New recreations or A rare and exquisite invention, for the exercising of acute wits, and industrious dispositions. Replenished with mysteries, secrets, and rarities, both arithmeticall and mathematicall. Whereby any one of mean capacitie, may readily and infallibly finde out the Christian names of men and women, their titles of honour, ages, offices, trades or callings of life, places of birth, houses of residence appertaining to scholars, either in the Universities of Oxford or Cambridge, or the inns of court and chauncerie. ... By Nich. Hunt, Mr of arts[.]

Author: Hunt, Nicolas, 1596-1648.2016-02

NEW RECREATIONS OR A Rare and Exquisite Invention, for the exercising of acute Wits, and industrious dispositions.

Replenished with Mysteries, Secrets, and Rarities, both Arithmeticall and Mathematicall.

Whereby any one of mean capacitie, may readily and infallibly finde out the Christian Names of Men and Women, their Titles of Honour, Ages, Offices, Trades or Callings of life, Places of Birth, Houses of Residence appertaining to Scholars, either in the Universities of Oxford or Cambridge, or the Inns of Court and Chauncerie.

With many other things both pleasa [...] and profitable, newly added.

By NICH. HUNT, M^r of Arts

LONDON, Printed by J. M. for Luke Fawn, at the Parrot in Pauls Church-yard. 1651.

[Page]

NOSCE · TEIPSUM

Thomas Isted of the Middle Temple Esquire

[Page]

TO THE Courteous Peruser Of Our New Recreations.

THere being not more men then minds, humours, and delights; every one having his judgment agreeable to his fancy; it is not to be wondred, that some should be legentes, & negligentes, Readers and slighters of these Recrea [...]ions; some commending one thing, [...]ome another:

Est operae precium tota tellure peritos
Offendisse duos, quorum mens consona lauder,
Atque affirmet idem.

It is a work worthy the labour, to find [...]ut two men within this vast and spaci [...]us Globe of the Earth, which may [...]hink and speak the same things. Notwithstanding [Page] the Author considerin [...] with himself how the world havin [...] surfeited (usque ad nauseam) even o [...] the abundance of Angels food, to th [...] slighting, not only of the hony and hony comb, but of Marrow, and Manna, th [...] Cornucopia and plenty of divine Wr [...] tings: and how the most, taking ple [...] sure in vain Pamphlets, Poesies, Pla [...] books, and the like, (O saecula tricis d [...] dita plebeis, insanâ agitata phrenesi [...] have not only dulled many sharp wit [...] but diverted hard Students from the goodly purposes; therefore at some v [...] cant minutes, he strained his Inventio [...] to the accomplishing of that whi [...] herein for a Novelty is offered a [...] tendered unto thee. It is not for hims [...] that thus far he waded into the dep [...] of hidden Curiosities, but for thy sa [...] (Courteous Reader,) that he might these New and pleasant Recreatio [...] take up some of thy vacant hours, al [...] nate thy thoughts from vanities meer [...] [Page] sinful, or sports that by accident prove snares and evil; and to afford Lords and Ladies, Gentlemen, Gentlewomen, and young Schollars, as new Experiments, so matters of merriment and contentment. It hath been observed by the Poet, that ‘Omne tulit punctum qui miscuit utile dulci.’ The prick and praise is gained from all by mixing things pleasing with profitable. The Author having been carefull of both, this Work may happily be courteously entertained by some, and find demerited commendation. How ever, if Industry meet with Ingenuity, he cannot (I hope) be much condemned. The variation of the sixty Numbers in the twenty one Pages, marked with the Letters of the Alphabet, have not been less then one and twenty times sixty, viz. 1260 times varyed, wherein may appear some pains, and patience in pursuing the transposition without [Page] wearisomness, wherein the Author hath endeavored, [...], (according to the Proverb) to make somewhat of nothing, much of little.

Huc, huc pervigiles curae, assiduique labores contendunt.—

Having bent his study and assiduity to level at this mark, if he strike the white, and declare the truth in all things; ‘Huc quaeso, Nardine, oculos, huc dirige mentem.’

Afford the same I pray thee, the aspect of a sweet and favorable countenance. So Farewell.

Thine, whiles he is his own, NICHOLAS HUNT.

[Page]

A general Explanation of the use of the several Chapters in the first Book.

WHen you would find out any Conclusion grounded on the former Chapters, as to know what King was thought upon in your minde, have recourse unto the first Chapter. To tell any Nobleman, Knight-Baronet, or Knight his name, and title of honour, then the party must be referred to the second Chapter: so of all other Experiments. What is said of the use of one Chapter, must be understood of all throughout the whole first Book.

An Example for the understanding of the first Chapter.

Suppose that your friend do think in his mind upon the name of one of the Princes of England, & you are to divine [Page] and tell him what Prince or Princess he thought upon. Then open the Book at the first Chapter, and bid your friend think upon any name throughout the whole first Chapter: for example; suppose it to be Queen Anne, page the first; on the left side you shall find 146. which sheweth that she was the wife of the 146 Prince or King, in the order of succession, namely of K. James: thus Aurelius is found to be the 9 Prince, Brute the first, Will. the Conqueror the 123. &c.

Admit now that William the Conq. e [...] thought upon, which is found in page 3. under the governing letter G, and the number 37 right against the Conqueror. That which you are to keep in mind, is only the page from whence the name of the party thought upon is taken, which here is 3. bid the party thinking to keep well in his mind the number right against the name, namely 37. then refer him to the page [Page] marked with the letter G, at the top thereof (towards the end of this first Book) bid him to seek this number under one of the 4 Quarters, noted by the letters, K.L.I.H. Having found it, demand in which quarter it is: If he say in the third quarter, noted by the letter I, then refer him to the page I (at the top thereof) and bid him the second time seek the number so kept in mind: which being found again, demand in which of the said quarters it is; if he say in the second quarter, marked with the letter D, there at D count the Alphabet over the numbers, and say, 54. A. 52. B. 53. C. 37. D. The letter D falling on 37. you may safely conclude, that 37 was the number kept in mind; seek this 37 in the third page, whence it was taken, and on the left hand you shall find William the Conqueror, who was the man thought upon.

[Page]

How by the second Chapter you may tell a Noble man his Name, and Title of Honour, though you never knew him, nor saw him before.

1. Note, that the name of any of the greater or lesser Nobility is to be sought by the Sir-name, and not by the Christian-name.

2. If the name be found in the second Chapter (by the Alphabet) you may certainly tell him both his name, and title of honour, thus:

3. The party having found out his name, bid him to keep in mind the number which stands by the side of it; you your self must keep in mind the page, and also the letter which governs the said page: as for example; M governs from 1 to 15. R governs from 16 to 30. G governs from 31 to 45. and B from 46 to 60.

[Page]

Admit that Robert Lord Dormore, Earl of Carnarvan, demand his name of you, and you know him not, bid his Lordship by his Sirname to find out both Christian and Sirname, (the names being alphabetically disposed;) Robert L. Dormore, Earl of Carnarvan, being found, on the left hand the 24 page, bid his Honour to keep in mind the number which stands by the side of his Honours name, which being 20, (unknown to you,) keep you in mind the four and twentieth page, whence the name was taken, and likewise the governing letter of the said page, which is R.

Then refer his Lordship to the Page of Numbers Transposed, or Varied, marked at the top with the letter R, and bid him there to seek the number, (20) kept in mind, which being found, demand in which quarter it is: if it be said, in the third quarter, governed by the letter T. Then bid his [Page] Honour to seek the said number in the page governed by the letter T, at the top of the said page; which being found, demand the second time in which of the four quarters it be found: if it be answered, in the first quarter, governed by the letter C, say the Alphabet over the said numbers; for C being the third letter in the Alphabet, will end on the third number of the first line, viz. on 20. giving you to understand, that 20 was the number first kept in mind: Seek this number secretly in the 24. page. from whence it was taken, and you shall find Robert L. Dormore, E. of Carnarvan, &c.

How by the seventh Chapter, to tell any man his Christian-name, though you never saw him before.

Let him enter into the seventh Chapter, and seek his Christian-name by the Alphabetical letter thereof; suppose [Page] it to be Meredith, which is found in the 97 Page, under the governing letter G, which you that are to divine must keep well in minde; then bid him to think upon the number which is placed right against his name, which here is 35; turn you the Book unto the Numbers Transposed, or Varied, in the page G; under the page G bid your friend to seek for the number (35) kept in mind, which being found, demand in which of the four quarters it is, and he will say in the third, governed by the letter I; therefore refer him the second time to seek the same number (35) kept in mind, under the page I: it being found, demand the second time in which of the quarters it is; if it be said in the first, governed by the letter F, there count your Alphabet over the numbers, and say, A. 40. B. 39. C. 41. D. 42. E. 44. F. 35. F falling on 35, you may safely conclude, that 35 was the number [Page] kept in mind: seek this 35 in the 97 page, whence it was taken, and right against the same you shall find the name of your friend, viz. Meredith.

So do in all other Experiments, according to all the varieties specified throughout the Chapters of the whole first Book.

[Page 1]

New Recreations.

CAP. 1. The Names of all such as have been Kings and Queens of England, with their order of raigning successively, noted by the numbers before their Names.

109 A Delstane Numb. 1 M
44 Androgius Numb. 2 M
107 Alured Numb. 3 M
146 Q. Anne Numb. 4 M
56 A [...]chemalus Numb. 5 M
29 Archigallo Numb. 6 M
92 Arthur Numb. 7 M
71 Arviragus Numb. 8 M
78 Asclepiodotus Numb. 9 M
90 Aurelius Numb. 10 M
94 Aurelius Conanus Numb. 11 M
76 Bassianus Numb. 12 M
21 Belinus and Brennus Numb. 13 M
9 Bladud Numb. 14 M
51 Bladunus Numb. 15 M
[Page 2]55 Bledgabredus Numb. 16 R
21 Brennius and Belinus Numb. 17 R
101 Brithricus Numb. 18 R
1 Brute Numb. 19 R
6 Brutegreenshield Numb. 20 R
100 Cadwallader Numb. 21 R
99 Cadwallin Numb. 22 R
98 Cadwan Numb. 23 R
39 Coilus Numb. 24 R
118 Canutus Numb. 25 R
52 Caperenus Numb. 26 R
63 Caporus Numb. 27 R
77 Carassus Numb. 28 R
97 Careticus Numb. 29 R
67 Cassivelane Numb. 30 R
[Page 3]38 Catillus Numb. 31 G
24 Cecilius Numb. 32 G
147 Charls Numb. 33 G
41 Chirinnus Numb. 34 G
79 Coill Numb. 35 G
73 Coilus Numb. 36 G
123 W. Conqueror Numb. 37 G
81 Constantine Numb. 38 G
86 Constantine Numb. 39 G
93 Constantine Numb. 40 G
80 Constantius Numb. 41 G
83 Constantius Numb. 42 G
11 Cordyla Numb. 43 G
69 Cymbalinus Numb. 44 G
48 Detonus Numb. 45 G
[Page 4]47 Didantius Numb. 46 B
64 Dinellus Numb. 47 B
5 Ebranke Numb. 48 B
113 Edgar Numb. 49 B
110 Edmund Numb. 50 B
117 Edmund Ironside Numb. 51 B
108 Edward Numb. 52 B
114 Edward Numb. 53 B
121 Edward Numb. 54 B
131 Edward 1. Numb. 55 B
132 Edward 2. Numb. 56 B
133 Edward 3. Numb. 57 B
138 Edward 4. Numb. 58 B
139 Edward 5. Numb. 59 B
143 Edward 6. Numb. 60 B
[Page 5]112 Edwin Numb. 1 M
102 Egbert Numb. 2 M
115 Egelred Numb. 3 M
57 Eldedus Numb. 4 M
43 Eldred Numb. 5 M
31 Elidurus Numb. 6 M
46 Eliud Numb. 7 M
145 Q. Elizabeth Numb. 8 M
34 Emerianus Numb. 9 M
105 Ethelbert Numb. 10 M
106 Ethelred Numb. 11 M
104 Ethelwaldus Numb. 12 M
103 Ethelwolphus Numb. 13 M
19 Forrex & Porrex Numb. 14 M
42 Fulgen Numb. 15 M
[Page 6]37 Geruncius Numb. 16 R.
18 Gorbodug Numb. 17 R
28 Gorbomannus Numb. 18 R
32 Gorbonius Numb. 19 R
85 Gracian Numb. 20 R
23 Guinthelinus Numb. 21 R
49 Gurgineus Numb. 22 R
14 Gurgustus Numb. 23 R
22 Gurgustus Numb. 24 R
120 Hardikenutus Numb. 25 R
122 Harold Numb. 26 R
119 Harold Harefoot Numb. 27 R
65 Helvis Numb. 28 R
125 Henry 1. Numb. 29 R
127 Henry 2. Numb. 30 R
[Page 7]130 Henry 3. Numb. 31 G
135 Henry 4. Numb. 32 G
136 Henry 5. Numb. 33 G
137 Henry 6. Numb. 34 G
141 Henry 7. Numb. 35 G
142 Henry 8. Numb. 36 G
16 Jago Numb. 37 G
146 K. James Numb. 38 G
129 K. John Numb. 39 G
35 Ivall Numb. 40 G
17 Kinimacus Numb. 41 G
7 Leill Numb. 42 G
10 Leir Numb. 43 G
2 Locrine Numb. 44 G
74 Lucie Numb. 45 G
[Page 8]66 Lud Numb. 46 B
8. Lududribas Numb. 47 B
3 Madan Numb. 48 B
96 Malgo Numb. 49 B
72 Marius Numb. 50 B
144 Q. Mary Numb. 51 B
84 Maximus Numb. 52 B
4 Mempricius Numb. 53 B
50 Merianus Numb. 54 B
33 Morgan Numb. 55 B
12 Morgan & Conedagus Numb. 56 B
27 Morindus Numb. 57 B
20 Mulmutius Numb. 58 B
53 Ovinus Numb. 59 B
61 Penisellus Numb. 60 B
[Page 9]62 Pirrhus Numb. 1 M
40 Porez Numb. 2 M
19 Porex Numb. 3 M
59 Redargius Numb. 4 M
128 Richard 1. Numb. 5 M
134 Richard 2. Numb. 6 M
140 Richard 3. Numb. 7 M
13 Rivallo Numb. 8 M
58 Rodianus Numb. 9 M
36 Rymo Numb. 10 M
60 Samulius Numb. 11 M
75 Severus Numb. 12 M
126 K. Stephen Numb. 13 M
116 Swain Numb. 14 M
68 Theomantius Numb. 15 M
[Page 10]83 Traherus Numb. 16 R
45 Varianus Numb. 17 R
88 Vortiger Numb. 18 R
89 Vortimer Numb. 19 R
95 Vortiporus Numb. 20 R
123 Will. Conqueror Numb. 21 R
124 Will. Rufus. Numb. 22 R

[Page 11]

CAP. 2. Christian and Sirnames of both the greater and lesser Nobility. Bt. is Baronet, B. Baron, C. Countesse, D. Duke, E. Earl, K. Knight, L. Lord, M. Marquesse, V. Viscount, * Knight of the Bath.

