Months, of 10
Days each, and that two added to the ten Days
in Jangary, and the eleven in Orcber the Sum
is 8 Months, 23 Days: So the Intereft, by the
Ath Table of 5 per cent. Simple Intereft, appears as
follows:
l.
500l. 8 Mon.
alimentos continuation 16 8 9.1
And for 15 and 8, vizi 23 Days is 1 1.1
6 o
Anſwer 18 0 31
But if there eight Months are reckoned eight
*Twelfths of a Year, according to the Tables in the
Vade-Mecum, and others, this Intereſt is but 17 1.
13 S. 4 d. which is 6 s. 11 d. 19. leſs than juſt;
which may ſerve as a Caution to thoſe that ute the
TABLES of Intereft for Months, that are the
twelfth Part of a Year,
Example 2. ] To know the Simple Intereſt of
876 h, Sterling, commencing the 17th of June,
1739, and ending the gth of January following,
at 3 i per Cent. Anſwer 17 l, 6 s. od. 39. 544
Paris fere.
.
See the Works
13 16
14
2
0 3:544
I d.g.Par.
col, for 6 Mon.
1 3.680
Ditto for 15 & 11 viz, 26 D. I 19. 10 2.720
o for 6 Mon.
I 3.872
Ditto for 26 Days,
3 5 3.538
6 for 6 Mon.
o 3.418
Ditto for 26 Days,
-3 2.116
8761, for 6 Mo. & 26 Days, is 17 6
[&c.
Prop. 2.) When you would find the Intereld of
any Sum for nine Months, fix Months, three
Months, or an even fourth Part of a Year, ác.
cording to the Rate of Intereſt given
Rule. ] Take a fourth Part of the Intereft of
your Principal given for 1 Year, as you have it
in the last Column of each of the four TABLES
of Simple Intereſt: Or if for half a Year you
defire the Intereft , take half the Number ini
that Column again't the Principal given ; but if
your Intereſt is required for three Quarters of a
Year,
o
Sum-27
The intereito
The Uſe of the Tab. of Simple Intereft. 75
Year, then the sum of the Intereſt for the half
Year and Quarter is the deſired Anſwer.
Example 1. ] What is the Simple Intereſt of
gool. 17 s. for one Quarter of a Year, at 31. per
Cent. per Ann. ? Anſwer 61. 155. 1 d. 29. 50
Parts fera.
See the Work,
s. d.g, Parts,
.
Againſt gool, under
27
O 0.00000
1 Year, is
17 s. under 1 Year, is
6 1.91964
0 6 1,91964
I of which is the Anf, viz. 6 15 1 2.47991
A Second Example of this ſhall be to fhew
how to caſt up the Intereſt upon a Mortgage, and
to fate the Account fairly, when the Mortgagee
has received the Rent of the Houſe or Land to
bim mortgaged ; and being much more than the
Intereft due to him, muſt fink the Principal:
Thus,
Example 2. ] If A. lends B. 600 l. at 4 per
Cent, per Ann. to be paid half yearly; for which
B. gives a Mortgage of a Houſe of 50 l, per Ann.
which Rent A. receives half yearly, from March
25, 1737, at which Time the Money was lent;
and at the End of two Years B. pays back the
Mortgagee-Money ; the Queſtion is, What B.
muſt pay A. the Intereſt due to him, and the Rent
he has received, and Money he has diſburſed for
Taxes, Trophy, &c. being conſidered ? Anſw.
5677 135. 10 d.3.
See the Wirk.
1. s. d.q.
The Principal lent March 25,3 600
to Mickaelmas following, is-
7 30
1737, is
12
O
A. diſburſed that half Year as follows
To the Militia
3 40
Trophy
6 o
King's Tax
5 o
0
1
In all paid this half Year -- 5 4 jo o
A. Received half a Year's Rent-250
From which Rent deducting the
Payment 5l. 45. 10d. the
19 15
Remainder is
Eee 2
From
}
2 O
76 The Uſe of the Tab. of Simple lateral.
d. 9
From which 191, 15 s. 2 d. de-
ducting the Intereſt 12 l. 7 s. 77 II O
3d. the Remainder is
Which deducted from the Prin-
cipal bool. the remaining 592 12
Principal is
To whicb Sum the Principal is funk the firſt
balf Tear.
}
}
4 per Cert.
The Intereſt of which 592 l.
124. 1 d. from Micbaelmas
1737, to Lady-Day 1738, at
II 9 10 3
Cext. per Ann-
A. Paid this half Year as follows:
Two Quarter, Paym. 2
of the 2d 4 S. Aid
5
Paid Quit-Rent
3
In all
A. Received half a Year's Rent:
25 oOo
From which deducting the Pay.
ments 57. 33, the Remain. 19 17 00
der is.com
From which 191. 175. deduct-
ing the Int. 11 l. gs. io do
7
3.9. the Remainder is.
Which deducted from the Prin-
cipal 592). 12 s. Id. the re-
maining Principal is.
To wbich Sum the Principal Cool, is Junk the
2d balf Year.
}
8
} 584 411 3
:..