Sir William Acton, Lond. K. Bt. Numb. 1 M
Sir William Alford, Yorksh. K. Numb. 2 M
Sir Edw. Alein, Essex, Bt. Numb. 3 M
Sir Richard Amcots, Linc. K * Numb. 4 M
John Anderson, Hunting. Esq; Bt. Numb. 5 M
Sir Francis Annesly, K. Bt. Numb. 6 M
Roger Appleton, Essex, Esq; Bt. Numb. 7 M
William Armine, Linc. Esq; Bt. Numb. 8 M
Thomas Arundel, L. of Wardor. Numb. 9 M
Sir Edward Ascough, K. Bt. Numb. 10 M
Sir Iohn Ashfield, Suff. K. Bt. Numb. 11 M
Sir Francis Ashby, Middl. K. Bt. Numb. 12 M
Sir Anthony Ashly, Dors. K. Bt. Numb. 13 M
Sir Walter Ashton, Staff. Bt. K * Numb. 14 M
Ralph Ashton, Lanc. Esq; Bt. Numb. 15 M
[Page 12]Thomas Ashton, Chesh. Es. Bt. Numb. 16 R
Sir William Austudduz, K * Numb. 17 R
Sir Th. Aylesbury, Bt. M. of Requ. Numb. 18 R
Sir Will. Ayloffe, Essex, K Bt. Numb. 19 R
Sir Nathaniel Bacon, Suff. K * Numb. 20 R
Sir Nicholas Bacon, Suff. K Bt. Numb. 21 R
Sir John Backhouse, Bersh. K * Numb. 22 R
Sir Thomas Bager, K Bt. Numb. 23 R
Sir James Bagge, Devon. K Numb. 24 R
Sir Henry Baggot, Staff. K Bt. Numb. 25 R
Henry Baggot, Staff. Bt. Numb. 26 R
Sir Henry Baker, Kent, K Bt. Numb. 27 R
Sir Will. Bamburgh, York. K Bt. Numb. 28 R
Sir John Bamfield, Devon. K Bt. Numb. 29 R
Sir Francis Barington, Ess. K Bt. Numb. 30 R
[Page 13]Sir Th. Barington, Essex, K Bt. Numb. 31 G
Sir Rob. Barker, Suff. K * Numb. 32 G
John Barker, Suff. Esq; Bt. Numb. 33 G
Edward Barkham, Norf. Es. Bt. Numb. 34 G
Thomas Barkley, L. Barkley * Numb. 35 G
Sir Nathani. Barnardiston, K Bt. Numb. 36 G
Sir Francis Barnham, K Bt. Numb. 37 G
Sir Montague Barty, K * Numb. 38 G
Sir Peregrine Barty, K * Numb. 39 G
Rob. L. Barty, E. Lyndsey, K * Numb. 40 G
Sir Roger Barty, K * Numb. 41 G
Sir Edward Bash, K Bt. Numb. 42 G
Sir Robert Basset, Devon, K. Numb. 43 G
Sir Francis Basset, Devon. K Numb. 44 G
Sir Thom. Beaumont, Leic. K Bt. Numb. 45 G
[Page 14]Sir Rich. Beaumont. York. K. Bt. Numb. 46 B
Iohn Beaumont, Leicest. Es. Bt. Numb. 47 B
Capel Bedell, Hunting. Es. Bt. Numb. 48 B
Sir Will. Beecher, Berk. K. Bt. Numb. 49 B
Thom. Bellasis, L. Faulconbridg Numb. 50 B
Sir Henry Bellasis, York. K. Bt. Numb. 51 B
Hen. Bellingham, Westmin. Es. Bt. Numb. 52 B
Thomas Bendish, Esq; Bt. Numb. 53 B
Simon Bennet, Buck. Esq; Bt. Numb. 54 B
George L. Berkley, K * Numb. 55 B
Sir Charls Berkley, Wilts. K. Bt. Numb. 56 B
Sir Henry Berkley, Leic. K Bt. Numb. 57 B
Sir Henry Berkley, Somers. K Numb. 58 B
Sir Richard Berney, Norf. Es. Bt. Numb. 59 B
Sir Rob. Bevil, Hunting. K * Numb. 60 B
[Page 15]Thomas Biggs, Worcest. Es. Bt. Numb. 1 M
Sir Francis Bindlase, K Numb. 2 M
Sir Thomas Bishop, Suff. K Bt. Numb. 3 M
Thom. Blackstone, Durh. Es. Bt. Numb. 4 M
Sir Thom. Bludder, Sur. K Numb. 5 M
Monjoy L. Blunt, E. Newport Numb. 6 M
Sir Saint Iohn Blunt, K * Numb. 7 M
Sir Roger Bodenham, Heref. K * Numb. 8 M
Iohn Bolls, Linc. Esq; Bt. Numb. 9 M
Sir George Booth, Chesh. K Bt. Numb. 10 M
Sir Iohn Boteler, Hertf. K Bt. Numb. 11 M
Iohn L. Boteley, B. Branfield Numb. 12 M
Edw. L. Bourcher, E. Bath. K * Numb. 13 M
Sir Talbot Bowyer, Yorksh. K Bt. Numb. 14 M
Thomas Bowyer, Suff. Bt. Numb. 15 M
[Page 16]Edmund Bowyer, Dors. Esq; Numb. 16 R
Sir Matthew Boyton, York. K Bt. Numb. 17 R R
William Brereton, Chest. Es. Bt. Numb. 18 R
Sir Gray Bridges, Bt. L. Shandos, Numb. 19 R
Giles Bridges, Heref. Es. Bt. Numb. 20 R
Sir Thomas Bromeley, Worces. K Numb. 21 R
Sir John Brooke, Kent, K * Numb. 22 R
Sir William Brooke, K Numb. 23 R
Sir Robert Brooke, Suff. K Numb. 24 R
Anthony-Maria Browne, Viscount Montague Numb. 25 R
Sir Will. Browne, Northam. K * Numb. 26 R
Robert Browne, Norf. Es. Bt. Numb. 27 R
Ambrose Browne, Sur. Bt. Numb. 28 R
Thomas Brudenel, L. Stanton. Numb. 29 R
Tho. Brudenel, Northam. Es. Bt. Numb. 30 R
[Page 17]Edward Brusse, L. Kinlosse, K * Numb. 31 G
Sir Richard Buller, K Numb. 32 G
Sir William Bulstrode, K Numb. 33 G
Sir Thomas Burdet, War. K Bt. Numb. 34 G
Rich. de Burgh, E. Clanrikard Numb. 35 G
Sir William Burlase, K Numb. 36 G
Sir Henry Burton, Leic. K * Numb. 37 G
Sir John Butler, Hartf. K * Numb. 38 G
Sir Thomas Button, Leic. K Bt. Numb. 39 G
Sir William Button, Wilsh. K Bt. Numb. 40 G
Sir John Byton, Notting. K * Numb. 41 G
John Camers, Durh. Esq; Bt. Numb. 42 G
Sir Thomas Canon, Sur. K Numb. 43 G
Sir Francis Carew, Sur. K * Numb. 44 G
Sir Francis Carew, Devon. K * Numb. 45 G
[Page 18]Robert L. Carey, E. Monmouth Numb. 46 B
Dudley Carleton, V. Dorchester Numb. 47 B
Sir Iohn Carleton, K Bt. Numb. 48 B
Sir William Carnaby, K. Numb. 49 B
Sir Edw. Carre, Linc. K Bt. Numb. 50 B
Sir Robert Carre, K * Numb. 51 B
Henry L. Carey, E. Dover, K * Numb. 52 B
Sir Ioh. Carey, primogen. to Henry K * Numb. 53 B
Sir Henry Carey, V. Faulkland Numb. 54 B
Will. L. Cavendish, E. Devonsh. Numb. 55 B
Will. L. Cavendish, E. Newcastle * Numb. 56 B
Sir Charls Cavendish, K. Numb. 57 B
Sir Will. Cavendish 1 son Numb. 58 B
Sir Iohn Cavendish 2 son Numb. 59 B
Sir Patrick Carwin, K Bt. Numb. 60 B
[Page 19]Will. L. Cecil, E. Excester Numb. 1 M
Will. L. Cecil, E. Salisbury Numb. 2 M
Charls L. Cecil, L. Cranburn * Numb. 3 M
Will. Chalenor Yorksh. Es. Bt Numb. 4 M
Sir Rob. Chamberlain, Oxf. K * Numb. 5 M
Sir John Chandleigh, K Numb. 6 M
Sir John Cheek, K Numb. 7 M
Anthony Chesser, Buck. Esq; Bt. Numb. 8 M
George Chudleigh, Devon. Es. Bt. Numb. 9 M
Sir Rob. Chychester, Devon. K * Numb. 10 M
Sir Ralph Clare, Worcest. K * Numb. 11 M
Simon Clark, Warw. Es. Bt. Numb. 12 M
Henry Clere, Norf. Es. Bt. Numb. 13 M
Francis L. Clifford, E. Cumb. * Numb. 14 M
Henry L. Clifford, 1 son, K * Numb. 15 M
[Page 20]Sir Gervase Clifton, K Bt. Numb. 16 R
Sir William Clifton, Notting. K * Numb. 17 R
Theophilus Clinton, E. Linc. Numb. 18 R
Sir Anthony Coap, Oxf. K Bt. Numb. 19 R
Sir John Coke, principal Secret. K Numb. 20 R
Sir Edward Coke, Buck. K. Numb. 21 R
John Colebrand, Suff. Esq; Bt. Numb. 22 R
William L. Compton, E. Northam. Numb. 23 R
Spencer L. Compton, 1 son Numb. 24 R
Sir Richard Compton, K * Numb. 25 R
Sir Henry Compton, K * Numb. 26 R
Will. Constable, York. Esq; Bt Numb. 27 R
Edward Conway, V. Conway Numb. 28 R
Edward Conway, L. Ragley, Numb. 29 R
Sir Iohn Cooper, K Bt. Numb. 30 R
[Page 21]Iohn Cooper, Southamp. Es. Bt Numb. 31 G
Sir Andrew Corbet, Shropsh. K Numb. 32 G
Sir Richard Corbet, Shrop. K * Numb. 33 G
Iohn Corbet, Shrop. Esq; Bt Numb. 34 G
Iohn Corbet, Norf. Esq; Bt Numb. 35 G
Frederick Cornwallis, Suff. Es. Bt Numb. 36 G
Sir Franc. Cottington, Midl. K Bt Numb. 37 G
Sir Robert Cotton, Hunting. K Bt Numb. 38 G
Sir Rowland Cotton, Staff K Numb. 39 G
Th. L. Coventry, B. Allisborough Numb. 40 G
Sir William Courtney, Devon. K Numb. 41 G
Sir Francis Courtney, Devon. K Numb. 42 G
Peter Courton, Worcest. Es. Bt Numb. 43 G
Sir Oliv. Crumwel, Hunting. K * Numb. 44 G
Sir Robert Crane, Suff. K Bt. Numb. 45 G
[Page 22]Leonel L. Cranfield, E. Middl. Numb. 46 B
Will. L. Craven, B. Hamsted Numb. 47 B
Sir William Crofts, Wiltsh. K Numb. 48 B
Sir John Croke, K Numb. 49 B
Thomas L. Cromwel Numb. 50 B
Sir Sackvil Crow, Carnarv. K Bt Numb. 51 B
Sir Thom. Culpepper, K Numb. 52 B
Will. Culpepper, Kent, Es. Bt Numb. 53 B
Will. Culpepper, Suss. Es. Bt Numb. 54 B
Patrick Curwin, Cumb. Esq; Bt Numb. 55 B
Sir Thomas Dacres, K Numb. 56 B
Sir Roger Dallinson, Linc. K Bt Numb. 57 B
Sir George Dalston, Cumb. K Numb. 58 B
Henry L. Danvers, E. Danby Numb. 59 B
Sir John Danvers, K Numb. 60 B
[Page 23]Thom. L. Darcy, E. Rivers Numb. 1 M
Iohn L. Darcy, L. Aston Numb. 2 M
Sir Francis Darcy, K Numb. 3 M
Iohn Darel, Berksh. Esq; Bt Numb. 4 M
Thomas Darvel, Linc. Esq; Bt Numb. 5 M
Sir Thom. Delves, Chest. K Bt Numb. 6 M
Edward L. Denney, E. Norwich Numb. 7 M
Sir Edward Dennis, K Numb. 8 M
Sir Thomas Denton, K Numb. 9 M
Sir Edward Dering, Kent, K Bt Numb. 10 M
Robert L. Devereux, E. Essex Numb. 11 M
Edw. Devereux, Warw. Esq; Bt Numb. 12 M
Lewis Dever. Warw. Esq; Bt Numb. 13 M
Sir Walter Devoreux, Staff. K Numb. 14 M
Iohn L. Digby, E. Bristol Numb. 15 M
[Page 24]Sir Kellam Digby, K Numb. 16 R
T. Dillington, Ile of Wight, Es. Bt Numb. 17 R
Basil Dixwel, Kent, Esq; Bt Numb. 18 R
Sir Robert Dormer, Buck. K Bt. Numb. 19 R
Rob. L. Dormore, E. Carnarvan Numb. 20 R
Sir Francis Drake, Devon K Bt Numb. 21 R
Sir Ioh. Drake of Ash. Dev. K Bt Numb. 22 R
Drugo Drury, Norf. Esq; Bt Numb. 23 R
Sir Rob. Ducy, Alder. Lond. K Bt Numb. 24 R
Sir Rich. Earl, Linc. K Bt Numb. 25 R
Sir Walter Earl, Dorsetsh. K Numb. 26 R
Sir Rich. Edgcomb, Cornw. K Numb. 27 R
Sir Tho. Edmunds, Treasurer of the Kings house, K * Numb. 28 R
Sir Henry Edmonds, K Numb. 29 R
Iohn L. Egerton, E. Bridgwater Numb. 30 R
[Page 25]Sir Rowland Egerton, Chesh. K. Numb. 31 G
Sir Iohn Elliot, Cornw. K Numb. 32 G
William Essex, Berks. Esqu Numb. 33 G
Sir Giles Estcourt, Wilts. K Bt Numb. 34 G
Richard Everard, Essex, Esq; Bt Numb. 35 G
William L. Evers, B. Witton * Numb. 36 G
Sir Ferdinando Fairfax, York K Numb. 37 G
Francis L. Fane, E. Westmorl. * Numb. 38 G
Sir Francis Fane, 2 son, K * Numb. 39 G
Mildmay Fane, L. Burkhurst * Numb. 40 G
Sir George Fane, K. Numb. 41 G
Sir Henry Fane▪ K Numb. 42 G
Sir Thomas Fanshaw, Hartf. K * Numb. 43 G
Sir Thomas Farnfoul, Suff. K Numb. 44 G
Sir Anthony Felton, Suff. K * Numb. 45 G
[Page 26]Henry Felton, Suff. Es. Bt Numb. 46 B
Sir Ioh. Fenwick, Northum. K Bt Numb. 47 B
Henry Ferrers, Lincol. Esq; Bt Numb. 48 B
William L. Fielding, E. Denbigh Numb. 49 B
William L. Fielding, L. Newnham-paddox Numb. 50 B
Basil L. Fielding, 1 son, K * Numb. 51 B
George Fielding, V. Callon, K * Numb. 52 B
Elizab. Finch, C. Winchelsey Numb. 53 B
Sir Iohn Finch, Attour. Speaker Numb. 54 B
Sir Moyle Finch, Kent, K Bt Numb. 55 B
Sir Robert Fisher, Warw. K Bt Numb. 56 B
Sir Thomas Fisher, Middl. K Bt Numb. 57 B
Edward Fitton, Esq; Bt Numb. 58 B
Sir Giles Fleetwood, Oxf. K Numb. 59 B
Sir Will. Fleetwood, Buck. K Numb. 60 B
[Page 27]Richard Fleetwood, Staff. Esq; Bt Numb. 1 M
Francis Foliamle, Derb. Esq; Bt Numb. 2 M
Sir Will. Forster, Buck. K * Numb. 3 M
Sir Claudius Forster, Northumb. K Bt Numb. 4 M
Humphrey Forster, Berks. Es. Bt Numb. 5 M
Sir Francis Fortescue, Devon. K * Numb. 6 M
Sir David Fowlis, York. K Bt Numb. 7 M
Sir Thomas Fowler, Middl. K Bt Numb. 8 M
Sir Edward Fox, K Numb. 9 M
Sir Iohn Franklin, Wilts. K Numb. 10 M
Sir Edward Fryer, Oxf. K Bt Numb. 11 M
William Fines, V. Say & Seal Numb. 12 M
Iohn Gage, Sussex, Es. Bt Numb. 13 M
Sir Henry Gawdy, Essex, K * Numb. 14 M
Sir Iohn Gerard, Chesh. K bt. Numb. 15 M
[Page 28]Gilbert Gerard, Middl. Es. Bt Numb. 16 R
Dutton Gerhard, L. Gerards Bromeley Numb. 17 R
Gilbert L. Gerhard, K * Numb. 18 R
Sir Robert George, Somers. K Numb. 19 R
Sir Thomas Geram, Lanc. K Bt Numb. 20 R
Sir Richard Gifford, K Numb. 21 R
Sir Peter Glean, K Numb. 22 R
George L. Gordon, M. Huntley * Numb. 23 R
Sir Thomas Gore, York. K Bt Numb. 24 R
Sir Iohn Gore, Trin. par. Lond. K Numb. 25 R
G. L. Goring, L. Hursts Purpoynt Numb. 26 R
William Goring, Suss. Es. Bt. Numb. 27 R
Sir Will. Goswick, Bedf. K Bt Numb. 28 R
Richard Graham, Cumb. Es. Bt Numb. 29 R
Sir Thomas Grantham, K Numb. 30 R
[Page 29]Henry L. Gray, E. Stanford Numb. 31 G
William L. Gray, L. Weark Numb. 32 G
Sir Rich. Grenvile, Cornw. K Bt Numb. 33 G
Robert L. Grevil, L. Brook Numb. 34 G
William Grey, Northumb. Esq; bt. Numb. 35 G
George Greysl [...]y, Darb. Esq; bt Numb. 36 G
Sir Edw. Griffin, Northam. K * Numb. 37 G
Henry Griffith, York. Esq; bt Numb. 38 G
Sir Harbottle Grimstone, Esq; bt Numb. 39 G
Foulk Grivil. L. Brook * Numb. 40 G
Sir Charls-le-Grosse, K Numb. 41 G
Sir Rich. Grosvenner, Heref. K bt. Numb. 42 G
Sir Edward Giles, Devon. K bt. Numb. 43 G
Sir Iohn Hales, K Numb. 44 G
Sir Edward Hales, Kent, K bt. Numb. 45 G
[Page 30]Iam. M. Hamilton, E. Cambridge Numb. 46 B
Sir Iohn Hanmer, Flint, K Bt Numb. 47 B
Charls L. Harbert, L. Shurland * Numb. 48 B
Sir Will. Herbert, Mongom. K * Numb. 49 B
Sir Iohn Hare, K Numb. 50 B
Sir Rob. Harley, Worcest. K * Numb. 51 B
Henry Harper, Derb. Esq; Bt Numb. 52 B
Sir Iohn Harrington, Rutl. K Bt Numb. 53 B
Thom. Harris, Shropsh. Es. Bt Numb. 54 B
Sir Richard Harrison, K Numb. 55 B
Edward Hartop, Leicest. Es. Bt Numb. 56 B
Sir Raph Hart, Hartf. K * Numb. 57 B
Sir Iohn Hart, Kent, K * Numb. 58 B
Sir Stephen Harvey, K * Numb. 59 B
Sir Edw. Harwel, Worcest. K * Numb. 60 B
[Page 31]Henry L. Hastings, E. Huntingt. Numb. 1 M
Ferdinando L. Hastings Numb. 2 M
Sir Thomas Hatton, K Numb. 3 M
Sir Robert Haward, Shrop. K * Numb. 4 M
Iames L. Hay, E. Carlile * Numb. 5 M
Iames L. Hay, 1 son Numb. 6 M
Iames L. Hay, L. Yster Numb. 7 M
Tho. Heal, Devon. Esq; Bt Numb. 8 M
Elias Heal, Devon. Esq; Numb. 9 M
Thomas Heal, Devon. Esq; Numb. 10 M
Philip L. Herbert, E. Montgom. * Numb. 11 M
Will. L. Herbert, E. Penbrook Numb. 12 M
Percy Herbert, Montgom. Es. Bt Numb. 13 M
Sir Edward Heron, Linc. K * Numb. 14 M
Sir Arthur Herris, K Numb. 15 M
[Page 32]William L. Hervey, L. Kidbrook Numb. 16 R
Sir William Hervy, Middl. K. bt. Numb. 17 R
Sir Tho. Hesilridg, Leic. K. bt. Numb. 18 R
Sir Iohn Hevington, K Numb. 19 R
Iohn Hewet, York. Es. bt. Numb. 20 R
Sir Peter Heyman, K Numb. 21 R
Sir Baptist Hicks, V. Camden, Glocest. K. bt. Numb. 22 R
Sir George Hide, Berks. K * Numb. 23 R
Sir Nicholas Hide, Heref. K. bt. Numb. 24 R
Sir Christopher Hildiard, York. K Numb. 25 R
Sir Iohn Hippesley, K Numb. 26 R
Sir Miles Hobard, Norf. K. bt. Numb. 27 R
Sir Th. Posthumus Hobey, Yor. K Numb. 28 R
Sir Henry Holcraft, K Numb. 29 R
Sir Iohn Holland, Norf. K. bt. Numb. 30 R
[Page 33]Iohn L. Hollis, E. Clare Numb. 31 G
Sir Thomas Holt, Warw. K. bt. Numb. 32 G
Sir Arthur Hopton, Somers. K * Numb. 33 G
Sir Ralph Hopton, Somer. K * Numb. 34 G
Sir Iohn Hotham, York. K. bt. Numb. 35 G
Sir Rich. Houghton, Lanc. K. bt. Numb. 36 G
Charls L. Howard, E. Nottingh. Numb. 37 G
Henry L. Howard, L. Matravers Numb. 38 G
Tho. L. Howard, E. Barksh. * Numb. 39 G
Tho. L. Howard, E. Arundel Numb. 40 G
Sir Charls Howard, 1 son, K * Numb. 41 G
Sir Will. Howard, 2 son, K Numb. 42 G
Theophilus L. Howard, E. Suff. Numb. 43 G
Sir Iames Howard, 1 son, K Numb. 44 G
Sir Robert Howard, 5 son, K Numb. 45 G
[Page 34]Sir William Howard, 6 son, K Numb. 46 B
Sir Edward Howard, 7 son, K Numb. 47 B
Sir Charls Howard, Surrey, K Numb. 48 B
Sir Edw. Hungerford, Wilts. K * Numb. 49 B
Sir Edw. Hussey, Linc. K Bt Numb. 50 B
Sir Richard Hutton, York K Numb. 51 B
Sir Iohn Iackson, York. K Numb. 52 B
Iohn Iaques, Middl. Esq; Bt Numb. 53 B
Sir Thomas Iay, Wilts. K Numb. 54 B
Sir Iohn Iennings, Hartf. K * Numb. 55 B
Kenelm Ienoure, Kent, Esq; Bt Numb. 56 B
Sir Iohn Iephson, K Numb. 57 B
Sir Thomas Iermin, Norf. K * Numb. 58 B
Hen. Iermingham, Norf. Esq; bt. Numb. 59 B
Sir Thom. Iervise, K. Numb. 60 B
[Page 35]Sir Francis Inglefield, Wilt. K bt. Numb. 1 M
Sir Arthur Ingram, York. K. Numb. 2 M
Sir John Isham, Northamp. K Bt. Numb. 3 M
George Kemp, Essex, Esq; bt. Numb. 4 M
Sir Robert Killigrew, K. Numb. 5 M
Sir William Killegrew, K. Numb. 6 M
John Kiole, Heref. Esq; bt. Numb. 7 M
Philip Knevit, Norf. Esq; bt. Numb. 8 M
VVill: Kniveton, Derb. Esq; bt. Numb. 9 M
VVil: L. Knoles, E. Banbury. Numb. 10 M
Sir Francis Knoles, K. Numb. 11 M
Sir Robert Knoles, Barsh. K. Numb. 12 M
Charls L. Lambert. Numb. 13 M
Sir Tho: Langthon, Lancash. K * Numb. 14 M
Sir John Laurence, Buck K Bt. Numb. 15 M
[Page 36]Francis L. Leake, B. Deyncourt Numb. 16 R
Sir Francis Leake, Darb. K Bt. Numb. 17 R
Sir Henry Lee, Buck K Bt. Numb. 18 R
Humfrey Lee, Shropsh. Es. Bt. Numb. 19 R
Sir Edward Leech, K Numb. 20 R
Sir Tho. Leeds, Suff. K * Numb. 21 R
Francis L. Leigh, B. Dunsmore Numb. 22 R
Sir Francis Leigh, Warw. K * Numb. 23 R
Sir Thomas Leigh, Warw. K Bt. Numb. 24 R
Richard Leonard, L. Dacres. Numb. 25 R
Sir John Leventhorp, Heref. K. Bt. Numb. 26 R
William Lewis Breckn. Esq; Bt. Numb. 27 R
James L. Leigh, E. Marlborough Numb. 28 R
Henry L. Leigh, 1 son Numb. 29 R
Sir James Leigh, Wilts. K. Numb. 30 R
[Page 37]Sir Tho. Littleton, Wor. K. Bt. Numb. 31 G
Edward Littleton, Staff. Es. Bt. Numb. 32 G
Michael Liuesey, Kent, Esq; Bt. Numb. 33 G
Richard L. Lovelace, B. Hutley Numb. 34 G
Sir John Louther, Westm. K. Numb. 35 G
William Luckin, Essex, Es. Bt. Numb. 36 G
Sir Thomas Lucie, K Numb. 37 G
Rich. Lucie, Hertf. Es. Bt. Numb. 38 G
Sir Oliver Luke, Bedf. K Numb. 39 G
Sir John Lynsey, K * Numb. 40 G
Sir William Lytton, K Numb. 41 G
Sir Tho. Mackworth, Rutl. K bt. Numb. 42 G
Sir John Mallet, Somers. K * Numb. 43 G
Francis L. Manners, E. Rutl. K * Numb. 44 G
Francis Mannokin, Suff. Es. Bt Numb. 45 G
[Page 38]Sir Robert Mansel, K. Numb. 46 B
Francis Mansel, Carnarv. Es. Bt. Numb. 47 B
Sir Edward Mansfield, K. Numb. 48 B
Tho: Maples, Hunting. Esq; Bt. Numb. 49 B
Anthony-Maria-Brown, V. Montague. Numb. 50 B
William Mashae, Essex, Esq; bt. Numb. 51 B
James L. Matravers. * Numb. 52 B
Sir Thomas Maunsel, Glamorgan. K. bt. Numb. 53 B
Sir Humphrey May, K. Numb. 54 B
Will: L. Maynard, B. Estayns. Numb. 55 B
Sir John Maynard, Wilt. K * Numb. 56 B
Sir Thomas Maynard, Essex, K Bt. Numb. 57 B
Sir Will: Maynard, Essex, K bt. Numb. 58 B
Will: Meredith, Denby, Esq; bt. Numb. 59 B
Sir Hugh Middleton, Denb. K. Numb. 60 B
[Page 39]Sir Tho: Middleton, Denb. K. Numb. 1 M
Thomas Mildmay, Essex, Esq; bt. Numb. 2 M
Sir John Miller, Sussex, K Bt. Numb. 3 M
John L. Mohum, L. Okehampton. Numb. 4 M
Sir Reinold Mohun, Cornw. K Bt. Numb. 5 M
Sir Rich. Molleneux, Lanc. K bt. Numb. 6 M
John Molleneux, Nottingham. Esq; Bt. Numb. 7 M
Will: Monings, Essex, Esq;, bt. Numb. 8 M
Sir Tho: Monson, Linc. K bt. Numb. 9 M
Sir Hen: Moody, Wilts. K bt. Numb. 10 M
Henry Moor, Berk. Esq; bt. Numb. 11 M
George Morton, Dors. Esq; bt. Numb. 12 M
Le Strange Mordant, Norf. Es. bt. Numb. 13 M
Henry L. Mordant, E Peterborough. Numb. 14 M
Sir Tho: Morgan, Wilts. K. Numb. 15 M
[Page 40]Sir Charls Morrison, Hart. * K Bt. Numb. 16 R
Hen. L. Montague, E Manchest. Numb. 17 R
Edw. L. Montague, L. Kimbolton Numb. 18 R
Sir Edw. Montague, 1 son K * Numb. 19 R
Sir John Munson, K * Numb. 20 R
Sir Patrick Murrey K * Numb. 21 R
Sir Rich. Musgrave, Westmerland, * K Bt. Numb. 22 R
Sir Math. Myns, Kent. K * Numb. 23 R
Sir Rob. Napper, Bedf. K Bt. Numb. 24 R
Sir Francis Nethersal, K Numb. 25 R
Th. L. Neuil, B. Abergavenny K * Numb. 26 R
Sir Christopher Neuil, K * Numb. 27 R
Sir Thomas Neuil, K * Numb. 28 R
Sir Rich. Newport Shrop. K Numb. 29 R
Adam Newton, Kent, Esq; bt Numb. 30 R
[Page 41]Thom. Nightingale, Essex Es. Bt. Numb. 31 G
Edw. L. Noell, L. Ridlington Numb. 32 G
Sir Edw. Noell, Rutl. K Bt. Numb. 33 G
Francis L. Norris, L. Ricot Numb. 34 G
Sir Will. Norris, Lanc. K * Numb. 35 G
Dudley L. North, L. Catbiche Numb. 36 G
Iohn L. North, L. Northam. K * Numb. 37 G
Sir Dudley North, Suss. K Bt. Numb. 38 G
Sir Dan. Norton, Southam. K Bt. Numb. 39 G
Sir Rich. Norton, Southamp. K Bt. Numb. 40 G
Sir Iohn Oglander, K Numb. 41 G
Edw. Osborn, Yorksh. Es. Bt. Numb. 42 G
Sir Rich. Ouslow, Sur. K Numb. 43 G
Sir Will. Owen, Shrop. K Numb. 44 G
Jo. Packington, Buck. Esq; Bt. Numb. 45 G
[Page 42]Sir VVilliam Page, K * Numb. 46 B
VVilliam L. Paget, L. Beaudesort. Numb. 47 B
Sir Anthony Palmer, Suff. K * Numb. 48 B
Sir Roger Palmer, Sussex, K * Numb. 49 B
Sir Thomas Palmer, Kent, K Bt. Numb. 50 B
Sir Guido Palmer, Rutland, K. Numb. 51 B
Henry Parker, L Morley, K * Numb. 52 B
VVilliam Parker, L. Monteagle, K * Numb. 53 B
Sir George Paul, K. Numb. 54 B
Henry L. Paulet, K * Numb. 55 B
John L. Paulet, L. Saint John of Basing. Numb. 56 B
John L. Paulet, B. Hinton, K. Saint George. Numb. 57 B
VVilliam L. Paulet, M. Winchester. Numb. 58 B
Sir Robert Payn, K. Numb. 59 B
Sir Iohn Payton, Cambr. K Bt. Numb. 60 B
[Page 43]Sir Samuel Payton, Kent, K Bt. Numb. 1 M
Thomas Pelham, Sussex, Esq; bt. Numb. 2 M
VVilliam Penneman, York. Esq; bt. Numb. 3 M
Thomas Penyston, Suss. Esq; bt. Numb. 4 M
Henry L. Percy, E. Northumberland. Numb. 5 M
Algernon Percy, 1 son, K * Numb. 6 M
Sir Allan Percy, K Bt. Numb. 7 M
Robert L. Perpoynt, E. Kingstone. Numb. 8 M
Sir James Perrot, K. Numb. 9 M
John Peshal, Staff, Esq; bt. Numb. 10 M
Sir Rob. Philips, Somers. K. Numb. 11 M
Thomas Philips, Somers. Esq; bt. Numb. 12 M
John Philips, Pembr. Esq; bt. Numb. 13 M
Francis Pile, Berksh. Esq; bt. Numb. 14 M
Sir Tho: Playters, Suff. K Bt. Numb. 15 M
[Page 44]Sir Lewis Pollard, Dev. K Bt. Numb. 16 R
Sir Will. Pool, Devon. K Numb. 17 R
Sir Iohn Pool, Devon. K Bt Numb. 18 R
Sir Will. Pooley, K Numb. 19 R
Sir VVill. Pope, Oxf. K * Numb. 20 R
Sir Francis Popham, Wilts. K Numb. 21 R
Hugh Portman, Somers. Bt. Numb. 22 R
Iohn Portman, Somers. Esq; Bt Numb. 23 R
Edmund Powel, Oxf. Esq; Numb. 24 R
Edward Powel, Heref. Es. Bt Numb. 25 R
Thomas Powel, Chesh. Es. Bt Numb. 26 R
Sir Rob. Poynts, Glocest. K bt. Numb. 27 R
Richard L. Preston, E. Desmond Numb. 28 R
Iohn Price, Montgom. Esq; bt Numb. 29 R
Sir Thom. Prideaux, Dev. K Numb. 30 R
[Page 45]Edmund Prideaux, Dev. Es. bt Numb. 31 G
Peter Prideaux 1 son, K Numb. 32 G
Thom. Puckering, Herf. Esq; bt Numb. 33 G
Sir Robert Pye, K Numb. 34 G
Sir VValter Pye, K Numb. 35 G
Sir Alex. Radcliff, Lanc. K * Numb. 36 G
Francis Radcliff, Cumb. Esq; bt Numb. 37 G
Sir Iohn Ramsden, York. K Numb. 38 G
Sir Edward Randal, Sur. K Numb. 39 G
Robert L. Ratcliff, E. Sussex Numb. 40 G
Henry L. Ratcliff, L. Fitzwater Numb. 41 G
Sir Tho. Reynel, Devon. K Numb. 42 G
Rob. L. Rich, E. Warwick * Numb. 43 G
Robert L. Rich 1 son Numb. 44 G
Henry L. Rich E. Holland * Numb. 45 G
[Page 46]Sir Nathaniel Rich, K. Numb. 46 R
Sir Thomas Riddel, K. Numb. 47 R
Sir Peter Riddel, K. Numb. 48 R
Thomas L. Ridgway, Devon. Numb. 49 R
Sir Benjamin Ridward, Wilt. K. Numb. 50 R
John Rivers, Kent, Esq; Bt. Numb. 51 R
Rich. L. Robers, L. Truro. Numb. 52 R
Sir Thomas Roberts, Kent▪ K Bt. Numb. 53 R
Sir Rich. Roberts, Cornw. K▪ Bt. Numb. 54 R
Sir Edward Rodney, Somer. K. Numb. 55 R
John L. Roper, L. Tenham. Numb. 56 R
Rice Rudd, Carmarthen, Bt. Numb. 57 R
Francis L. Russel, E. Bedford. Numb. 58 R
Sir William Russel, 1 son. Numb. 59 R
Sir Wil: Russel, Cambr. K Bt. Numb. 60 R
[Page 47]VVilliam Russel, Worcest. Es. Bt Numb. 1 M
Edward L. Sackvil, Suss. * Numb. 2 M
Sir Thomas Sackvil, Suss. K * Numb. 3 M
VVilliam L. Sands, B. Sands Numb. 4 M
Oliver L. Saint-Iohn, E. Bullingbrook, * Numb. 5 M
Ol ver L. Saint-Iohn, L. Tregoze 1 son, * Numb. 6 M
Sir Paulet Saint-Iohn, K * Numb. 7 M
Sir Rowland Saint-Iohn, K * Numb. 8 M
Sir Alexand. Saint-Iohn, K Numb. 9 M
Sir Anthony Saint-Iohn, K Numb. 10 M
Sir Beauchamp Saint-Iohn, Bedf. K. Numb. 11 M
Sir Iohn Saint-Iohn, Wilt. K Bt Numb. 12 M
Sir George Saint-Paul, Lincoln. K Bt. Numb. 13 M
Henry Salisbury, Denb. Esq; bt Numb. 14 M
Sir Nicolas Sanderson, Linc. K bt. Numb. 15 M
[Page 48]Sir George Sands, Kent, K * Numb. 16 R
Sir Miles Sands, Ely, K Bt. Numb. 17 R
Tho. Savage, V. Rock-Savidg Numb. 18 R
Sir John Savage, Chesh. K Bt Numb. 19 R
John L. Savil, B. Pomfret Numb. 20 R
Sir George Savil, Yorksh. K Bt Numb. 21 R
Sir Henry Savil, York. K Bt Numb. 22 R
Sir Edward Scot, Kent, K * Numb. 23 R
Emmanuel L. Scroop, E Sunderland Numb. 24 R
John Scudamore, Heref. Esq; Bt Numb. 25 R
Edw. Seabright, Worcest. Es. Bt Numb. 26 R
William Seymore, E. Hartf. Numb. 27 R
Edw. L. Seymore, L. Beauchamp. * Numb. 28 R
Sir Edward Seamore, Devō. K Bt Numb. 29 R
Sir Francis Seymore, Devon, K Numb. 30 R
[Page 49]Edmund L. Sheffield, E. of Musgrave, * Numb. 31 G
John Shelley, Sussex, Esq; bt. Numb. 32 G
Sir Richard Shelten, K Numb. 33 G
Sir George Sherley, K Bt. Numb. 34 G
George Sherley, Leic. Esq; bt. Numb. 35 G
Sir Isaac Sidley, Kent, K Bt Numb. 36 G
Sir Will. Sidley, Kent, K Bt Numb. 37 G
Robert L. Sidney, E. Leicest. * Numb. 38 G
William Sheffington, Staff. Es. Bt Numb. 39 G
Sir Hen. Skipworth, Leic. K Bt Numb. 40 G
Sir Tho. Smith, Kent, K * Numb. 41 G
Henry L. Somerset, E. Worcest. Numb. 42 G
Sir Charls Somerset, K * Numb. 43 G
Sir Edward Somerset, K * Numb. 44 G
Sir George Speak, Somers. K * Numb. 45 G
[Page 50]VVill. L. Spencer, B. Wormleighton, * Numb. 46 B
Sir Thomas Spencer, Oxford, K Bt Numb. 47 B
Sir Henry Spiller, K Numb. 48 B
Iohn Spiller, Heref. Esq; Bt Numb. 49 B
Sir VVilliam Spring, K Numb. 50 B
Henry L. Stafford▪ Numb. 51 B
VVill. L. Stanley, E. Darby▪ Numb. 52 B
Iames L. Stanley, L. Strange, * Numb. 53 B
Philip L. Stanhoop, E. Chesterfield, * Numb. 54 B
Charls L. Stanhoop, L. Harington, * Numb. 55 B
Sir Henry Stanhoop, 1 son to Philip, K * Numb. 56 B
Sir Edward Stanhoop, York. K * Numb. 57 B
Sir Edward Stanley, Lanc. K * Numb. 58 B
Sir Iohn Stepney, Pemb. K Bt Numb. 59 B
Sir Francis Steward, K * Numb. 60 B
[Page 51]Sir VVilliam Steward, K * Numb. 1 M
Sir Simon Steward, K Numb. 2 M
Charls Stewart of Great Britain, France and Ireland, King. Numb. 3 M
Iames Stewart, D. Lenox, and E. March. Numb. 4 M
VValter Stewart, Esq; Numb. 5 M
Anthony Stinsby, York. Esq; Bt Numb. 6 M
VVilliam Stonehouse, Berksh. Es. Bt. Numb. 7 M
Iohn Stonehouse, Berk. Esq; Numb. 8 M
Edward L. Storton, B Storton Numb. 9 M
Sir VVilliam Storton, ejus filius, K * Numb. 10 M
Sir Iohn Stowel, Somers. K * Numb. 11 M
Sir Iohn Stradling, Glamorg. K Bt. Numb. 12 M
Sir Iohn Strangwais, Dors. K Numb. 13 M
Sir Humphrey Styles, Kent, K Bt Numb. 14 M
Thomas Styles, Kent, Esq; Bt. Numb. 15 M
[Page 52]Edward L. Sutton, L. Dudley Numb. 16 R
George L. Talbot, E. Shrewsbury Numb. 17 R
Sir Leonel Talmack, Suff. K Bt Numb. 18 R
Nicolas Tempest, Durham. Es. Bt Numb. 19 R
Sir Thomas Temple, Buck. K Bt Numb. 20 R
Sir Eubal Thelwel, K Numb. 21 R
Sir Thomas Thinne, K Numb. 22 R
Gifford Thornhust, Kent, Es. Bt Numb. 23 R
Sir Th. Throgmorton, Gloc. Es. Bt Numb. 24 R
Sir Ben. Tichbourn, Southampton, K Bt Numb. 25 R
Sir Rich. Tichbourn, K Numb. 26 R
Sir Edward Tirrel, K Numb. 27 R
Sir Philip Tirwhite, Linc. K. bt. Numb. 28 R
Mervin L. Touchet, B. Audley, Numb. 29 R
Sir Ferdinando Touchet, K * Numb. 30 R
[Page 53]Sir Roger Tounsheand, Norf. K. bt Numb. 31 G
Sir Paul Tracy, Glocest. K Bt Numb. 32 G
John Trelawny, Cornw. Esq; Bt Numb. 33 G
Sir Lewis Tresham, Northā. K Bt Numb. 34 G
Sir John Trevor, Wilt. K Bt Numb. 35 G
Sir James Tryon, Essex, K Bt Numb. 36 G
Nicolas L. Tuston, E. Ile Thanet Numb. 37 G
Sir John Tuston, Kent, K Bt Numb. 38 G
Sir William Twisden, Kent, K Bt Numb. 39 G
George Twisleton, York. Esq; Bt Numb. 40 G
Sir Peter Vanlore, Beak. K. Bt Numb. 41 G
Thomas Vavasor, York. Esq; Bt Numb. 42 G
Sir Richard Vaughan, K * Numb. 43 G
Edw. L. Vaux, L. Harringdon Numb. 44 G
Sir William Veal, K Numb. 45 G
[Page 54]Robert L. Vere, E. Oxford Numb. 46 B
George D. Villers, M. Buckingh. Numb. 47 B
Christoph. L. Villers, E. Anglesey Numb. 48 B
Iohn L. Villers, V. Purbeck Numb. 49 B
Will. Villers, Leic. Esq; Bt Numb. 50 B
Sir Francis Vincent, Sur. K Bt Numb. 51 B
Sir Thomas Wainman, Oxf. K Numb. 52 B
Sir Francis Wainman, Oxf. K Numb. 53 B
Sir William Walker, Staff. K Numb. 54 B
Sir Henry Wallop, Southamp. K Numb. 55 B
Sir Thomas Walsingham, K Numb. 56 B
Baldwin Wake, Somers. Es. Bt Numb. 57 B
Hardolph Wasteneys, Nott. K Bt Numb. 58 B
Sir Lewes Watson, Northam. K Bt Numb. 59 B
Th. L. Wentworth, E. Cleveland Numb. 60 B
[Page 55]Th. L. Wentworth, B. Wentworth Numb. 1 M
Sir John Wentworth, Essex, K Bt Numb. 2 M
Sir Peter Wentworth, Oxf. K * Numb. 3 M
VVil. Wentworth, York. Es. Bt Numb. 4 M
Charls L. VVest, L. De-laware Numb. 5 M
Rich. L. VVeston, L. Treasurer Numb. 6 M
Philip L. VVharton, B. Wharton Numb. 7 M
Geor. L. Wharton, B. Wharton, * Numb. 8 M
Sir Thomas VVharton, K * Numb. 9 M
Sir Ri. VVilbraham, Chesh. K Bt Numb. 10 M
VVill. VVilliams, Caernarv. Es. Bt Numb. 11 M
VVill. L. VVilloughby, L. Parham Numb. 12 M
Hen. VVilloughby, Darby, Esq; Bt Numb. 13 M
Thom. L. VVindsor, B. Windsor, * Numb. 14 M
Sir Antho. VVingfield, Suss. K Bt Numb. 15 M
[Page 56]Sir John Winne, Carnarv. K Bt Numb. 16 R
William Wiseman, Essex, Es. Bt Numb. 17 R
Rich. Wiseman, Essex, Esq; Bt Numb. 18 R
Sir Marmad. Wivel, Yor. K Bt Numb. 19 R
Robert Wolsey, Staff. Esq; Bt Numb. 20 R
Sir Philip Woodhouse, Norf. K Bt Numb. 21 R
Sir Richard Worsley, Southā. K Bt Numb. 22 R
Sir Francis Wortley, York. K Bt Numb. 23 R
Sir Thomas Wosse, Essex, K * Numb. 24 R
Edward L. Wotton, L. Marely Numb. 25 R
Sir John Wray, Linc. K Bt Numb. 26 R
Sir William Wray, Cornw, K Bt Numb. 27 R
Sir Christopher Wray, K Numb. 28 R
Tho. L. VVriothesly, E. Southampt. Numb. 29 R
Iames L. VVriothesly, filius, K Bt Numb. 30 R
[Page 57]Edward Yate, Berksh. Esq; Bt Numb. 31 G
Sir Christoph. Yelverton▪ K. Iudex Numb. 32 G
William Yelverton, Norf. Esq; Bt Numb. 33 G
Walter Young, Devon. Esq; Numb. 34 G
Sir John Young, primogen. K Numb. 35 G
Rich. Young, Flint, Es. Bt. Numb. 36 G