9 00
*
}s a
NY
O
The Intereſt of which Principal
5481. 45. 114. 39. from
Lady-Day 1738, to Micbael 12
mas 1738, at 4 per cent per
Ann. due to A. is
A. diſburſed this balf Year, viz.
Two Quarter Paym. 2
of the 3d 4 s. Aid
Paid Trophy-Morey og som
Train-Bands
3
In all the
5 4
A. Received half a Year's Rent
From which Rent deducting the
Payments 5 l. 45. 6 d. the
19 15 60
Remainder is makina ne shindani
From which 194. 155. 6 d.
deducting the Int. 12% 0 7 149.0
od. the Remainder is
Which deducted from the Prin
cipal 5841. 4 s. 11 d. 39. 576 10 23
the remaining Principal is.
To spbich Sum tbe 6ool. is funik obe z& balf
balfriar.
The
25
}
}
The Ife of the Tab, of Simple Intereft. 77
1. s. d.o.
The Intereſt of which Principal
5761. 10 s. 2 d. 39. from
Michaelmas 1738, to Lady-
3
8
Day 1739, at 4 per Cent. per
Ann, is
A. diſburſed this half Year two
Quarterly Payments of the
5
45. in the Pound-Tax,
A. Received half a Year's Rent
25
From which Rent deducting the
Payments 57. the Remain-
der is
From which 20 1. deducting the
Intereſt in l. 35. 8 d. the 8 16 4 0
Remainder is
Which deducted from the Prin.
cipal 576 l. 10 s. 2 d. 39:
the Remainder is
the }
O
OO
}
20
} 567 13 10 3
Which Sum muſt be paid back to A. the cool.
lent being funk to 567 1. 135. 1od. 39. in two
Year's time, by reaſon the Rent received by A.
exceeded the Intereſt and Diſburſement due to, and
made by him: Which Intereſt is calculated as in
the ſecond Propoſition foregoing, and that Example
will be not a little uſeful to Lawyers, for whom I
have formerly ſtated Accompts of Mortgages in
this Method.
Prop. 3. ] To find the Simple Intereſt of any
Sum, for any Number of Years, according to
the given Rate of 3, 3, 4, 5, &c. per Cent per
Rule.] Find the Intereſt of the Sum given for
one Year (according to the Rate propoſed) in the
jaft Column of the TABLE, under one Year, and
multiply that Sum by the Number of Years for
which
you would know the Intereſt
, and the Pro-
duct is the Anſwer.
Example 1. ] What is the Simple Intereſt of
16981. Sterling for
9 Years, at 5 per cent. per
Ann. ? Anſwer 7641. 2 s.
In the TABLE the Intereſt of
1.
I. d.
ICOO is CO
600 -30
WRECO
8
པ ན པ : ཁ
Total Intereſt for 1 Year
Mult.
4 10
8
-84 18
Years 9
E
Anfier
764 2
o Produ&t.
Example
78 The Ule of the Tab. of Simple Intereſt.
Example 2. ] To know the Simple Intereſt of
1564.1. 16 s. for 27 Years at 4 per Cent, per
AiniinAnſwer 16891, 19s, tod, 19,
9. Par
In the TABLE the Intereſt of
1.
1. d.
ICOO
is
40 0 0.copo
500
0.0000
бо
0.0.3120
4
3
2 1.6203
o 16s.
7 2.7042
8
Tot. Int, for 1 Year 62 11 10 0.6370
X 3 Years.
,
ift Product 187 15 6 1.9110 bis
X9
zd Pr, or Anſw. 1689 19 10 1.1990=27 Years.
Number. 23
4, 5, 6,
Explication. ] In the laſt Example, inſtead of
multiplying at once the Intereſt of one year (Vix,
&zt. 10. 10 di oq. 637 Parts) by the Num.
ber of Years given, (viz. 27) I multiply firft by 3,
and that Product again by 9 ; the 2d or laft Pro
du&t is the Anſwer, becauſe 5 X=24; which
is the Component Parts of the fame. In like
manner, any other Example of this kind may be
icadily performed, Regard being always had to
the Ratio's or Component Parts of the multiplying
Prop. 4. ] To find the Simple Intereſt of any
Sum, by any
the four TABLES foregoing,
for any Time and Rate, as at 2, 21, 3; 372
7, 8, 9, or 10 per cent. por Annem.
Rule. ] Having by the TABLE found the In-
tereſt of your Sum at any Rate propoſed, as for In-
Jarce at 4 per Cent,
per Annum, for the Time re-
quired, as taught before, then proceed according
to che particular Dirillions following. And,
1. For 2 per cent Take half the Intereſt of 4
per Cent, when found.
2. For 24 per Cent. Tuke half the Intereſt of 4
per Cent, as before, to which add i Fourth of the
Jaid Half, the Sum is the defired Anſwer.
3. For 3 per Cent. Take half the Intereſt of
*** Cent, to which add 1 Half of the ſaid Hull
the Sum is the Anſwer : Or the Simple Intereſt of
any Sum may be found for the ſaid Rate by the iit
Table foregoing.
wanneer
4. For 31 per Cert. Find the Intereſt of 3
per Cent, as before, to which add 1 Sixth of its
Self; the Sum is the Anjaver fought : ;
Or
tbe
Ít. For 10 per cena
The Uſe of the Tab. of Simple Intereft. 79
Simple Intereſt for any Sum may be found for 3 I
per Cent. by the 2d Table foregoing.