[Page 58]

CAP. 3. NOBILITY OF SCOTLAND.

VAlter Ashton, L. Forfax Numb. 46 B
Robert Balfourn, L. Burly Numb. 47 B
Edward Barret, L. Newbrugh Numb. 48 B
Adam Bothuel, L. Holitud-house Numb. 49 B
Thomas Boyde, L. Boyde Numb. 50 B
[...] Bruce, L. Kintoseil Numb. 51 B
Archibald Campbel▪ E. Argyle Numb. 52 B
Henry Carey, V. Faukland Numb. 53 B
David Carn [...]gay, L. Kinagre Numb. 54 B
[...] Cathcart, L. Cathcart Numb. 55 B
James Colveil, L. Faftervyems Numb. 56 B
Henry Constabil, V. Dunbar Numb. 57 B
Iohn Cranstone, L. Cranstone Numb. 58 B
Villiam Crightone, V. Aire Numb. 59 B
Alex. Cunningham, E. Clancarn Numb. 60 B
[Page 59]Villiam Douglas, E. Angus Numb. 1 M
Villiam Douglas, E. Morton Numb. 2 M
Villiam Douglas, V. Drumlanrick. Numb. 3 M
Iohn Drumond, E. Perth Numb. 4 M
Iohn Drumond, L. Maderty Numb. 5 M
Alexander Elphingston, L. Elphingston Numb. 6 M
Iohn Elphingstone, L. Balmerinock Numb. 7 M
Iohn Elphingstone, L. Cooper Numb. 8 M
Iohn L. Erskeine, E. Marre Numb. 9 M
Iohn L. Erskeine, E. Buchan Numb. 10 M
Iohn L. Erskeine, E. Kelly Numb. 11 M
Thomas Fairfax, L. Cameron Numb. 12 M
[...] Fleiming, E. Vingtone Numb. 13 M
Iohn Forbs, L. Forbs Numb. 14 M
Simeon Foser, L. Levat Numb. 15 M
[Page 60]John Graham, E. Menteith Numb. 16 R
James Graham, E. Montross Numb. 17 R
Androu Gray, L. Fovillis Numb. 18 R
George Gordown, M. Huntley Numb. 19 R
John Gordon, E. Southerland Numb. 20 R
John Gordon, V. Melgum Numb. 21 R
James Hamilton, E Abercorn Numb. 22 R
Tho. Hamilton, E. Hadington Numb. 23 R
Francis Hay, E. Arroll Numb. 24 R
George Hay, V. L. Kinfauns Numb. 25 R
John Hay, L. Lester Numb. 26 R
Iames Honme, E. L. Dungais Numb. 27 R
Iohn Layon, E. Kingkorn Numb. 28 R
Iohn Lesley, E Rother Numb. 29 R
Patrick Lisley, L. Landors Numb. 30 R
[Page 61]Alexander Levistone, E. Lintithgou. Numb. 31 G
George Lindsay, E. Crauford Numb. 32 G
[...] Lindsay, L. Lindsay Numb. 33 G
Alex Lindsay, L. Spiny Numb. 34 G
Villian Keith, E. Narishall Numb. 35 G
Iohn Keneday, E. Cassiles Numb. 36 G
Robert Ker, E. Roxbrugh Numb. 37 G
Iohn Ker, E. Lauthean Numb. 38 G
Iohn Maitland, E. Landerdail Numb. 39 G
Collen Mack-enzy, E. Seafort Numb. 40 G
Robert Maxvel, E. Nidsdail Numb. 41 G
Robert Melveil, L. Melveil Numb. 42 G
Patrick Murray, E. Tullibardine Numb. 43 G
Iohn Murray, E. Anandil Numb. 44 G
David Murray, V. Stormant Numb. 45 G
[Page 62]Archiba. Napier, L Merchistoun Numb. 46 B
Iames Ogilvey, L. Lintrathin Numb. 47 B
[...] Ogilvey, L. Deskfurd Numb. 48 B
Laurence Oliphant, L. Oliphant Numb. 49 B
Iohn Ramsey, L. Dathousie Numb. 50 B
[...] Richardson, B. Craumond Numb. 51 B
Robert Ros, L. Halbet Numb. 52 B
George St. Clare, E. Cathnes Numb. 53 B
Henry Saint Clare, L. Ravensheogh Numb. 54 B
John Sandlands, L. Torphiehin Numb. 55 B
Alexand. Scot, L. Salton Numb. 56 B
Valter Scot, E. Buckeluch Numb. 57 B
Iames Sempil, L. Sempil Numb. 58 B
Alexand. Setton, E. Eglintoun Numb. 59 B
George Setton, E. Vintone Numb. 60 B
[Page 63]Charls Settone, E. Dunformelein Numb. 1 M
Iames Stewart, D. Lenox Numb. 2 M
Iames Stewart, E. Murrey Numb. 3 M
Iames Stewart, E. Carriate Numb. 4 M
Iames Stewart, L. Blantyre Numb. 5 M
Alex. Stewart, E. Gallouay Numb. 6 M
Iohn Stewart, L. Traquair Numb. 7 M
Iohn Veims, L. Elcho. Numb. 8 M

[Page 64]

CAP. 4. NOBILITY OF IRELAND.

FFrancis Aungier, L. Langford Numb. 16 R
Iames Balfour, L. Clun-awley Numb. 17 R
Robert Barnwel, L. Trimleslon Numb. 18 R
David Barry, E. Barrymore Numb. 19 R
Sabcot Beaumont, V, Swords Numb. 20 R
Rich. Bermingham, L. Ethenry Numb. 21 R
Edward Blany, L. Monagham Numb. 22 R
Montjoy Blunt, L. Montjoy Numb. 23 R
Richard Boyle, E. Cork Numb. 24 R
Lewis Boyle, V. Kinalmeaky Numb. 25 R
Roger Boyle, B. Broghil Numb. 26 R
William Brabazon, E. Eestmeath Numb. 27 R
William Breerton, L. Laghlin Numb. 28 R
Richard Burgh, E. Clanricard Numb. 29 R
Theobald Burgh, V. Maia Numb. 30 R
[Page 65]Edmund Burgh, L. Castle-Connel Numb. 31 G
Thobald Burgh, L. Brittas Numb. 32 G
Walter Butler, E. Ormond Numb. 33 G
Richard Butler, V. Montgarret Numb. 34 G
Edmund Butler, L. Dunboyne Numb. 35 G
Tho. Butler, L. Calhir Numb. 36 G
George Calvert, L. Baltimore Numb. 37 G
William Canfield, L. Charlemont Numb. 38 G
George Chaworth, V. Ardmagh. Numb. 39 G
Edw. Chichester, V. Charigfergus Numb. 40 G
Robert Chomley, V. Relles Numb. 41 G
Edward Comway, V. Killultagh Numb. 42 G
Iohn Couray, L. Kinsale Numb. 43 G
Thomas Cromwel, V. Lecale Numb. 44 G
Robert Digby, L. Geshel Numb. 45 G
[Page 66]Christoph. Dillon, V. Costellaghgalmi. Numb. 46 B
Henry Docwra, L. Culmore Numb. 47 B
Randol-mac Donel, E. Antrim Numb. 48 B
Laurence Esmond, L. Lymerick Numb. 49 B
George Fielding, V. Callan Numb. 50 B
Will. Fitz-william, L. Liffer Numb. 51 B
Thomas Fleming, L. Slane Numb. 52 B
Henry Folliet, L. Ballishenan Numb. 53 B
George Fits-Gerald, E. Kildare Numb. 54 B
Thomas Fitz-Morrice, L. Kerry Numb. 55 B
Fieg-mac-Gilpatrick, L. Upper-Offery. Numb. 56 B
Edward Gorges, L. Dundalk Numb. 57 B
Ioh. Hamiltone, V. Clanhughboy Numb. 58 B
Hugh Hare, L. Colerane Numb. 59 B
Edw. Herbert, L. Castle-Island Numb. 60 B
[Page 67]Wlliam Hervy, L. Rosse Numb. 1 M
Oliver Lamber, V. Cavan Numb. 2 M
Adam Loftus, V. Ely Numb. 3 M
Rich. Lumley, V. Waterford Numb. 4 M
Anthony Mac-Enos, V. Evagh Numb. 5 M
Feig-Mac-Gilpatrick, L. Upper Offery. Numb. 6 M
William Maynard, L. Wicklogh Numb. 7 M
Garet Moor, V. Drogheda Numb. 8 M
Hugh Montgomery, V. Clanhughboy Numb. 9 M
Thomas Fitz-Morrice, L. Kerry Numb. 10 M
Will. Mounson, V. Castle-Mayn Numb. 11 M
Robert Neetham, V. Kilmurrey Numb. 12 M
Nicolas Nettervil, V. Dowthe Numb. 13 M
Richard Nugent, E. Westmeathe Numb. 14 M
Henry Obrien, E. Thomond Numb. 15 M
[Page 68]Morrogh Obrie [...], L. Inchequin Numb. 16 R
Dermond Omallun, L. Glan-Omallun. Numb. 17 R
Lucas Plukenet, L. Killeena Numb. 18 R
Patrick Plukenet, L. Duntany Numb. 19 R
Matthew Plukenet, L. Lough Numb. 20 R
Henry Poor, V. Valentia Numb. 21 R
William Pope, E. Down Numb. 22 R
Iohn Power, L. Corragmore Numb. 23 R
Richard Preston, E. Desmone Numb. 24 R
Ienico Preston, V. Gormanstone Numb. 25 R
Thomas Ridgway, E. London-Derry. Numb. 26 R
David Roch, V. Fermoy Numb. 27 R
Tho. Roper, V. Baltinglas Numb. 28 R
Oliver Saint-Iohn, V. Grandison Numb. 29 R
Nicolas S. Laurence, L. Hothe Numb. 30 R
[Page 69]Nicol. Sanderson, V. Castletown Numb. 31 G
Dominic Sarsfield, V. Roscarbery Numb. 32 G
Thomas Savile, V. Castle-Bar Numb. 33 G
John Scudamore, B. Bromore Numb. 34 G
William Sherard, L. Letrim Numb. 35 G
Thomas Smith, V. Stranford Numb. 36 G
Thomas Somerset, V. Castile Numb. 37 G
Andrew Steward, L. Castle-Steward. Numb. 38 G
Barnham Swift, V. Carlingford Numb. 39 G
Mervin Touchet, E. Castlehaven Numb. 40 G
Iohn Vaughan, E. Carbury Numb. 41 G
Iames Villon, E. Roscomman Numb. 42 G
Richard Wenman, V. Tuan Numb. 43 G
Charles Wilmot, V. Athlome Numb. 44 G
Rich. Wingfield, V. Powerscourt. Numb. 45 G

[Page 70]

CAP. 5. Orders and Degrees of STATES.

DUkes of the Blood Royal. Numb. 46 B
Dukes of the inferior rank Numb. 47 B
Eldest sons of Dukes of the Blood Royal, Numb. 48 B
Marquesses. Numb. 49 B
Eldest sons of other Dukes. Numb. 50 B
Earls. Numb. 51 B
Yongest sons of Dukes of the Blood Royal. Numb. 52 B
Eldest sons of Marquesses. Numb. 53 B
Eldest sons of Earls. Numb. 54 B
Vice-Counts. Numb. 55 B
Younger sons of Dukes. Numb. 56 B
Younger sons of Marquesses. Numb. 57 B
Barons. Numb. 58 B
Eldest sons of Vice-counts. Numb. 59 B
Knights of S. George, or the Garter, Numb. 60 B
[Page 71]Knights of the Kings Councel. Numb. 1 M
Younger sons of Earls. Numb. 2 M
Younger sons of Vice-Counts. Numb. 3 M
Eldest sons of Barons. Numb. 4 M
Knights Baronets. Numb. 5 M
Knights of the * Bath. Numb. 6 M
Doctors of the Kings Councel. Numb. 7 M
Knights Batchelors. Numb. 8 M
Esquires of the Kings Councel. Numb. 9 M
Eldest sons of Knights Baronets. Numb. 10 M
Eldest sons of Batchelor Knights. Numb. 11 M
Esquires of the Body. Numb. 12 M
Younger sons of Knights Baronets. Numb. 13 M
Esquires. Numb. 14 M
Gentlemen. Numb. 15 M

[Page 72]

CAP. 6. Officers, Orders, & Degree of Men and Women, both in Church and Common-weal.

ALderman. Numb. 16 R
Aldermans Deputy. Numb. 17 R
Ancient of the Wars. Numb. 18 R
Archbishop. Numb. 19 R
Arch-Deacon. Numb. 20 R
Artillery-man. Numb. 21 R
Assistant. Numb. 22 R
Atturney. Numb. 23 R
Baron. Numb. 24 R
Baronet. Numb. 25 R
Batchelor of Divinity. Numb. 26 R
Batchelor of Physick. Numb. 27 R
Batchelor of Civil Law. Numb. 28 R
Batchelor of Musick. Numb. 29 R
Batchelor of Arts. Numb. 30 R
[Page 73]Beadsman. Numb. 31 G
Beadle. Numb. 32 G
Bishop. Numb. 33 G
Boatswain. Numb. 34 G
Captain by Sea. Numb. 35 G
Captain by Land. Numb. 36 G
Captain of the City. Numb. 37 G
Captain of the Country. Numb. 38 G
Canon of a Church. Numb. 39 G
Carver-Sergeant to L. Major. Numb. 40 G
Carver-Sergeants man. Numb. 41 G
Chamberlain of the City. Numb. 42 G
Chamber-Sergeant to L. Major. Numb. 43 G
Chancellor of a Church. Numb. 44 G
Channel-Sergeant to L. Major. Numb. 45 G
[Page 74]Chaunter in a Cathedral. Numb. 46 B
Church-Warden. Numb. 47 B
Clark, or Notary. Numb. 48 B
Clark of a Parish. Numb. 49 B
Clark of the Sheriff. Numb. 50 B
Clark of the Papers, the Sheriffs. Numb. 51 B
Clark, common, or of the Town. Numb. 52 B
Common-Councel-man. Numb. 53 B
Common Cryer of the L. Major. Numb. 54 B
Common Cryers man. Numb. 55 B
Common Hunt of the L. Major. Numb. 56 B
Common Hunts-man. Numb. 57 B
Common Sergeant. Numb. 58 B
Constable of the Hundred. Numb. 59 B
Constable of the Parish. Numb. 60 B
[Page 75]Coronel at Wars. Numb. 1 M
Coroner. Numb. 2 M
Corporal of a Ship. Numb. 3 M
Count. Numb. 4 M
Countess. Numb. 5 M
Country-man. Numb. 6 M
Country-woman. Numb. 7 M
Coxswain of a ship. Numb. 8. M
Curate. Numb. 9 M
Dean. Numb. 10 M
Deputy-Alderman. Numb. 11 M
Drummer. Numb. 12 M
Duke. Numb. 13 M
Dutchess. Numb. 14 M
Doctor of Divinity. Numb. 15 M
[Page 76]Doctor of Physick. Numb. 16 R
Doctor of the Civil Law. Numb. 17 R
Doctor of Musick. Numb. 18 R
Earl. Numb. 19 R
Emperor. Numb. 20 R
Emperess. Numb. 21 R
Esquire. Numb. 22 R
Farmour. Numb. 23 R
Fore-mast-men. Numb. 24 R
General. Numb. 25 R
Gentleman. Numb. 26 R
Herald. Numb. 27 R
Huntsman. Numb. 28 R
Husbandman. Numb. 29 R
Informer. Numb. 30 R
[Page 77]Ingrosser. Numb. 31 G
Judg at Common Law. Numb. 32 G
Judg of Civil Law. Numb. 33 G
Judg Ecclesiastical. Numb. 34 G
Justice in Ayr. Numb. 35 G
Justice of Peace. Numb. 36 G
Justice of Quorum. Numb. 37 G
Justice of both. Numb. 38 G
King. Numb. 39 G
Knight. Numb. 40 G
Knight Baronet. Numb. 41 G
Knight of the Bath. Numb. 42 G
Knight of Saint George. Numb. 43 G
Knight of the Shire. Numb. 44 G
Knight of the Post. Numb. 45 G
[Page 78]Knight of the Sun. Numb. 46 B
Knight-Marshal. Numb. 47 B
Lady. Numb. 48 B
Lawyer, Common. Numb. 49 B
Lawyer, Civil. Numb. 50 B
Lievtenant. Numb. 51 B
Lord. Numb. 52 B
Lord Major. Numb. 53 B
Major of City. Numb. 54 B
Major of Town. Numb. 55 B
Mariner. Numb. 56 B
Marquess. Numb. 57 B
Masters of Ships. Numb. 58 B
Masters-Mates. Numb. 59 B
Meal-weighers of the L. Major. Numb. 60 B
[Page 79]Parson of a Parish. Numb. 1 M
Pilot of a ship. Numb. 2 M
Pirat at Sea. Numb. 3 M
Porter. Numb. 4 M
Post-Horseman. Numb. 5 M
Post-Footman. Numb. 6 M
Prebend. Numb. 7 M
Precenter. Numb. 8 M
Purveyor. Numb. 9 M
Quarter-Gunner. Numb. 10 M
Queen. Numb. 11 M
Regent. Numb. 12 M
Secundary of Sheriff. Numb. 13 M
Sergeant at Arms. Numb. 14 M
Sergeant at Law. Numb. 15 M
[Page 80]Sergeant of L. Major. Numb. 16 R
Sergeant, one of the sixteen of the Sheriffs. Numb. 17 R
Sheriff of a City. Numb. 18 R
Sheriff of a County. Numb. 19 R
Sewer. Numb. 20 R
Steward. Numb. 21 R
Surveyor. Numb. 22 R
Town-Clark. Numb. 23 R
Trumpetter. Numb. 24 R
Vicar. Numb. 25 R
Vicount. Numb. 26 R
Water-Bayly. Numb. 27 R
Workman. Numb. 28 R

[Page 81]

CAP. 7. Christian-Names of Men.

AAron. Numb. 31 G
Abel. Numb. 32 G
Abiah. Numb. 33 G
Abiam. Numb. 34 G
Abiathar. Numb. 35 G
Abiel. Numb. 36 G
Abiezer. Numb. 37 G
Abihu. Numb. 38 G
Abijah. Numb. 39 G
Abimelech. Numb. 40 G
Abinadab. Numb. 41 G
Abinoam. Numb. 42 G
Abner. Numb. 43 G
Abraham. Numb. 44 G
Absalom. Numb. 45 G
[Page 82]Adam. Numb. 46 B
Adoniah. Numb. 47 B
Adrian. Numb. 48 B
Aeneas. Numb. 49 B
Agabus. Numb. 50 B
Agrippa. Numb. 51 B
Ahab. Numb. 52 B
Ahaz. Numb. 53 B
Ahaziah. Numb. 54 B
Ahiah. Numb. 55 B
Alban. Numb. 56 B
Albert. Numb. 57 B
Aldred. Numb. 58 B
Alexander. Numb. 59 B
Algernon. Numb. 60 B
[Page 83]Alphonse. Numb. 1 M
Ambrose. Numb. 2 M
Aminadab. Numb. 3 M
Amnon. Numb. 4 M
Amon. Numb. 5 M
Ananiah. Numb. 6 M
Ananias. Numb. 7 M
Andrew. Numb. 8 M
Androu. Sc. Numb. 9 M
Angel. Numb. 10 M
Anselm. Numb. 11 M
Antiochus. Numb. 12 M
Anthony. Numb. 13 M
Apelles. Numb. 14 M
Apollo. Numb. 15 M
[Page 84]Apollonius. Numb. 16 R
Aquila. Numb. 17 R
Archelaus. Numb. 18 R
Archibald. Numb. 19 R
Aretas. Numb. 20 R
Arias. Numb. 21 R
Aristarchus. Numb. 22 R
Arnold. Numb. 23 R
Arthur. Numb. 24 R
Augustine. Numb. 25 R
Augustus. Numb. 26 R
Azariah. Numb. 27 R
Azariel. Numb. 28 R
Baldwin. Numb. 29 R
Bampfield. Numb. 30 R
[Page 85]Baptist. Numb. 31 G
Bardulph. Numb. 32 G
Barnabas. Numb. 33 G
Barnaby. Numb. 34 G
Barnham. Numb. 35 G
Bartholomew. Numb. 36 G
Baruch. Numb. 37 G
Basil. Numb. 38 G
Bede. Numb. 39 G
Benet. Numb. 40 G
Benjamin. Numb. 41 G
Bernard. Numb. 42 G
Beauchamp. Numb. 43 G
Bevil. Numb. 44 G
Bevis. Numb. 45 G
[Page 86]Bonaventure. Numb. 46 B
Bonham. Numb. 47 B
Bryan. Numb. 48 B
Bullen. Numb. 49 B
Butts. Numb. 50 B
Caius. Numb. 51 B
Caleb. Numb. 52 B
Capel. Numb. 53 B
Cephas. Numb. 54 B
Caesar. Numb. 55 B
Charls. Numb. 56 B
Christopher. Numb. 57 B
Claudius. Numb. 58 B
Clement. Numb. 59 B
Collen. Numb. 60 B
[Page 87]Conradus. Numb. 1 M
Constantine. Numb. 2 M
Constantius. Numb. 3 M
Cornelius. Numb. 4 M
Crispus. Numb. 5 M
Cuthbert. Numb. 6 M
Cyprian. Numb. 7 M
Cyrenius. Numb. 8 M
Cyril. Numb. 9 M
Daniel. Numb. 10 M
Darius. Numb. 11 M
David. Numb. 12 M
Demetrius. Numb. 13 M
Demophoon. Numb. 14 M
Dennis. Numb. 15 M
[Page 88]Densel. Numb. 16 R
Derrick. Numb. 17 R
Dermond. Numb. 18 R
Dominick. Numb. 19 R
Dru [...]. Numb. 20 R
Drugo. Numb. 21 R
Dudley. Numb. 22 R
Duncan. Numb. 23 R
Dunstan. Numb. 24 R
Dutton. Numb. 25 R
Edmund. Numb. 26 R
Edward. Numb. 27 R
Eliah. Numb. 28 R
Elias. Numb. 29 R
Elisha. Numb. 30 R
[Page 89]Ellis. Numb. 31 G
Elmer. Numb. 32 G
Elnathan. Numb. 33 G
Ely. Numb. 34 G
Emmanuel. Numb. 35 G
Ephraim. Numb. 36 G
Erasmus. Numb. 37 G
Evan. Numb. 38 G
Eubal. Numb. 39 G
Estace. Numb. 40 G
Ezekias. Numb. 41 G
Ezekiel. Numb. 42 G
Fabian. Numb. 43 G
Ferdinando. Numb. 44 G
Festus. Numb. 45 G
[Page 90]Fieg. Numb. 46 B
Fieg-mac. Numb. 47 B
Florence. Numb. 48 B
Foelix. Numb. 49 B
Fortunatus. Numb. 50 B
Foulk. Numb. 51 B
Fowler. Numb. 52 B
Francis. Numb. 53 B
Frederick. Numb. 54 B
Fulk. Numb. 55 B
Gabriel. Numb. 56 B
Gaius. Numb. 57 B
Gamaliel. Numb. 58 B
Garret. Numb. 59 B
Gedaliah. Numb. 60 B
[Page 91]Gedeon. Numb. 1 M
Geffrey. Numb. 2 M
George. Numb. 3 M
Germane. Numb. 4 M
Gerrard. Numb. 5 M
Gervase. Numb. 6 M
Gifford. Numb. 7 M
Gilbert. Numb. 8 M
Giles. Numb. 9 M
Godfrey. Numb. 10 M
Godwin. Numb. 11 M
Gregory. Numb. 12 M
Grey. Numb. 13 M
Griffith. Numb. 14 M
Guido. Numb. 15 M
[Page 92]Guy. Numb. 16 R
Habel. Numb. 17 R
Hadrian. Numb. 18 R
Hannibal. Numb. 19 R
Harbottle. Numb. 20 R
Hardolph. Numb. 21 R
Harhold. Numb. 22 R
Harman. Numb. 23 R
Hawton. Numb. 24 R
Hector. Numb. 25 R
Helias. Numb. 26 R
Heman. Numb. 27 R
Henoch. Numb. 28 R
Henry. Numb. 29 R
Herbert. Numb. 30 R
[Page 93]Hercules. Numb. 31 G
Hermes. Numb. 32 G
Hervy. Numb. 33 G
Hezekias. Numb. 34 G
Hierom. Numb. 35 G
Hilary. Numb. 36 G
Homer. Numb. 37 G
Horace. Numb. 38 G
Hosea. Numb. 39 G
Howel. Numb. 40 G
Hubert. Numb. 41 G
Hugh. Numb. 42 G
Humfrey. Numb. 43 G
Jacob. Numb. 44 G
James. Numb. 45 G
[Page 94]Jason. Numb. 46 B
Jasper. Numb. 47 B
Jeconias. Numb. 48 B
Jefferey. Numb. 49 B
Jenico. Numb. 50 B
Jerom. Numb. 51 B
Jeremy. Numb. 52 B
Ignatius. Numb. 53 B
Ihone. Sc. Numb. 54 B
Job. Numb. 55 B
John. Numb. 56 B
Jonas. Numb. 57 B
Jonathan. Numb. 58 B
Joel. Numb. 59 B
Joscelin. Numb. 60 B
[Page 95]Joseph. Numb. 1 M
Joshuah. Numb. 2 M
Josias. Numb. 3 M
Isaac. Numb. 4 M
Israel. Numb. 5 M
Judah. Numb. 6 M
Jude. Numb. 7 M
Julius. Numb. 8 M
Kellam. Numb. 9 M
Kenelm. Numb. 10 M
Lambert. Numb. 11 M
Lancelot. Numb. 12 M
Laurence. Numb. 13 M
Lazarus. Numb. 14 M
Leonard. Numb. 15 M
[Page 96]Leonel. Numb. 16 R
Lewis. Numb. 17 R
Livin. Numb. 18 R
Lodowick. Numb. 19 R
Lucas. Numb. 20 R
Luke. Numb. 21 R
Madock. Numb. 22 R
Malachy. Numb. 23 R
Manasseh. Numb. 24 R
Mark. Numb. 25 R
Marmaduke. Numb. 26 R
Martin. Numb. 27 R
Marvin. Numb. 28 R
Matthew. Numb. 29 R
Matthias. Numb. 30 R
[Page 97]Maximilian. Numb. 31 G
Maximus. Numb. 32 G
Melchisedec. Numb. 33 G
Mercury. Numb. 34 G
Meredith. Numb. 35 G
Merick. Numb. 36 G
Merven. Numb. 37 G
Michael. Numb. 38 G
Miles. Numb. 39 G
Morgan. Numb. 40 G
Morrice. Numb. 41 G
Morrogh. Numb. 42 G
Moses. Numb. 43 G
Mountagne. Numb. 44 G
Mont: joy. Numb. 45 G
[Page 98]Mount-joy. Numb. 46 B
Myldmay. Numb. 47 B
Narah. Numb. 48 B
Nathan. Numb. 49 B
Nathaniel. Numb. 50 B
Nehemiah. Numb. 51 B
Nicanor. Numb. 52 B
Nicodemus. Numb. 53 B
Nicolas. Numb. 54 B
Noah. Numb. 55 B
Noell. Numb. 56 B
Normon. Numb. 57 B
Obadiah. Numb. 58 B
Obed. Numb. 59 B
Oliver. Numb. 60 B
[Page 99]Olympas. Numb. 1 M
Onesimus. Numb. 2 M
Onesiphorus. Numb. 3 M
Origen. Numb. 4 M
Osburn, Numb. 5 M
Osbert. Numb. 6 M
Osmund. Numb. 7 M
Otho. Numb. 8 M
Owen. Numb. 9 M
Parmenas. Numb. 10 M
Paschal. Numb. 11 M
Patrick. Numb. 12 M
Patrobas. Numb. 13 M
Patroclus. Numb. 14 M
Paul. Numb. 15 M
[Page 100]Paulin. Numb. 16 R
Pawlet. Numb. 17 R
Perce. Numb. 18 R
Percival. Numb. 19 R
Peregrin. Numb. 20 R
Peter. Numb. 21 R
Philbert. Numb. 22 R
Philemon. Numb. 23 R
Philip. Numb. 24 R
Posthumus. Numb. 25 R
Poynings. Numb. 26 R
Price. Numb. 27 R
Quintin. Numb. 28 R
Ralph. Numb. 29 R
Randal. Numb. 30 R
[Page 101]Randol-mac. Numb. 31 G
Raphael. Numb. 32 G
Raymund. Numb. 33 G
Reuben. Numb. 34 G
Reynold. Numb. 35 G
Rice. Numb. 36 G
Richard. Numb. 37 G
Robert. Numb. 38 G
Roger. Numb. 39 G
Romane. Numb. 40 G
Rouland. Numb. 41 G
Sabcot. Numb. 42 G
Sackvil. Numb. 43 G
Saint-Iohn. Numb. 44 G
Salomon. Numb. 45 G
[Page 102]Sampson. Numb. 46 B
Samuel. Numb. 47 B
Saul. Numb. 48 B
Sebastian. Numb. 49 B
Sigismund. Numb. 50 B
Silvanus. Numb. 51 B
Silvester. Numb. 52 B
Silvius. Numb. 53 B
Simeon. Numb. 54 B
Simon. Numb. 55 B
Spencer. Numb. 56 B
Stephen. Numb. 57 B
Swithin. Numb. 58 B
Sydney. Numb. 59 B
Talbot. Numb. 60 B
[Page 103]Theobald. Numb. 1 M
Theodore. Numb. 2 M
Theodorick. Numb. 3 M
Theodosius. Numb. 4 M
Theophilus. Numb. 5 M
Thomas. Numb. 6 M
Tichicus. Numb. 7 M
Tiego. Numb. 8 M
Timothy. Numb. 9 M
Titus. Numb. 10 M
Tobiah. Numb. 11 M
Tobias. Numb. 12 M
Toby. Numb. 13 M
Tristram. Numb. 14 M
Trophimus. Numb. 15 M
[Page 104]Tychicus. Numb. 16 R
Valens. Numb. 17 R
Valentine. Numb. 18 R
Valter. Sc. Numb. 19 R
Villiam. Sc. Numb. 20 R
Vincent. Numb. 21 R
Vital. Numb. 22 R
Vivian. Numb. 23 R
Ʋrbanus. Numb. 24 R
Ʋriah. Numb. 25 R
Walter. Numb. 26 R
Walwin. Numb. 27 R
Warin. Numb. 28 R
Warren. Numb. 29 R
Welfred. Numb. 30 R
[Page 105]William. Numb. 31 G
Willibald. Numb. 32 G
Wimund. Numb. 33 G
Ythel. Numb. 34 G
Zachary. Numb. 35 G
Zacheus. Numb. 36 G
Zephany. Numb. 37 G

[Page 106]

CAP. 5. Christian-Names of Women.