5. For 4 per Cent. Unto the Intereſt of 3 ]
per Cent. add i Seventh Part thereof: Or unto
the Interet of 3 per Cent. add i Third Part therc-
of; their Anjwers will be equal, and each of them
agreeable to that of 4 per Cent. found by the 3d
Table foregoing
6. For 5 per Cent. To the Simple Intereſt of
4 per Gent, add 1 Fourth of itſelf, the Sum will
be equal to that of 5 per Cent, found by the 4th
Table foregoing.
7. For 6 per Cent.
Cent. Double that of 3 per Cent,
Or having found the Intereſt at 5 per cent, add
unto the ſame i Fifth Part thereof : Or unto that
of 4 per Cent, add i hali thercof; their Sums will
be equal unto one another, and each of them the
true Anſwer.
8. For 7 per Cent. Unto the Intereſt of 6 per
Cent, add i fixth Part thereof. Or unto the In-
tereft of 4 per Cent, add that of 3 per Cent. ; their
Sumns will exhibit the ſame Anſwer.
9. For 8 per Cent. Take the Double of 4 per
Cent. or unto that of 6 per Cent, add one third
Part thereof; their Anſwers will be equal,
10. Por 9 per Cent. Take the Triple of 3 per
Cent. or ſet it down thrice and add it. Or to the
Intereſt of 6 per Cent. add i half thereof; their
Anſwers will be equal.
per Cent, or add it to itſelf. Or the Anſwer at
Io per Cent, may be found by taking i fourth
Part of that of 8 per Cent. and adding them toge-
ther. Hence it is, that the Simple Intereſt for any
given Principal and Time, being found by any of
the preceding Tables, according to the given Rate :
the fame may be readily converted or changed into
any other Rate of Intereſt whatever, by ſome one
or more of the preceding DireEtions, Regard being
always had to their Proportional Parts.
Example.] What is the Simple Intereſt of 3650 1.
Sterling for 6 Years, at 2, 2, 3. 33, 4, 5, 6, 7,
8, 9, and at vo per Cent, per Annum?
wi
nem bi
See
So I be Use of the Tab. of Simple Intereft.
d. q. Pisi
}
per Ceni. is
per Cent.
657
5 per cent, com to be diſcounted
See the Work
li$.
By the Table the
Intereſt of
3650 1. for 1 Year at 4 146 0
0 0.260
4 per Conf, 6 Years, is 876 0 0 1.560
2 per cent.
4380 0.789
interesante consente 537 10 0 0.193
per
.
O 1.170
3 per cent.
una 766 10 O 1.350
1095
O 1.950
per Cent,
0 2.340
1533
2.730
8 per Cent.
1752
03.120"
9 per Cent.
I
1971 0 3.510
To per Cent.
0 3.900
Prop. 5. ] To find the Discount of any
Sum, paid at any time before due.
Rule.] Find the Intereſt of your Sum for the
Time it wants of being due; which Intereſt being
deducted from the Principal, leaves the Money to
be paid preſently, as commonly practiſed by Tra-
ders.
Examples ] What is the Sum to be paid pre-
fently, fuppofing I have 961, to pay at the End
at the Rate
whereof ? Anfw. 921. 8 s. 11 d. 39.
Particular de mers at
0
5 per cent
1314
7 per Cent,
0
2190
Sce the Work
d.g.
3 11
By the Table the Intereſt of 961.7
for 9 Mon, at s per Cent, is
Which deduct froin the Prin.
cipal
The Sum to be paid preſently, is----22
8 11
1
Put the preciſe Difesunt, or Sum paid preſently,
is calculated thus
As 100l, and its Intereſt for 9 Months, wizi
1031. 55104 Parts:
Is in Proportion to 100 l.
So is 967. the Principal given:
To gal. 145. id. 39. 5936 Parts, the Sum
to be paid prelently.
So tbat by the ift Way, I pay him ss. 2d.
and the Reaſon of that is, becauſe I re-
ceive 3% 11% od. 19. the Diſcoung Money
ſhort;
5
prefently,
The Uſe of the Tab. of Simple Intereft. Et
preſently, but ſhould only receive it at the End
of 9 Months, for paying the Remainder pue-
ſently; ſo that the Intereſt of 36 II s. od. ro.
9 Months, will very near make up 921. 85. 111,
39. the true Diſcount gz l. 145. id. 39. Bot
Merchants and Traders do generally deduct the
Intereft preſently, for the preſent Payment of the
Remainder of the Money due, and do not accord-
ing to the 2d Method of Diſcounting, tho' mort
genuine.
But feeing the Simple Intereſt of any given
Sum for any Time, is more than the Diſcount for
that Sum and Time, and that one Day's Diſcount
at the Beginning of the Year, is more than at
the Middle or End, therefore, for the greater
Exaétneſs, as well as Accuracy, I fall briefly thew
the Praxtitioner, how he may ( by the two Al.
gebracial Canons or Rules following) find the pre-
fent Worth and Diſcount of any Sum propoſed,
with the feweſt Figures, and leaſt Trouble ima-
ginable.