ABigail Numb. 46 B
Adelin. Numb. 47 B
Agatha. Numb. 48 B
Agnis. Numb. 49 B
Alice. Numb. 50 B
Amie. Numb. 51 B
Anchoret. Numb. 52 B
Angelet, Numb. 53 B
Anne. Numb. 54 B
Annis. Numb. 55 B
Anstice. Numb. 56 B
Arbella. Numb. 57 B
Audrey. Numb. 58 B
Avice. Numb. 59 B
Barbara. Numb. 60 B
[Page 107]Bathsheba. Numb. 1 M
Beatrice. Numb. 2 M
Benet. Numb. 3 M
Blanche. Numb. 4 M
Briget. Numb. 5 M
Cassandra. Numb. 6 M
Chara. Numb. 7 M
Charity. Numb. 8 M
Christian. Numb. 9 M
Cicely. Numb. 10 M
Clare. Numb. 11 M
Constance. Numb. 12 M
Daphne. Numb. 13 M
Deborah. Numb. 14 M
Denis. Numb. 15 M
[Page 108]Diana. Numb. 16 R
Dido. Numb. 17 R
Dorcas. Numb. 18 R
Dorothy. Numb. 19 R
Dousable. Numb. 20 R
Douse. Numb. 21 R
Duella. Numb. 22 R
Eadith. Numb. 23 R
Elkanor. Numb. 24 R
Elhena. Numb. 25 R
Eliza. Numb. 26 R
Elizabeth. Numb. 27 R
Emm. Numb. 28 R
Evah. Numb. 29 R
Faith. Numb. 30 R
[Page 109]Febe. Numb. 31 G
Felice. Numb. 32 G
Fillida. Numb. 33 G
Florence. Numb. 34 G
Fortune. Numb. 35 G
Frances. Numb. 36 G
Frideswid. Numb. 37 G
Gillian. Numb. 38 G
Gillet. Numb. 39 G
Godly. Numb. 40 G
Grace. Numb. 41 G
Grishield. Numb. 42 G
Guinifrid. Numb. 43 G
Hagar. Numb. 44 G
Hannah. Numb. 45 G
[Page 110]Helenah. Numb. 46 B
Helen. Numb. 47 B
Hester. Numb. 48 B
Hevah. Numb. 49 B
Hope. Numb. 50 B
Jacomina. Numb. 51 B
Jane. Numb. 52 B
Jennet. Numb. 53 B
Joan. Numb. 54 B
Joyce. Numb. 55 B
Isabella. Numb. 56 B
Isabell. Numb. 57 B
Judith. Numb. 58 B
Julia. Numb. 59 B
Katherine. Numb. 60 B
[Page 111]Leah. Numb. 1 M
Lettice. Numb. 2 M
Love. Numb. 3 M
Lucy. Numb. 4 M
Lucrece. Numb. 5 M
Lucretia. Numb. 6 M
Lydia. Numb. 7 M
Mabell. Numb. 8 M
Magdelen. Numb. 9 M
Margaret. Numb. 10 M
Margery. Numb. 11 M
Marrian. Numb. 12 M
Martha. Numb. 13 M
Maria. Numb. 14 M
Mary. Numb. 15 M
[Page 112]Mawd. Numb. 16 R
Mercy. Numb. 17 R
Mildred. Numb. 18 R
Nicia. Numb. 19 R
Nichola. Numb. 20 R
Nicolas. Sc. Numb. 21 R
Olive. Numb. 22 R
Olympia. Numb. 23 R
Parnel. Numb. 24 R
Patience. Numb. 25 R
Penelope. Numb. 26 R
Philadelphia. Numb. 27 R
Philip. Numb. 28 R
Phillida. Numb. 29 R
Phillis. Numb. 30 R
[Page 113]Phoebe. Numb. 31 G
Priscilla. Numb. 32 G
Prudence. Numb. 33 G
Rachel. Numb. 34 G
Rebecca. Numb. 35 G
Rosacleer. Numb. 36 G
Rosamund. Numb. 37 G
Rose. Numb. 38 G
Sabina. Numb. 39 G
Sanchia. Numb. 40 G
Sarah. Numb. 41 G
Scolastica. Numb. 42 G
Sophia. Numb. 43 G
Sophronia. Numb. 44 G
Susanna. Numb. 45 G
[Page 114]Sybilla. Numb. 46 B
Tabitha. Numb. 47 B
Tace. Numb. 48 B
Tamar. Numb. 49 B
Taphnes. Numb. 50 B
Temperance. Numb. 51 B
Thamar. Numb. 52 B
Theodosia. Numb. 53 B

[Page 115]

CAP. 9. Callings and Occupations, Trades and Professions of Men and Women.

ALe-brewer. Numb. 1 M
Ale-seller. Numb. 2 M
Almanack-maker. Numb. 3 M
Almanack-seller. Numb. 4 M
Anchor-maker. Numb. 5 M
Apothecary. Numb. 6 M
Apprentice. Numb. 7 M
Aquavitae-man. Numb. 8 M
Armorer. Numb. 9 M
Assistant. Numb. 10 M
Attourney. Numb. 11 M
Baker. Numb. 12 M
Ballad-man. Numb. 13 M
Ballad-singer. Numb. 14▪ M
Barbar. Numb. 15 M
[Page 116]Barber-Chirurgian. Numb. 16 R
Basket-maker. Numb. 17 R
Bayliff, Numb. 18 R
Bell-founder. Numb. 19 R
Bellows-maker. Numb. 20 R
Bell-man. Numb. 21 R
Bitt-maker. Numb. 22 R
Blacksmith. Numb. 23 R
Bone-lace-seller. Numb. 24 R
Body-maker. Numb. 25. R
Book-binder. Numb. 26 R
Book-seller. Numb. 27 R
Botcher. Numb. 28 R
Bowl-maker. Numb. 29 R
Box-maker. Numb. 30 R
[Page 117]Bowyer. Numb. 31 G
Brasier. Numb. 32 G
Brewer. Numb. 33 G
Brick-layer. Numb. 34 G
Brick-maker. Numb. 35 G
Broker. Numb. 36 G
Broom-man. Numb. 37 G
Brush-maker. Numb. 38 G
Buckle-maker. Numb. 39 G
Bugle-maker. Numb. 40 G
Butcher. Numb. 41 G
Button-maker. Numb. 42 G
Button-seller. Numb. 43 G
City Captain. Numb. 44 G
Sea Captain. Numb. 45 G
[Page 118]Calender-man. Numb. 46 B
Card-maker. Numb. 47 B
Car-man. Numb. 48 B
Carpenter. Numb. 49 B
Carrier. Numb. 50 B
Carter. Numb. 51 B
Carver. Numb. 52 B
Champion. Numb. 53 B
Chandler. Numb. 54 B
Chapman. Numb. 55 B
Cheese-monger. Numb. 56 B
Chyrurgion. Numb. 57 B
Clasp-maker. Numb. 58 B
Cloke-maker. Numb. 59 B
Clock-maker. Numb. 60 B
[Page 119]Clothier. Numb. 1 M
Cloth-worker. Numb. 2 M
Coach-maker. Numb. 3 M
Coach-man. Numb. 4 M
Cobler. Numb. 5 M
Cole-man. Numb. 6 M
Collier. Numb. 7 M
Comb-maker. Numb. 8 M
Comfet-maker. Numb. 9 M
Confectioner. Numb. 10 M
Controller. Numb. 11 M
Cook. Numb. 12 M
Cooper. Numb. 13 M
Copper-smith. Numb. 14 M
Corn-meter. Numb. 15 M
[Page 120]Coster-munger. Numb. 16 R
Counseller. Numb. 17 R
Cryer. Numb. 18 R
Crosbow-maker. Numb. 19 R
Curryer. Numb. 20 R
Customer. Numb. 21 R
Custom-house-man. Numb. 22 R
Cutler. Numb. 23 R
Damasker. Numb. 24 R
Dancer. Numb. 25 R
Divine. Numb. 26 R
Draper of linnen cloth. Numb. 27 R
Draper of woolen. Numb. 28 R
Drawer of Cloth. Numb. 29 R
Drawer of Wine. Numb. 30 R
[Page 121]Drayman. Numb. 31 G
Dyal-maker. Numb. 32 G
Dye-maker. Numb. 33 G
Dyer of Hats. Numb. 34 G
Dyer of Linnen. Numb. 35 G
Dyer of Sylk. Numb. 36 G
Dyer of Thread. Numb. 37 G
Dyer of Woollen. Numb. 38 G
Farryer. Numb. 39 G
Farthingale-maker. Numb. 40 G
Feather-maker. Numb. 41 G
Fel-monger. Numb. 42 G
Felt-maker. Numb. 43 G
Fidler. Numb. 44 G
Fisher-man. Numb. 45 G
[Page 122]Fish-hook-maker. Numb. 46 B
Fishmonger. Numb. 47 B
Flax-dresser. Numb. 48 B
Fletcher. Numb. 49 B
Founder. Numb. 50 B
Fowler. Numb. 51 B
Fringe-maker. Numb. 52 B
Frubber. Numb. 53 B
Fruterer. Numb. 54 B
Furryer. Numb. 55 B
Fustian-dresser. Numb. 56 B
Fustian-weaver. Numb. 57 B
Gardiner. Numb. 58 B
Glasier. Numb. 59 B
Glass-maker. Numb. 60 B
[Page 123]Glass-mender. Numb. 1 M
Glass-seller. Numb. 2 M
Globe-maker. Numb. 3 M
Glover. Numb. 4 M
Gold-finder. Numb. 5 M
Gold-smith. Numb. 6 M
Graver. Numb. 7 M
Grocer. Numb. 8 M
Guilder. Numb. 9 M
Gun-maker. Numb. 10 M
Gunner. Numb. 11 M
Gunstock-maker. Numb. 12 M
Haberdasher of Hats. Numb. 13 M
Haberdasher of small wares. Numb. 14 M
Halberd-maker. Numb. 15 M
[Page 124]Harness-maker. Numb. 16 R
Hassack-maker. Numb. 17 R
Hat-maker. Numb. 18 R
Hemp-beater. Numb. 19 R
Hemp-dresser. Numb. 20 R
Horner. Numb. 21 R
Horse-courser. Numb. 22 R
Hosier. Numb. 23 R
Hostler. Numb. 24 R
Hotpresser. Numb. 25 R
Jack-smith. Numb. 26 R
Jeweller. Numb. 27 R
Imbroderer. Numb. 28 R
Inkhorn-maker. Numb. 29 R
Ink-man. Numb. 30 R
[Page 125]Inn-keeper. Numb. 31 G
Instrument-maker. Numb. 32 G
Journyman. Numb. 33 G
Iron-monger. Numb. 34 G
Knife-maker. Numb. 35 G
Knife-seller. Numb. 36 G
Labourer. Numb. 37 G
Last-maker. Numb. 38 G
Lattener. Numb. 39 G
Lawyer. Numb. 40 G
Leather-dresser. Numb. 41 G
Leather-seller. Numb. 42 G
Linnen-Draper. Numb. 43 G
Lock-smith. Numb. 44 G
Magistrate. Numb. 45 G
[Page 126]Maltster. Numb. 46 B
Map-man. Numb. 47 B
Mariner. Numb. 48 B
Marking-stone-man. Numb. 49 B
Mason. Numb. 50 B
Mathematician. Numb. 51 B
Mat-man. Numb. 52 B
Meal-man. Numb. 53 B
Mercer. Numb. 54 B
Merchant. Numb. 55 B
Merchant-Taylor. Numb. 56 B
Millener. Numb. 57 B
Minister. Numb. 58 B
Minstrel. Numb. 59 B
Mint-man. Numb. 60 B
[Page 127]Mole-catcher. Numb. 1 M
Musician. Numb. 2 M
Nayler. Numb. 3 M
Needle-maker. Numb. 4 M
Net-maker. Numb. 5 M
Oatmeal-seller. Numb. 6 M
Oyl-man. Numb. 7 M
Oyster-man. Numb. 8 M
Painter. Numb. 9 M
Paper-maker. Numb. 10 M
Pasteboard-maker. Numb. 11 M
Pavyer. Numb. 12 M
Pedler. Numb. 13 M
Perfumer. Numb. 14 M
Periwig-maker. Numb. 15 M
[Page 128]Pewterer. Numb. 16 R
Physician. Numb. 17 R
Piccadel-maker. Numb. 18 R
Picture-maker. Numb. 19 R
Pin-maker. Numb. 20 R
Plasterer. Numb. 21 R
Plummer. Numb. 22 R
Pomp-maker. Numb. 23 R
Porter. Numb. 24 R
Potter. Numb. 25 R
Poulterer. Numb. 26 R
Printer Numb. 27 R
Rat-chatcher. Numb. 28 R
Rope-maker. Numb. 29 R
Rope-seller. Numb. 30 R
[Page 129]Sadler. Numb. 31 G
Salter. Numb. 32 G
Saltpeterman. Numb. 33 G
Sattin-weaver. Numb. 34 G
Sawyer. Numb. 35 G
Sayler. Numb. 36 G
Scaberd-maker. Numb. 37 G
School-master. Numb. 38 G
Scholer. Numb. 39 G
Scrivener Numb. 40 G
Seal-maker. Numb. 41 G
Seamster. Numb. 42 G
Seedman. Numb. 43 G
Shear-grinder. Numb. 44 G
Shear-maker. Numb. 45 G
[Page 130]Shear-man. Numb. 46 B
Sheath-maker. Numb. 47 B
Ship-Carpenter. Numb. 48 B
Shoo-maker. Numb. 49 B
Silk-Dyer. Numb. 50 B
Silk-man. Numb. 51 B
Silk-weaver. Numb. 52 B
Silver-smith. Numb. 53 B
Sive-man. Numb. 54 B
Smith. Numb. 55 B
Sope-boyler. Numb. 56 B
Spectacle-maker. Numb. 57 B
Spurryer. Numb. 58 B
Stapler. Numb. 59 B
Starch-maker. Numb. 60 B
[Page 131]Stationer. Numb. 1 M
Stocking-mender. Numb. 2 M
Stone-cutter. Numb. 3 M
Surgeon, or Chirurgeon. Numb. 4 M
Surveyor. Numb. 5 M
Tabacco-Seller. Numb. 6 M
Tabacco-pipe-maker. Numb. 7 M
Tallow-Chandler. Numb. 8 M
Tanner. Numb. 9 M
Tapster. Numb. 10 M
Taylor. Numb. 11 M
Tennis-ball-maker. Numb. 12 M
Tennis-Court-man. Numb. 13 M
Tent-maker. Numb. 14 M
Thatcher. Numb. 15 M
[Page 132]Thimble-maker. Numb. 16 R
Thred-maker. Numb. 17 R
Throster of silk. Numb. 18 R
Tinker. Numb. 19 R
Tripe-seller. Numb. 20 R
Trunk-maker. Numb. 21 R
Turner. Numb. 22 R
Tyre-maker. Numb. 23 R
Vineger-man. Numb. 24 R
Vintner. Numb. 25 R
Virginal-maker. Numb. 26 R
Vpholster. Numb. 27 R
Watch-maker. Numb. 28 R
Water-bearer. Numb. 29 R
Water-man. Numb. 30 R
[Page 133]Wax-Chandler. Numb. 31 G
Weaver. Numb. 32 G
Wheel-wright. Numb. 33 G
Wier-drawer. Numb. 34 G
Wine-Cooper. Numb. 35 G
Wood-cleaver. Numb. 36 G
Wood-man. Numb. 37 G
Wood-monger. Numb. 38 G
Wool-man. Numb. 39 G
Woollen-Draper. Numb. 40 G

CAP. 10. The particular Shires within the Kings Dominions of Great Britain and Ireland, wherein his Majesties Subjects are born. [Page 134] The Numbers on the left hand of the Shires, shew the Parish-Churches contained in the said Shire.

ENGLAND.

Parishes. 140 BArk-shire. Numb. 46 B
Parishes. 116 Bedfordshire. Numb. 47 B
Parishes. 185 Buckinghamshire. Numb. 48 B
Parishes. 163 Cambridg-shire. Numb. 49 B
Parishes. 68 Cheshire. Numb. 50 B
Parishes. 161 Cornwal. Numb. 51 B
Parishes. 58 Cumberland. Numb. 52 B
Parishes. 106 Derbyshire. Numb. 53 B
Parishes. 394 Devonshire. Numb. 54 B
Parishes. 248 Dorsetshire. Numb. 55 B
Parishes. 415 Essex. Numb. 56 B
Parishes. 280 Glocester. Numb. 57 B
Parishes. 120 Hartfordshire. Numb. 58 B
Parishes. 176 Herefordshire. Numb. 59 B
Parishes. 78 Huntingdonshire. Numb. 60 B
[Page 135]Parishes. 398 Kent. Numb. 1 M
Parishes. 36 Lancashire. Numb. 2 M
Parishes. 200 Leicestershire. Numb. 3 M
Parishes. 630 Lincolnshire. Numb. 4 M
Parishes. 73 Middlesex. Numb. 5 M
Parishes. 660 Norfolk. Numb. 6 M
Parishes. 320 Northamptonshire. Numb. 7 M
Parishes. 168 Northumberland. Numb. 8 M
Parishes. 168 Nottinghamshire. Numb. 9 M
Parishes. 280 Oxfordshire. Numb. 10 M
Parishes. 104 Richmondshire. Numb. 11 M
Parishes. 47 Rutland. Numb. 12 M
Parishes. 170 Shropshire. Numb. 13 M
Parishes. 385 Somersetshire. Numb. 14 M
Parishes. 253 Southampton. Numb. 15 M
[Page 136]Parishes. 130 Staffordshire. Numb. 16 R
Parishes. 575 Suffolk. Numb. 17 R
Parishes. 140 Surrey. Numb. 18 R
Parishes. 312 Sussex. Numb. 19 R
Parishes. 158 Warwick-shire. Numb. 20 R
Parishes. 26 Westmerland. Numb. 21 R
Parishes. 304 Wiltshire. Numb. 22 R
Parishes. 152 Worcestershire. Numb. 23 R
Parishes. 459 York-shire. Numb. 24 R

Ireland.

Parishes. Connaught. Numb. 27 R
Parishes. Linster. Numb. 28 R
Parishes. Munster. Numb. 29 R
Parishes. Ʋlster. Numb. 30 R

Wales.