Rule 1. ] For the Preſent Worth ; Multiply the
Days in a Year, the Principal given, and 1007. in
each other for a Dividend ; and add the Product
of 365 by 100, to the Produ£t of the Days given
multiplied by the Rate, and the Sum is the Divi.
fur; So the Quote ariſing is the Anſwer,
Rule 2.] For the Diſcount or Rebate; Multiply
the Rate in the Principal given, and that in the
Days given, the laſt Produ&t is your Dividend :
Then the Product of 365 Days by Too, being ad-
ded to the Product of the Days in the given Time
multiplied by the Rate, their Sum is the Diviſor;
by which the ſaid Dividend is to be divided, in
order to the deſired Anſwer, die
Explication. ) Firſt, In the laſt Example 365
Days being multiplied by 100 l, the Produkt is
36500; which being multiplied again by 96 7. the
given Principal, the 2d Produkt is 3004000 for
Dividend : Again, the Produ£l of 365 by 100,
make likewiſe 36500, which being added to the
Product of 279 Ďays by 5 the Rare ( viç, 1350 )
their Sum is 378 50 for Divifor ; whoſe Quorien:
&c.
921. 11 . 6
is
the Preſent Wortb fought for Anſwer,
Secondly, For the Rebate or Diſcount ; 96
Principal being multiplied by the Rate 5 l the
Produ&t is 480, which being again multiplied by
270, the Number of Days in 9
9 Kalender Months,
the 2d Produ&t is 129600 for Dividend : Then
365 being multiplied by 100, the Produft is 36500
as before, which being added' to the Produ&t of
270 Days by 5 the Rate ( viz, 1350 ) their San
3
Fff
13
82 The Defc. of the Tab. of Comp. Intereft-
2404 Parts
is 37850 for Diviſor; whoſe Quotient ( viz. 31
31. 8s. 5 d. 39. ) is the Dif-
count or Anſwer fought.
Prop, 6.) To calculate any of the Nuinders in
the TABLÉS of Simple Interest: As firt for the
Numbers in the Column under 1 Year, on
Rule] This may be performn'd diverſe Ways ;
but none ſeem more rational and accurate, than
that of Analogy. Fer"Infiance :
1. Prin. 1.
As 100: 1 to 5:So is soo: To 25, for Anfra.
which 25 1. is the Intereft of sool. Principal, at
*5 per cent. per Ann. But the Numbers in the reſt
of the Columns are calculated by the Rule of double
Direct Proportion. Thus to find the Simple In-
Gereft of zol, at 4 per cent. per Ann for 7 Kvender
Months, or 210 Days, each Month containing 30
Days.
1. Prin. 1. Int. 1. Prin. 1. Int.
11, As 100 Is to 4 :: So is 30
4 : To 1.20.
So that I I. s. is the Intereſt of 30 1. for 1 Year
at 4 per Cent. And is il. 45, by the Decimal
Table, whoſe Uſe comes afterwards. Then,
D. l. Int. Parts.
adly, As 365 : 1.20 :: 210 : 0.69041, &c,
136. gd. . q. 886 pts, which 69041, &c. 4.
by the Decimal Table, is 13$. 9 d. 39. fere.
And is the Fabular Number in the 38 TABLE of
Simple Intereft foregoing; under 7 Months, againſt
304 Principal. But I calculated the foregoing
Table, as well as others of the fame kind, by find
ing the exact Decimal for the Intereſt of il, for i
Day at 4 per Cent, and conſequently from 1s, to a
Pound Sterling ; and ſo from thence, by a conti-
nual Addition, until the whole Column was accom-
pliſhed. In like manner, the reſt of the other
Tables of Simple Intereſt are thus decimally per
formed, and render'd fo conſpicuouſly plain
and
exact, that the READER may ſee their Values or-
derly inſerted in Pounds, Shillings, Pence, Fare
things, and the Decimal Parts of a Fartbing.
The Defcription of the TABLES of Com-
pound Intereft.
The TARLLS of Compound Intereßt are allo
newly calculated unto 7 Decimal Places, with all
imaginable Exadneſs and Accuracy as well as
Varlety,
The Uſe of the Tab. of Comp. Intereſt, 83
Variety, ſeeing they conſiſt of five various kinds
of Rates now in Uſe, viz, at 3, 3, 4, 5, and
6 per Cent. Compound Intereſt, each of them cop
taining fix Columns ; the it whereof on the left
Hand being common to all the reſt, by Shewing
iſt the Term or Number of Years, from 1 to 60
incluſively, wherein you may readily diſcover the
exact Time that the Principal
, Annuity, &c, is to
continue in Uſe.
The Second Column from the left Hand to the
right doth immediately ſucceed that of Years, and
thews the Amount of 1 l. being forborn any Num-
ber of the Years mentioned.
The Third Column orderly ſucceeding that of
Years, from the left Hand to the right, thews
what i l. due at the end of Number of Years
(in the ſaid Column of Years) yet to come, is worth
in preſent Money.
The Fourth Golumn from the left Hand fhews
orderly the Amount of ul. Annuity, when the
fame is foreborn any Number of the Years in the
Column of Years.
The Fifth Column, orderly ſucceeding the ift
or that of Years, thews the preſent Worth of i
Annuity, when the Annuity is to contiuue any
Number of Years, as in the ſaid Column of Years,
The Sixth and laft Column, from the left
Hand to the right, thews the Annuity that i l.
will purchaſe, to continue any Number of thoſe
Years in the ſaid ift Column towards the Icft
Hand mentioned. All which Sums of Money are
expreſs'd in Pounds and Decimal Parts, extended
unto 7 Places or Figures for greater Exactneſs,
and not in Pounds, Shillings, and Pence, becauſe
they are to be multiplied by the Principal given;
and to expreſs the ſame to a Farthing, would not
be near enough the Truth, becauſe, if a Quarter -
of a Farthing ſhould be omitted, that multiplied
by sool, amounts to 21. 7 8. od. 29. which
would be loft, but the multiplying theſe Decimals,
and valuing the ſame by the Decimal-Table, are
not only exact, but very eaſy ; as will appear to
any one that underſtands but Multiplication of
whole Numbers.
The Uſe of the Tables of Compound
Intereſt.
Prop. 7. ] To find the Amount of
find the Amount of any Sum
(according to the Rate given) being foreborn any
Number of Years.
Rule.) Find the proper Table that contains
the given Rate on its Top, and under the Amount
Fff 2
84. The Uſe of the Tab. of Comp. Intereft,
you will find
Principal, being for born 45 Years, at 3 per
( after the cutting off by a Point or Comma 7
againſt the Number of years propoed,
plied by the given Principal, the Product ( after
Places are ſeparated from the right Hand to the
left by a Poinț or Comma ) ſhews in Pounds and
Dcimal Parts the deſired Anſwer' ct Ancunt, in
Mich manner, that the Figure or Figures on the
left Hand of the Point or Comma, are ſo many
Pounds, and thoſe of the right Hand are the Deci-
mal Parts or Fration of a Pound, to be valued by
the Dacimal-Table foregoing.
Example 1. ] What is the amount of 37.!.
Sterling's being forborn 35 Years, at the R. te or
3 per Cent, per Ann. Compound Intereſt ? Anſwer
2441, 806oz Parts, &c. valued
244% 166,
Explication.] In the 1ſt Table of Compound
Intereſt at 3 per Cint. per Ann, and in the 2d
Column, under the Amount of il. and againſt 35
Years, is found 2 1. 8138624 Parts; which being
multiplied by 871, the given Principal, the Pro-
duét (after, Decimals are cut off by a Point or
Comma ) is 2441. 8060288 Parts which is
2411 806 Parts (3 Places next the whole Num-
ber being fufficient to value ) is by the Decimal.
Table, or the Rule of Inſpection, only found to
be 244 l. 16 s. I.do 2 9.
ferè, for the Amount
ſought.
Example 1. ] To know the Amerzse of siz
Cut, per Ann. Compound Intereſt ? Anſwer 2407 1.
6037 Parts, valued 2407 1. 12 5. od. 39. +.
Prop. 8. ] To find the Preſent Worth of any
fram, due at the End of any Number of Years to
come, at any Rate of Compound Intereſt given.
Röle. ] Having found in the TABLE of Com.
pound Intercft the given Rate, Look therein
againſt the Number of Years propoſed, and under
ube Prefame Wortb or if you will find a certain
Number; which being multiplied by the given
Sum, due fo
many Years hence, the Prodaet
Figures as before ) is the Number of Pounds and
Decimal Parts of a Pound that must be paid pre-
fently.
Example 1. ) What is the Preſent Worth
Wortb of
16o 1: due 30 Years hence, at the Rare of 3
per Conr. per Ann, Compound Intereji Anſwer
28 1. 6485760 Parts, or 28 1. 125. ud. 2 qout
Explication. ] In the ad TABLE of Compound
Intereſt, wboſe Rate is 3 per Cent, and under
the Preſent Worth,
of nl. and againit so Years,
is the Number of 1790536 ; which being multi-
po plied
Ibe Uſe of the Tab. of Comp. Interef, 8;
:13
plied by 1601, the given Sum, the Produkt, cut-
ting off 7 Figures, is 28 /. 6485760 Parts, or
281. 12.$. 11 d. 29.-Lo be paid preſently.****
Example 2. ] To know the Preſent Worth of
960 1. Sterling, due 55 Years hence, at the Rato
of 3 per Cenf. per Ann. Compound Interest ? An-
lwer 211, 0292800 Parts, or zilo
o s. 7d.
Prop. 9. ) To find the Amount of an Annuity,
yearly Renț or Penſion, to continue any Number
of Years at any Rate of Compound Intereſt given.
Rule.) The Rate of Intereſt given, being found
on the top of the
TARLE, and against the Num-
ber of Years propoſed, under the Amount of it.
Annuity, you will find a certain Number, which
being multiplied by the Annual Rent, Penſion, or
Annuity given, the Produkt (after the 7 Decimal
Places are cut off from the right Hand, by a Point
or Comma, as before) is the Amount of that An-
nuity ſought.