[Page 137]Parishes. 74 Anglesey. Numb. 31 G
Parishes. 61 Brecknock. Numb. 32 G
Parishes. 64 Cardigan. Numb. 33 G
Parishes. 87 Carmarthen. Numb. 34 G
Parishes. 68 Carnarvan. Numb. 35 G
Parishes. 118 Clamorgan. Numb. 36 G
Parishes. 57 Denbigh. Numb. 37 G
Parishes. 28 Flint. Numb. 38 G
Parishes. 37 Merioneth. Numb. 39 G
Parishes. 127 Monmouth. Numb. 40 G
Parishes. 47 Mountgomery. Numb. 41 G
Parishes. 145 Pembrook. Numb. 42 G
Parishes. 52 Radnor. Numb. 43 G

[Page 138]

CAP. 11. Colledges and Halls in Oxford & Cambridg.

ALbane Hall, Oxf. Numb. 46 B
Built Ann. 1437 All-Souls Col. Oxf. Numb. 47 B
Built Ann. 1263 Bayliol Col. Oxf. Numb. 48 B
Built Ann. 1513 Brasen-Nose Coll. Oxf. Numb. 49 B
Broadgate Hall, or Pembrook Coll. Oxf. Numb. 50 B
Built Ann. 1557 Caius Coll. Camb. Numb. 51 B
Built Ann. 1526 Christs-Church, Oxf. Numb. 52 B
Built Ann. 1506 Christs Coll. Camb. Numb. 53 B
Built Ann. 1326 Clare Hall, Camb. Numb. 54 B
Built Ann. 1516 Corpus Christi Col. Oxf. Numb. 55 B
Built Ann. 1344 Corpus Christi Col. Camb. Numb. 56 B
Edmund Hall, Oxf. Numb. 57 B
Built Ann. 1588 Emmanuel Col. Camb. Numb. 58 B
Built Ann. 1316 Exceter Coll. Oxf. Numb. 59 B
Glocester Hall, Oxf. Numb. 60 B
[Page 139]Built Ann. 1316 Hart Hall, Oxf. Numb. 1 M
Jesus Coll. Oxf. Numb. 2 M
Built Ann. 1504 Jesus Coll. Camb. Numb. 3 M
Built Ann. 1557 Saint Johns Col. Oxf. Numb. 4 M
Saint Johns Col. Camb. Numb. 5 M
Built Ann. 1459 Katharin Hall, Camb. Numb. 6 M
Built Ann. 1441 Kings Col. Camb. Numb. 7 M
Built Ann. 1371 Kings Hall, Camb. Numb. 8 M
Built Ann. 1420 Lincoln Col. Oxf. Numb. 9 M
Built Ann. 1456 Magdalen Col. Oxf. Numb. 10 M
Built Ann. 1456 Magdalen Hall, Oxf. Numb. 11 M
Built Ann. 1509 Magdalen Hall, Camb. Numb. 12 M
Built Ann. 1276 Martin Col. Oxf. Numb. 13 M
St. Mary Hall, Oxf. Numb. 14 M
Built Ann. 1324 Michael House, Camb. Numb. 15 M
[Page 140]Built Ann. 1375 New Coll. Oxf. Numb. 16 R
New Inn. Oxf. Numb. 17 R
Built Ann. 1323 Oriel Coll. Oxf. Numb. 18 R
Pembrook Coll. Oxf. Numb. 19 R
Built Ann. 1376 Pembrook Hall. Camb. Numb. 20 R
Built Ann. 1280 Peter-House. Camb. Numb. 21 R
Built Ann. 1349 Queens Coll. Oxf. Numb. 22 R
Built Ann. 1448 Queens Coll. Camb. Numb. 23 R
Sigebert Coll. Camb. Numb. 24 R
Built Ann. 1556 Trinity Coll. Oxf. Numb. 25 R
Built Ann. 1354 Trinity Hall. Camb. Numb. 26 R
Built Ann. 1546 Trinity Coll. Camb. Numb. 27 R
Built Ann. 872 Ʋniversity Coll. Oxf. Numb. 28 R
Built Ann. 1613 Wadham Coll. Oxf. Numb. 29 R
White Hall. Oxf. Numb. 30 R

[Page 141]

CAP. 12. Houses of Students of the Common Laws, within the Liberties, and without.

BErnards Inn, in Oldborn. Numb. 31 G
Clements Inn, a House of Chancery, in the Liberties of Westminster. Numb. 32 G
Cliffords Inn, in Fleetstreet, a House of Chancery. Numb. 33 G
Furnivals Inn, in Oldborn, a House of Chancery. Numb. 34 G
Grays Inn, in Oldborn, a House of Court, without the Liberties. Numb. 35 G
Inner Temple, in Fleetstreet, a House of Court. Numb. 36 G
Lincolns Inn, in Chancery Lane, a House of Court, without the Liberties. Numb. 37 G
[Page 142]Lyons Inn, a house of Chancery, in the Liberty of Westm. Numb. 38
Middle Temple, in Fleetstreet, a House of Court. Numb. 39
New Inn, a House of Chancery, in the Liberty of VVestm. Numb. 40
Sergeants Inn, in Fleetstr. Numb. 41
Sergeants Inn, in Chancery lane, for Judges and Sergeants onely. Numb. 42
Staple Inn, in Oldborn, a House of Chancery, in Libert. Numb. 43
Temple, in Fleetstr. Numb. 44
Thavids Inn, in Oldborn, a House of Chancery. Numb. 45

CAP. 13. Wards within the Liberties, and without the City of LONDON. [Page 143] The number of Parishes in every of the 26. Wards. E. is East, W. is West, Walb. is Walbrook, * within and without the walls, a within the walls, b without the walls.

Parishes 3 Aldgate Ward, E of Walb. Numb. 1 M
Parishes 6 Aldersgate, * West of Walb. Numb. 2 M
Parishes 1 Bassings Hallward, W. of Wal. Numb. 3 M
Parishes 5 Billingsgate, E of Walb. Numb. 4 M
Parishes 3 Bishopsgate, E. of Walb. * Numb. 5 M
Parishes 4 Breadstreet, W. of Walb. Numb. 6 M
Parishes 4 Bridg-ward, E. of Walb. a. Numb. 7 M
Parishes 3 Broadstreet, E. of Walb. Numb. 8 M
Parishes 5 Candlewickestreet Ward, E Numb. 9 M
Parishes 4 Castle Baynard, W. of Walb. Numb. 10 M
Parishes 7 Cheapside Ward, W. of Walb. Numb. 11 M
Parishes 4 Colemanstreet, W. of Walb. Numb. 12 M
Parishes 3 Cordwaynerstreet, W. of Walb. Numb. 13 M
Parishes 2 Cornhill, E. of Walb. Numb. 14 M
Parishes 6 Cripplegate, W. of Walb. * Numb. 15 M
[Page 144]Parishes 8 Downgate, E. of Walb. Numb. 1 M
Parishes 9 Farringdon, W. of Walb. a. Numb. 2 M
Parishes 7 Farringdon, W. of Walb. b. Numb. 3 M
Parishes 5 Langbourn, E. of Walb. Numb. 4 M
Parishes 1 Limestreet, E. of Walb. Numb. 5 M
Parishes 3 Portsoken, E. of Walb. b. Numb. 6 M
Parishes 7 Queenhithe, W. of. Walb. Numb. 7 M
Parishes 4 Southwark, W. of Walb. b. Numb. 8 M
Parishes 3 Tower-street, E. of Walb. Numb. 9 M
Parishes 4 Vintry, W. of Walb. Numb. 10 M
Parishes 8 Walbrook Ward. Numb. 11 M

[Page 145]

CAP. 14. Halls belonging to the several Companies, and where scituated in London.

Armorers Hall, in Colemanstreet Numb. 16 R
Bakers, in Harp, or Heart-lane Numb. 17 R
Bakewel, or Blackwel, by Guildh. Numb. 18 R
Barbar-Chirurg. W. of Noble-st. Numb. 19 R
Bassings Hall, by Bakewel Hall Numb. 20 R
Black-smiths Hall, Lambert Hill Numb. 21 R
Blackwel, or Bakewel Hall. Numb. 22 R
Bladers, or Bladesmiths. Numb. 23 R
Bowyers, in Monkswell-street. Numb. 24 R
Brewers, in Addle-street. Numb. 25 R
Bricklayers, in Fenchurch-str. Numb. 26 R
Bu [...]chers, in Chick-lane. Numb. 27 R
Carpenters, in Alhallows on wal. Numb. 28 R
Chandlers. See Tallow. Numb. 29 R
Chirurgions. See Barbar. Numb. 30 R
[Page 146]Clarks, in Bishopsgate-street. Numb. 31 G
Clarks of Parishes, Vintry ward. Numb. 32 G
Clothworkers, in Mincheon-lane. Numb. 33 G
Coopers Hall, Numb. 34 G
Cutlers Hall, in the Vintry. Numb. 35 G
Dyers, in Downgate ward. Numb. 36 G
Drapers, in Broadstreet. Numb. 37 G
Fishmongers, in Thamestr. by L.B Numb. 38 G
Fletchers, in St. Maries-street Numb. 39 G
Founders, in Lothbury Numb. 40 G
Fruterers, in Worcester place Numb. 41 G
Gerrard, or Gisors, Basing-lane Numb. 42 G
Girdlers Hall. Numb. 43. G
Glasiers, in Kerion-lane Numb. 44 G
Grocers, in Conyhoop-lane Numb. 45 G
[Page 147]Imbroyderers, Gutter-lane Numb. 46 B
Inne-holders, in Elbow-lane Numb. 47 B
Joyners, Frier-lane, Downg. ward Numb. 48 B
Ironmongers, Fenchurchstr. Numb. 49 B
Leaden Hall, in the same street Numb. 50 B
Leathersellers, in S. Hellens Numb. 51 B
Masons, in Bassings Hall ward Numb. 52 B
Marchant Taylors, Broadst. ward Numb. 53 B
Paynter Stayners, Trinity-lane Numb. 54 B
Parish Clarks, Vintry ward Numb. 55 B
Peperers. See Grocers Numb. 56 B
Pewterers, Limestreet Numb. 57 B
Plummers, Anchor-lane. Numb. 58 B
Sadlers Hall. Numb. 59 B
Skinners, by Downgate. Numb. 60 B
[Page 148]Stationers Hall, by the Bishop of Lond palace. Numb. 1 M
Tallow-Chandlers, Downgate-street. Numb. 2 M
Taylors and Linnen Armorers, in Broad-street ward. Numb. 3 M
Vintners, in Thames-street, by the Vintry. Numb. 4 M
Weavers. Numb. 5 M
Woodmongers, by Pauls Wharf Hill. Numb. 6 M

[Page 149]

CAP. 15. Parishes within the City, and Suburbs of London.

1 ALbans Woodstreet. Numb. 16 R
2 Alhallows Barking. Numb. 17 R
3 Alhallows Breadstreet. Numb. 18 R
4 Alhallows great. Numb. 19 R
5 Alhallows Hony-lane. Numb. 20 R
6 Alhallows less. Numb. 21 R
7 Alhallows Oteswich, Lumbar Numb. 22 R
8 Alhallows Stanechurch. Numb. 23 R
9 Alhallows on the wall. Numb. 24 R
10 Alphage. Numb. 25 R
11 Andrew Hubbert. Numb. 26 R
12 Andrew Vndershaft, or Christs Numb. 27 R
13 Andrew Wardrope. Numb. 28 R
14 Anne Aldersgate. Numb. 29 R
15 Anne Blackefriers. Numb. 30 R
[Page 150]16 Antholines. Numb. 31 G
17 Bartholomew Exchange. Numb. 32 G
18 Bennet Finck. Numb. 33 G
19 Bennet Grasse church. Numb. 34 G
20 Bennet Pauls Wharf. Numb. 35 G
21 Bennet Sherehog. Numb. 36 G
22 Botolph Billinsgate. Numb. 37 G
23 Christs Church. Numb. 38 G
24 Christophers by the Exchang. Numb. 39 G
25 Clements Eastcheap. Numb. 40 G
26 Dionis Back-Church. Numb. 41 G
27 Dunstans in the East. Numb. 42 G
28 Edmunds Lumbardstreet. Numb. 43 G
29 Ethelborough. Numb. 44 G
30 Faiths under Pauls. Numb. 45 G
[Page 151]31 Forsters by Cheapside. Numb. 46 B
32 Gabriel Fenchurch. Numb. 47 B
33 George Buttolph-lane. Numb. 48 B
34 Gregories by Pauls. Numb. 49 B
35 Hellens by Bishopsgate. Numb. 50 B
36 James Dukes place. Numb. 51 B
37 James Garlick hithe. Numb. 52 B
38 John Baptist. Numb. 53 B
39 John Evangelist. Numb. 54 B
40 John Zachary. Numb. 55 B
41 Katherine Coleman-street. Numb. 56 B
42 Katherine Creechurch. Numb. 57 B
43 Lawrence Jewry. Numb. 58 B
44 Lawrence Pountney. Numb. 59 B
45 Leonard Eastcheap. Numb. 60 B
[Page 152]46 Leonard Foster-lane. Numb. 1 M
47 Magnus Parish. Numb. 2 M
48 Margaret Lothbury. Numb. 3 M
49 Margaret Moses. Numb. 4 M
50 Margaret New Fishstr. Numb. 5 M
51 Margaret Pattons. Numb. 6 M
52 Mary Abchurch. Numb. 7 M
53 Mary Aldermanbury. Numb. 8 M
54 Mary Aldermary. Numb. 9 M
55 Mary le Bow. Numb. 10 M
56 Mary Bothaw. Numb. 11 M
57 Mary Colechurch. Numb. 12 M
58 Mary Hill. Numb. 13 M
59 Mounthaw. Numb. 14 M
60 Mary Somerset. Numb. 15 M
[Page 153]61 Mary Stainings. Numb. 16 R
62 Mary Woolchurch. Numb. 17 R
63 Martins Ironmonger. Numb. 18 R
64 Martins Ludgate. Numb. 19 R
65 Martins Orgars. Numb. 20 R
66 Martins Outwich. Numb. 21 R
67 Martins Vintry. Numb. 22 R
68 Matthew Fridaystreet. Numb. 23 R
69 Maudlins Milkstreet. Numb. 24 R
70 Maudlins Old Fish-street. Numb. 25 R
71 Michael Bassishaw. Numb. 26 R
72 Michael Cornhil. Numb. 27 R
73 Michael Crooked-lane. Numb. 28 R
74 Michael Queenhithe. Numb. 29 R
75 Michael Quern. Numb. 30 R
[Page 154]76 Michael Royal. Numb. 31 G
77 Michael Woodstreet. Numb. 32 G
78 Mildred Bredstreet. Numb. 33 G
79 Mildred Poultrey. Numb. 34 G
80 Nicolas Acons. Numb. 35 G
81 Nicolas Cole-abby. Numb. 36 G
82 Nicolas Olaves. Numb. 37 G
83 Olaves Hart-street. Numb. 38 G
84 Olaves Old Jewry. Numb. 39 G
85 Olaves Silver-street. Numb. 40 G
86 Pancras Soper-lane. Numb. 41 G
87 Peters Cheapside. Numb. 43 G
88 Peters Cornhill. Numb. 43 G
89 Peters Pauls Wharf. Numb. 44 G
90 Peters Poor Broadstr. Numb. 45 G
[Page 155]91 Stephen Coleman-street. Numb. 46 B
92 Stephen Walbrook. Numb. 47 B
93 Swithens. Numb. 48 B
94 Thomas Apostle. Numb. 49 B
95 Trinity Parish. Numb. 50 B

Suburbs.

1 Andrews Holborn. Numb. 51 B
2 Bartholmew Great. Numb. 52 B
3 Bartholmew Less. Numb. 53 B
4 Brides Parish. Numb. 54 B
5 Bridewel Precinct. Numb. 55 B
6 Botolph Aldersgate. Numb. 56 B
7 Botolph Aldgate. Numb. 57 B
8 Botolph Bishopsgate. Numb. 58 B
9 Dunstanes West. Numb. 59 B
10 George Southwark. Numb. 60 B
[Page 156]11 Giles Creeplegate. Numb. 1 M
12 Olaves Southwark. Numb. 2 M
13 Saviours Southwark. Numb. 3 M
14 Sepulchre Parish. Numb. 4 M
15 Thomas Southwark. Numb. 5 M
16 Trinity Minories. Numb. 6 M

9 Out-parishes.

1 Clement Danes. Numb. 7 M
2 Giles in the Fields. Numb. 8 M
3 James at Clarkenwel. Numb. 9 M
4 Katherines at the Tower. Numb. 10 M
5 Leonards Shoreditch. Numb. 11 M
6 Martins in the Fields. Numb. 12 M
7 Mary Whitechappel. Numb. 13 M
8 Magdalens Bermonds. Numb. 14 M
9 Savoy Parish. Numb. 15 M

[Page 157]

CAP. 16. To know the year in which any one was born, and how many years are expired after, or have been before the year of our Lord, 1631.