Example 1. ) An Annuity, Yearly Rent, or
Penſion of sol. is forborn 31 Years; What is the
Improvement, Compound Intereſt being allow'd the
the Owner at 5 per cent. per Annum ? Anſwer
3538 4. 0394900 Pts. or 35381. os. 9 d. 29. ferè.
Explication.] In the 4th TABLE of Compound
Interef, bearing the Title of 5 per Cent, under the
Aruount of il. Annuity, and againſt 31 Years,
you have the Number of 70.7607898; which
being multiplied by 50 l. the Yearly Rent or Pen-
fion given, the Product, cutting off 7 Decimal
Places as before, is 3538 1. 0394900
Prs. or 35387.
0 s. 9 d. 29. ferè; which is the Sum that the
Owner is to receive at the End of 31 Years for
his 50 l. Annuity.
Expmple 2. 1 Admit an Annuity of 20 1. per
Ann, is forborn 7 Years; What will then be due
at 6 per Cent, Compound Intereſt ? Anſwer 167 1.
.8767560 Parts, or 1671. 17's. 6 d. 2 9. ferè.
Prop. 1o.) To find the Preſent Worth of an An.
muity, to continue any Number of Years, at any
Rate of Compound Intereſit.
Rule. ] Having found on the Top of the Ta-
BLE the given
given Rate of Intereſt, then againſt the
Number of Years propoſed, and under the Preſent
Worth of il. Annuity, you will find a certain
Number, which being multiplied by the given
Annuity, the Produët ( cutting off the 7 Decimal
Places as before directed) is the Preſent Worth of
that Annuity.
Example 1. ] An Annual Rent of 365 1. paid
yearly, and to continue 12 Years, is to be ſolå før
5 per Cent.
preſent Money; what is it warth, at
Compound Intereft? Anſwer 3235 1. 0868340 Prs.
or 32351. 15. 8 d. 39.7.
Explication.]
26 The Uſe of ibe Tabi of Comp. Intereft.
As above,
Explicabon. 1 In the 4th TABLE of Compound
Intereft, whoſe Rate is at 5 per Cent. you will find
under the Preſent Worth of il. Annuity, and a.
gainit 18 Years, the Number of 8 l. 8632516
Parts, Avhich being multiplied by 365 1. tbe An
Hol Kent, the Product after the 7 Decimola are
cut off by a Pojut or Comma) is 3235 1. 0868340
Paris, or 32351. 15, 8 d. 39. + for the Preſent
Worth, as
Example 2. ] What is the Preſent Worth of a
1 caſe of Amuity of 25 l. per Annun, to continue
20 Years at 3, per Cent. Compound Intereſt? An-
{wer 667 4. 4492525, or 3671. 8 s. 11 d. 39-fm
Prop. It] To find what Annuity, to continue
ay Number of years, any Sum of Money will
jurchaſe, at any Kate of Compound Interef giọn.
Rule ] Find the proper TABLE that contains
the given Rate; then againſt the Number of Years
propoſed, and under the Annuity that 11. will
purchiale, we will find a certain Number, which
being multiplied by the given Sum, the Produs?
(after the 7 Decimal Places are ſeparated or cat
of by a Point or Comma, as before direded ) is
the Atmuity that must be purchaſed by the faid
Esample 1. ) What Annuity will bool pura
chafe for 25 Years Continuance, at the Rate of
6-ferm per Annuity Compound Intereft ? An,
Iwer 46), 0407 Parts, or 461. 18 s. 9 d. 39.
Explication. ] In the oth TABLE of Compound
Intereſt, under the Annuity that I l. will purchaſe,
and againt 45 Years, is the Number of .0782345.
wbich being multiplied by 600l. the given Su$7
the Produ£t (after 7 Decimal Places are ſeparated
or cut off from the right Hand
by a Point or Com
ma) is 467. 9407000 Parts, or 46.1. 18:59 d.
3.9. for the Annuity ſought.
Example 2.) To find that Annuity which
56941. will purchaſe, for 50 Years Continuance,
at the Rate of 3 per Cent, per Ann. Compound In-
tereft? Abfwer 2211..2995876 Parts, or 221%.
5 S.
ud. 39.+
Prop. 12.) To calculate any of the NUMBERS
in Compound Intereft.
Rule. ] This Propoſition is rationally and accu-
rately perform'd by Andlogy : For as the Num-
bers in the 2d Column are only the Series of a
Geonetrical Progreſſion, gradually increaſing, aç-
cording to the Number of Terms or Years given,
fo may they be orderly found, by multiplying
continually the ift Numb, or 4th Term of the ift
Analogy, by the Ratio or Common Factor, by
which the Terms are thus increaſed ; ibat is, for
3 3, 34, 5, 6, &c. per Cent, their particular
Rares
To make the Tables of Comp. Intereft. 87
Rates or Common Factors, are orderly 1.03, 1.035,
1.04, 1.05, 1.06, &c. which are the particular
Ratio's or Faćłors for the Intereſt of 1 l. according
to the given Rate by which the
preceding Number
is thus continually to be increaſed or decreaſed, the
former by one common Multiplier, and the latter
by one common Diviſor, as in the 2d and 3d Co-
lumns following
1. For the Column next that of Years, the three
firf Numbers, at 5 per cent. are calculated
...
thns in
1.
iſt, As 1oo : to 105 : : fo 1: to 1.05: ift No.
2d. As 100 : to 105 :: for.05 : tợ 1.1025 : 2d No.
3d.
As 100; 105:: 1.102, ? T.15762
1.157625 : 30N.& c.
2. For the next Column but one to that of Tears.
1.
ift, As 105: to 100,: fo 1 to 952380g: ift No.
2d. As 105: 100 :: 29523809 :.9070294 : 2d No.
3d. As 105: 100::.9970294 :.8636376:34N.SC.
3. For the third Column from that of Years.
1. The it No. is always 1.1
2. The Second is the Sum of the ift Numbers,
in the iſt and 3d Columns.
33. The Third is the Sum of the 2d Numbers,
in the aft and 3d Columns, &c.
4. For calculating the fourth Column from that
of Years.
1. The ift No, in the 2d Column, is the ift in
the 4th Column.
2. The 2d Ne, in the 2d Column, and the ift in
the 4th, is the 2d in the 4th Column. daw
3. The 3d No. in the ad Column, and the ad
in the 4th, is the 3d in the 4th Column,
en este celor
S. For calculating the 5th and laſt Column from
that of Years,
Divide a Unit by any of the Numbers in the
fourth Column, and the Quotient is the reſpective
Number in the fifth Column.
ft. The firf Number in this Column is the ſame
with the firft in the aft Column.) Int.
2. As 1.8594103: 1:11: to .5378049 : 2d No,
3. As 2.7232480 ; 13:1; to .3672086 : 38 No.
And
$ The Uſe of We Dečinial Telen
And by theſe Dire&tions and Examples, any one
who can but do the Rule of Proportion, may with
Eaſe enlarge the foregoing TABLES of Con pound
Intereſt, or calculate New Ones at so per Cut, or
any other Rate of Interes.
The Uſe of the DECIMAL TABLES:
try
TAB. VI.
Prop. 1. ] To find the Decimal anſwerirg any
fractional Part of Coin..
Rule.] Having found ( in the ift Table above)
the Decimal Parts for the Pence and Farthings
given, let them be exactly placed under the Deri
cimur Parts equivalent to the Shillings given their
Sum is the compleat Decimal
ſoughr.
Example 1. ] Let it be required to find the De
cimal Parts equivalent to 1956.74.39%
By the a& Table, $ 19 Shillings, is
.95
aog219176
2.7d. 39. is
The Daimal of 1gos. 7 d. 39. is
198229196
Example 2.) What is the Decimal anſwering to
137. 11d. 19. a Pound Sterling being the Integer ?
Anſwer 69687514.
Prop. 2. ) Any Decimal Fraction of
Coin, &c.
being given, to-find the Value thereof.
Rule.] This being the Converſe of the ift Pro-
poſition; and as ſuch inay be readily effected, by
finding in the ſaid TABLE, 1ſt, the given Deci.
mal for the Sbillings fought, and then, 2dly, the
given Decimal for the Pence and Fartbings delired;
and over againſt each of them, reſpectively, you
will find in the ad Column their particular Values ;
whoſe Sum is the compleat Value, or "Anfaver
fought.
Example 1.) What is the Value of 0.98229176
Parts, being the Decimal Parts of a Pound Ster
ling? Anſwer 19 s. 7 d. 39.
By the IA Table, Ş 0.9 sunt form is 19
1. Parts.
0.95
is
1900
0.03239176 is---1073
The Value of 0.98229196.is19 173
1014928.121
Explications)
The Use of the Decimal Tables. 89
, **
or above 40.
Explication,] Firſt, in the Column of Decimal
Parts I find 95, which is the neareſt Number to
98, the 1ſt two Places in the Decimal Fraction
giver, whore Value is 19 s. 2dly, I fubftract 95
out of 98, and find the Difference to be .03 ;
which being placed before the other Decimal Places
given, (viz. 229176 ) make .03229176, whole
Value in the 2d Column is found to be 7 d. 39.
Hence the compleat Value is 19.5., d. 39. tor
Anſwer, as above. In like manner may any
other Decimal Fraction given, be ready valued
by the ſaid Table, without any. Defect; and what
Figures are Overplus in the ſaid Voluation, may be
omitted or neglected as uſeleſs, ſeeing the Parts
of Coin in a Pound Sterling cannot always be ex-
actly expreſs'd decimally, tho' infinitely near the
Truth; yet will never come up to it, becauſe ſe.
veral of the Fractional Parts are Numbers incom-
menſurable.
To value the Decimal Parts of a Pound Sterling
by Inſpection only.
Rule.] When you are required to value the De.
cimal Parts of a Pound Sterling by Inſpection ; Let
the ift Figure on the Left-hand of the Decimal be
doubled for the Shillings fought ; and if the 2d
Figure is, or exceed 5, then add one more to the
Number of Shillings; the 2d Figure (if under 5)
or its Exceſs ( if above 5 ) joined with the 3d,
make ſo many Farthings; only deduct 1, if they
amount to 25, or be above 13; or 2, if near 50,
Example 2. ] Admit 0.792852 1. is the Decia
mal Parts of a Pound Sterling ; to know their
Value by Inſpection only ? Anſw. 155. 10d, 19.X.
TAB. VII. Explain'd.
1
The Uſe of this TABLE appears in finding
readily the Value of certain Decimals anſwering
to the parts of a Farthing, eſpecially thoſe that
are moſt confiderable, viz. 15 Th. To
}, }, į, , and & ; where, in the ill co-
lumn on the Left hand, you will find the Decimal
Parts equivalent; and oppoſite to it, in the 2d.
Column on the Right, you will find the Value of
the ſaid Decimal expreſs'd in a Vulgar Fraction, as
above : Therefore, in valuing the Fractional Parts
of a Farthing, in Simple Intereſt, decimally ex-
prefred, you are to obſerve, that whatever Num-
ber in the Table it approacheth neareſt unto, ſo
many Parts of a Faribing appears, by the ſaid
Table, to be the Value ; which is ſo evident, that
there needs no Example.
N. B.
::
G&
90 The Uſe of the Decimal Tables.
N. B. When the Decimal Parts of a Farthing,
bappen to be fo large, as to bave the Figure
9, with any orbers ſucceeding it; then, in
fuch Cafe, Unity, or r Farthing, may be care
ried to the Place of Farthings, ſeeing tboje
Decimals want ſo little of an Integer.
Tbe APPLICAT 10 N.
܀
The Ule of the TABLES abovefaid will mania
feftly appear, in all EXAMPLES of Simple and
Compound Intereft, where Decimals are uſed, in
order to a more true and exact Voluation,
4
A
A TABLE of the Contents of
the SUPPLEMENT,
newly augmented, &c.
N. B. The Particulars, which are noted with an
Aſteriſm (viz, thus, *) are newly calculated
and added.
MOUNT of any Sum, how to calculate,
,
pag. 87
ib.
11!!!
80
Amount of an Annuity, bow to find
85
Annuity, the Purchaſe thereof
Compound Intereſt, what
Creditor, what
ib
Copybold Efate, wbat
ib.
Compound Intereſt Tables, how calculated, at
the ſeveral Rates of 3, 3, 4, 5, and 6 per
Cent per Ann, as well as any orber Rates of
Intereſt whatſoever
86, &c.
Tbe Uſe of the ſeveral Columns tberein,
83, &c.
A Deſcription thereof
ib.
Debtor, what
3
Diſcount of Intereſt, bow calculated
* Decimal Table, newly calculated, with the Uſe
thereof
88
Fee-Simple Eſtate, what
Interef Simple and Compound, what
ib.
Intereſt, High and Low, the Conſequence ib.
* Intereſt Simple for Days or Months of 30 Days,
bow to find by Tables I, II, III, and IV
according to the ſeveral Rates of Intereſt given
* Intereft Simple for Months, or Twelfth Parts
of a Year, how to find
* Intereſt Simple for any Number of Years afligned,
bow to find
78
* Intereſt Simple at 3, 37, 4, and s 1. per Cent.
per Annum, bow to find by tbe laft Tables a-
boveſcid
Mortgages and Mortgagees, what
3
Months, bow to keep in Mind the Days in cacb 73
Money lent on Mortgage, an Example thereof 75
Principal Money, what
3
Pawn and Pawn-brokers, wbat
ib.
Purchace of Eſtates, at what Value
Principal funk by the Mortgagee's receiving the
Rent, how to make up an Account in ſuch Cafe
7
* Preſent
4, &c.
73, &c.
73, &c.
75
The Contents.
&c.
* Preſet Worth of any Sum for Compound Inte.
rel, ar any of rbe Rates aforeſaid now in UE,
any Number of Years bence, kow found the
Preſent Worth of an Annuity, according to Com-
pound Intereſt, to continue any Number of years,
bow to find
85
Purchaſe of Annuities, according to Compound
,
86
Rate of Intereft, war
Rates in ſeveral Countries
Renewing Lives, when they fall
* Rates of Simple Intereſt (not in tbe Tables) bow
10 End by tbem the Intereſt
for any Sum weat-
ſoever, at the Rates of 2, 2, 3, 3, 4, 5,
6, 7, 8, 9, and 10 l. per Cent, per Ann. 78
Simple Intereſt, what
Simple Intereſ Tables, bow to calculate
them for
any Sum and Rate aſſigned
82
I ables of Simple Intereſt explained
Tables of Compound Intereſt explained
* Tables of ditto, bow to calculate them 87, &c.
Tables of the ſame, bow they may be enlarged
88, &c.
Tenant ar Will, wobat
Tenant for Life, wbat
ib.
Uſe of Money, wbat, and wby ſo called
3
*Ufo of rbe Tables of Simple Intereſt
73
Uſe of them in Diſcount
80
Efe of rbe Table of Coinpound Interet 83, &
c.
4
F IN IS
UNIVERSITY OF MICHIGAN
X Powe
3:QUEROS PENINSULAM AMONAM
CIRCUMSPICE
3 9015 06721 9181
ARTES
SCIENT
.
VERITAS
LIBRARY
UNIVERSITY OF M.
w
IN
TIEBOR
.
1507
B