Years of our Lord	Antedate.	Nūb.
1550	81	16	R
1551	80	17	R
1552	79	18	R
1553	78	19	R
54	77	20	R
1555	76	21	R
56	75	22	R
57	74	23	R
58	73	24	R
59	72	25	R
1560	71	26	R
1561	70	27	R
62	69	28	R
63	68	29	R
64	67	30	R
1565	66	31	G
66	65	32	G
67	64	33	G
68	63	34	G
69	62	35	G
1570	61	36	G
71	60	37	G
72	59	38	G
73	58	39	G
74	57	40	G
1575	56	41	G
76	55	42	G
77	54	43	G
78	53	44	G
79	52	45	G
1580	51	46	B
81	50	47	B
82	49	48	B
83	48	49	B
84	47	50	B
1585	46	51	B
86	45	52	B
87	44	53	B
88	43	54	B
89	42	55	B
1590	41	56	B
91	40	57	B
92	39	58	B
93	38	59	B
94	37	60	B
1595	36	1	M
96	35	2	M
97	34	3	M
98	33	4	M
99	32	5	M
1600	31	6	M
01	30	7	M
02	29	8	M
03	28	9	M
04	27	10	M
1605	26	11	M
06	25	12	M
07	24	13	M
08	23	14	M
09	22	15	M
1610	21	16	R
11	20	17	R
12	19	18	R
13	18	19	R
14	17	20	R
1615	16	21	R
16	15	22	R
17	14	23	R
18	13	24	R
19	12	25	R
1620	11	26	R
21	10	27	R
22	9	28	R
23	8	29	R
24	7	30	R
1625	6	31	G
26	5	32	G
27	4	33	G
28	3	34	G
29	2	35	G
1630	1	36	G
	Postdate.
1631	0	37	G
32	1	38	G
33	2	39	G
34	3	40	G
1635	4	41	G
36	5	42	G
37	6	43	G
38	7	44	G
39		45	G
1640	9	46	B
41	10	47	B
42	11	48	B
43	12	49	B
44	13	50	B
1645	14	51	B
46	15	52	B
47	16	53	B
48	17	54	B
49	18	55	B
1650	19	56	B
51	20	57	B
52	21	58	B
53	22	59	B
54	23	60	B
1655	24	1	M
56	25	2	M
57	26	3	M
58	27	4	M
59	28	5	M
1660	29	6	M
61	30	7	M
62	31	8	M
63	32	9	M
64	33	10	M
1665	34	11	M
66	35	12	M
67	36	13	M
68	37	14	M
69	38	15	M
1670	39	16	R
71	40	17	R
72	41	18	R
73	42	19	R
74	43	20	R
1675	44	21	R
76	45	22	R
77	46	23	R
78	47	24	R
79	48	25	R
1680	49	26	R
81	50	27	R
82	51	28	R
83	52	29	R
84	53	30	R
1685	54	31	G
86	55	32	G
87	56	33	G
88	57	34	G
89	58	35	G
1690	59	36	G
91	60	37	G
92	61	38	G
93	62	39	G
94	63	40	G
1695	64	41	G
96	65	42	G
97	66	43	G
98	67	44	G
99	68	45	G
1700	69	46	B
01	70	47	B
02	71	48	B
03	72	49	B
04	73	50	B
1705	74	51	B
06	75	52	B
07	76	53	B
08	77	54	B
09	78	55	B
1710	79	56	B
11	80	57	B
12	81	58	B
13	82	59	B
1714	83	60	B
1715	84	1	M
16	85	2	M
17	86	3	M
18	87	4	M
19	88	5	M
1720	89	6	M
21	90	7	M
22	91	8	M
23	92	9	M
24	93	10	M
1725	94	11	M
26	95	12	M
27	96	13	M
28	97	14	M
1729	98	15	M
1730	99	16	R
31	100	17	R
32	101	18	R
33	102	19	R
34	103	20	R
1735	104	21	R
36	105	22	R
37	106	23	R
38	107	24	R
39	108	25	R
1740	109	26	R
41	110	27	R
42	111	28	R
43	112	29	R
1744	113	30	R

[Page 170]

CAP. 17. To finde the Moneth of the Year, Day of the Moneth, and Week wherein any one was born.

Day of ☉ entrance.	Numb.
January.	31	G
February.	32	G
March.	33	G
April.	34	G
May.	35	G
June.	36	G
July.	37	G
August.	38	G
September.	39	G
October.	40	G
November.	41	G
December.	42	G

[Page 171]

Days of the Moneth.	Numb.
1	46	B
2	47	B
3	48	B
4	49	B
5	50	B
6	51	B
7	52	B
8	53	B
9	54	B
10	55	B
11	56	B
12	57	B
13	58	B
14	59	B
15	60	B
16	1	M
17	2	M
18	3	M
19	4	M
20	5	M
21	6	M
22	7	M
23	8	M
24	9	M
25	10	M
26	11	M
27	12	M
28	13	M
29	14	M
30	15	M
31	16	R
Sunday, ☉ Sol.	17	R
Munday, ☽ Luna.	18	R
Tuesday, ♂ Mars.	19	R
Wednesday, ☿ Mercury.	20	R
Thursday, ♃ Jupiter.	21	R
Friday, ♀ Venus.	22	R
Saturday, ♄ Saturn.	23	R

[Page 174]

CAP. 18. To finde the Festival, on which one was Born.

January 1. Circumcis. of Christ. Numb. 31 G
- 6. Epiphany. Numb. 32 G
Februar. 2. Purification of the Virgin Mary. Numb. 33 G
- 24. Matthias. Numb. 34 G
- Septuagesima. Numb. 35 G
- Sexagesima. Numb. 36 G
- Quinquagesima. Numb. 37 G
- Quadragesima. Numb. 38 G
Marc. 25. Annunciat. of Mary. Numb. 39 G
- 27. Init. Reg. Caroli. Numb. 40 G
April 25. Mark Evang. Numb. 41 G
May 1. Phil. & Jacob. Numb. 42 G
- Easter day. Numb. 43 G
- Monday. Numb. 44 G
- Tuesday. Numb. 45 G
- [Page 175]Ascension day. Numb. 46 B
- Whitsunday. Numb. 47 B
- Monday. Numb. 48 B
- Tuesday. Numb. 49 B
- 24. John Baptist. Numb. 50 B
- 29. St. Peters. Numb. 51 B
July 25. St. James. Numb. 52 B
August 1. Lammas. Numb. 53 B
- 5. Gowries Conspiracy. Numb. 54 B
- 24. St. Bartholomew. Numb. 55 B
Septemb. 8. Nativ. Mary. Numb. 56 B
- 21. Matthew Apost. Numb. 57 B
- 29. St. Michael. Numb. 58 B
Octob. 18. Luke Evang. Numb. 59 B
- 28. Simon & Jude. Numb. 60 B
[Page 176]Novemb. 1. All Saints. Numb. 1 M
- 2. All Souls. Numb. 2 M
- 5. Powder Plot. Numb. 3 M
- 30. S. Andrew Apost. Numb. 4 M
Decemb. 21. Thomas Apost. Numb. 5 M
- 25. Christide. Numb. 6 M
- 26. St. Stephens. Numb. 7 M
- 27. St. John Evang. Numb. 8 M
- 28. Innocents. Numb. 9 M

[Page 177]

CAP. 19. Numbers Transposed, or Varyed.

A.

M.	1.	2.	3.	4.	5.
	6.	7.	8.	9.	10.
	11.	12.	13.	14.	15.
R.	16.	17.	18.	19.	20.
	21.	22.	23.	24.	25.
	26.	27.	28.	29.	30.
G.	31.	32.	33.	34.	35.
	36.	37.	38.	39.	40.
	41.	42.	43.	44.	45.
B.	46.	47.	48.	49.	50.
	51.	52.	53.	54.	55.
	56.	57.	58.	59.	60.

[Page 178]

B.

E	47.	49.	29.	28.	27.
	26.	46.	25.	23.	24.
	22.	21.	20.	19.	48.
D.	54.	37.	36.	35.	34.
	55.	33.	32.	31.	13.
	15.	14.	12.	56.	57.
F.	50.	18.	16.	17.	45.
	43.	44.	53.	42.	41.
	40.	39.	38.	52.	51.
C.	58.	30.	11.	10.	59.
	8.	9.	7.	6.	5.
	4.	3.	2.	1.	60.

[Page 179]

C.

E.	55.	56.	54.	53.	58.
	52.	51.	50.	49.	48.
	47.	46.	30.	29.	28.
F.	40.	44.	42.	41.	35.
	60.	39.	38.	37.	36.
	34.	33.	32.	31.	13.
N.	18.	27.	26.	25.	23.
	24.	22.	21.	20.	19.
	17.	16.	59.	45.	43.
D.	12.	15.	14.	57.	11.
	10.	8.	9.	7.	6.
	5.	4.	3.	2.	1.

[Page 180]

D.

C.	58.	30.	54.	60.	53.
	52.	51.	50.	49.	48.
	47.	46.	29.	28.	59.
E.	44.	32.	41.	40.	56.
	39.	42.	38.	37.	36.
	35.	34.	33.	31.	13.
F.	26.	18.	25.	23.	24.
	55.	22.	21.	20.	19.
	27.	16.	17.	45.	43.
D.	11.	10.	6.	57.	12.
	8.	7.	5.	4.	3.
	2.	1.	9.	15.	14.

[Page 181]

E.

E.	55.	60.	29.	52.	46.
	53.	54.	56.	57.	58.
	50.	59.	30.	28.	51.
F.	40.	44.	42.	41.	39.
	48.	38.	37.	36.	35.
	34.	33.	32.	13.	31.
G.	22.	45.	26.	17.	23.
	24.	47.	21.	20.	19.
	18.	16.	25.	43.	27.
D.	23.	15.	10.	49.	11.
	8.	9.	7.	6.	5.
	4.	3.	2.	1.	14.

[Page 182]

F.

D.	54.	46.	56.	50.	57.
	58.	59.	60.	49.	48.
	47.	30.	29.	28.	55.
G.	41.	44.	42.	40.	39.
	38.	52.	37.	36.	35.
	34.	33.	32.	31.	13.
E.	25.	27.	26.	23.	51.
	24.	22.	21.	20.	19.
	18.	17.	45.	43.	16.
H.	3.	2.	4.	12.	11.
	10.	8.	53.	9.	7.
	6.	5.	1.	14.	15.

[Page 183]

G.

K.	32.	23.	20.	16.	18.
	19.	21.	34.	22.	33.
	25.	26.	27.	31.	24.
L.	60.	15.	55.	41.	42.
	54.	56.	39.	57.	58.
	59.	13.	40.	14.	12.
I.	35.	53.	46.	48.	28.
	29.	30.	37.	47.	38.
	49.	50.	51.	52.	36.
H.	3.	5.	8.	11.	17.
	1.	2.	4.	43.	6.
	7.	9.	10.	45.	44.

[Page 184]

H.

C.	19.	16.	44.	20.	21.
	22.	24.	23.	25.	26.
	27.	28.	29.	30.	18.
D.	36.	60.	42.	45.	41.
	40.	39.	38.	37.	35.
	34.	33.	32.	31.	13.
E.	55.	46.	47.	48.	43.
	49.	50.	51.	52.	53.
	54.	56.	57.	58.	59.
F.	4.	1.	2.	3.	5.
	17.	6.	7.	9.	8.
	10.	11.	12.	14.	15.

[Page 185]

J.

F.	40.	39.	41.	42.	44.
	35.	43.	45.	17.	16.
	18.	19.	20.	21.	22.
D.	54.	52.	53.	37.	55.
	56.	58.	59.	60.	34.
	33.	32.	31.	13.	57.
G.	24.	23.	25.	26.	27.
	28.	36.	29.	30.	46.
	47.	48.	49.	50.	51.
H.	3.	1.	2.	4.	5.
	6.	7.	38.	9.	8.
	10.	11.	12.	14.	15.

[Page 186]

K.

F.	37.	35.	36.	38.	39.
	31.	40.	41.	42.	44.
	43.	45.	17.	18.	16.
D.	54.	48.	49.	33.	50.
	51.	52.	53.	55.	56.
	57.	58.	59.	60.	13.
G.	22.	19.	20.	21.	24.
	23.	32.	25.	26.	27.
	28.	29.	30.	46.	47.
C.	5.	1.	34.	2.	3.
	4.	6.	7.	9.	8.
	10.	11.	12.	14.	15.

[Page 187]

L.

E.	25.	44.	43.	45.	39.
	17.	18.	19.	20.	21.
	22.	24.	23.	26.	16.
G.	33.	56.	57.	58.	59.
	60.	41.	38.	37.	35.
	34.	32.	31.	13.	36.
D.	30.	27.	28.	40.	29.
	46.	47.	48.	49.	50.
	51.	52.	53.	54.	55.
F.	4.	1.	2.	3.	6.
	42.	5.	7.	9.	8.
	10.	11.	12.	15.	14.

[Page 188]

M.

N.	18.	34.	20.	4.	31.
	32.	33.	16.	19.	50.
	51.	52.	2.	1.	3.
P.	10.	26.	29.	12.	39.
	40.	41.	42.	25.	27.
	8.	56.	28.	57.	11.
O.	7.	55.	23.	9.	35.
	36.	37.	38.	21.	5.
	22.	24.	54.	6.	53.
Q.	15.	48.	46.	30.	43.
	45.	17.	13.	47.	49.
	58.	59.	60.	14.	44.

[Page 189]

N.

D.	34.	35.	18.	2.	36.
	37.	38.	39.	40.	41.
	42.	44.	43.	45.	17.
G.	57.	54.	55.	56.	48.
	49.	4.	51.	52.	53.
	58.	59.	60.	16.	50.
F.	9.	5.	6.	7.	8.
	1.	10.	11.	12.	15.
	13.	32.	31.	33.	14.
C.	19.	30.	3.	20.	21.
	22.	24.	23.	25.	26.
	27.	28.	29.	46.	47.

[Page 190]

O.

B.	8.	5.	10.	11.	12.
	14.	15.	13.	31.	32.
	33.	34.	35.	36.	37.
E.	25.	22.	24.	23.	7.
	26.	27.	28.	29.	30.
	46.	47.	48.	49.	50.
G.	38.	39.	40.	41.	42.
	44.	6.	43.	45.	17.
	16.	18.	19.	20.	21.
D.	54.	51.	52.	9.	53.
	55.	56.	57.	58.	59.
	60.	1.	2.	3.	4.

[Page 191]

P.

D.	14.	13.	15.	8.	31.
	32.	33.	34.	35.	36.
	37.	38.	39.	40.	41.
F.	26.	27.	28.	29.	30.
	11.	46.	47.	48.	49.
	50.	51.	52.	53.	54.
C.	42.	44.	10.	43.	45.
	17.	16.	18.	19.	20.
	21.	22.	23.	24.	25.
E.	55.	56.	57	58.	12.
	59.	60.	1.	2.	3.
	4.	5.	6.	7.	9.

[Page 192]

Q.

G.	33.	32.	34.	35.	36.
	37.	14.	38.	39.	40.
	41.	42.	44.	43.	45.
B.	46.	13.	30.	47.	48.
	49.	50.	51.	52.	53.
	54.	55.	56.	57.	58.
F.	20.	17.	16.	18.	19.
	15.	21.	22.	24.	23.
	25.	26.	27.	28.	29.
I.	59.	60.	31.	1.	6.
	2.	3.	4.	5.	7.
	9.	8.	10.	11.	12.

[Page 193]

R.

S.	52.	17.	16.	18.	19.
	47.	48.	49.	50.	51.
	53.	54.	55.	56.	57.
Ʋ.	27.	23.	25.	[...]6.	37.
	36.	35.	34.	33.	32.
	31.	13.	15.	14.	12.
T.	21.	20.	22.	58.	59.
	24.	45.	43.	44.	41.
	60.	42.	40.	39.	38.
Z.	29.	28.	30.	11.	10.
	8.	9.	7.	6.	5.
	4.	3.	2.	1.	46.

[Page 194]

S.

F.	26.	20.	21.	22.	24.
	17.	23.	25.	27.	28.
	29.	30.	46.	47.	48.
G.	41.	44.	42.	40.	39.
	38.	18.	37.	36.	35.
	34.	33.	32.	31.	13.
D.	54.	49.	50.	16.	51.
	52.	53.	55.	56.	57.
	58.	59.	60.	45.	43.
E.	6.	12.	15.	14.	19.
	11.	10.	8.	9.	7.
	5.	4.	3.	2.	1.

[Page 195]

T.

C.	28.	29.	20.	23.	25.
	26.	27.	30.	46.	47.
	48.	49.	50.	51.	52.
E.	13.	44.	42.	41.	22.
	39.	38.	37.	36.	35.
	34.	33.	32.	31.	40.
D.	54.	53.	55.	21.	56.
	57.	58.	59.	60.	19.
	18.	16.	17.	45.	43.
F.	4.	3.	11.	15.	14.
	24.	12.	10.	8.	9.
	7.	6.	5.	1.	2.

[Page 196]

Ʋ.

B.	46.	23.	28.	29.	30.
	47.	48.	49.	50.	51.
	52.	53.	54.	55.	56.
I.	35.	44.	41.	42.	40.
	39.	38.	37.	26.	36.
	34.	33.	32.	31.	13.
G.	57.	58.	59.	60.	24.
	22.	25.	21.	20.	19.
	18.	43.	16.	45.	17.
D.	14.	15.	12.	27.	11.
	10.	8.	9.	7.	6.
	5.	4.	3.	2.	1.

[Page 197]

Z.

C.	58.	60.	28.	59.	47.
	48.	49.	50.	51.	52.
	53.	54.	55.	56.	57.
E.	44.	40.	41.	42.	30.
	39.	38.	37.	36.	35.
	34.	33.	13.	32.	31.
I.	23.	27.	26.	25.	24.
	22.	21.	20.	29.	19.
	18.	43.	16.	17.	45.
B.	8.	46.	15.	14.	12.
	11.	10.	9.	7.	6.
	5.	4.	3.	2.	1.

[Page]

[Page 199]

The Second BOOK Of Arithmetical RECREATIONS.

CAP. 1.

Proposition.

A Number thought and doubled, after certain numbers added, to tell one, without asking any question, the Remains of the work.

Bid one to think a thought, and double the same, and then add any one, or many numbers, which may at last make an even number, which done, bid him cast away one half of [Page 200] the total, and from the half remaining, to cast away the first thought, one half of the number or numbers added in unto the work will always remain.

Example 1.

Let the thought be 17
Double the same, it is 34
To this add 20
You have in all 54
From which cast away half, and the remains is 27
Cast away the first thought, 17
The remains will be 10, which is the half of twenty, added in to the work.

[Page 201]

Example 2.

Let your thought be 150
Double your thought, you have 300
Then add in * 40
And unto it * 17
And moreover * 9
* Which are by your self to be kept in mind, and the last number added must always make the former even, that you may take one half thereof, which will be equal to the remains of your work, &c. (which making 66 half of 66, viz. 33 will remain)
The total of the thought doubled, and the 40. and 17. and 9. added in, is 366
Cast away one half of the total, the remains is 183
Cast away the first thought 150
The remains is 33
Which is half of the 66 added in unto the work.

[Page 202]

Example 3.

A.

Thought		15
Doubled		30
Numbers added in	5	24
	8
	11
The total is		54
Cast away half, there resteth		27
Cast away your first thought,		15
The remains is		12

B.

Thought		29
Doubled		58
Numbers added in	10	40
	12
	18
The total is		98
Cast away half, there resteth		49
Cast away your first thought		29
The remains is		20

[Page 203]

C.

Thought		175
Doubled		350
Numbers added in	17	84
	18
	49
The total is		434
Cast away half, and there resteth		217
Cast away your first thought		175
The remains is		42

Under A remaineth 12, which is the half of 24, the total of 5. 8. 11. added into the work.

Under B resteth 20. which is half of 10. 12. and 18. or 40. added into the second work.

Under C remaineth 42. which is half of 17. 18. 49. or 84. added in unto the third work.

Thus you see that what number soever may be thought, one half of the number or numbers added into the work, will always remain at last.

[Page 204]

CAP. 2.

To find out a number thought, or kept in mind.

Proposition 1.

A Thought doubled, and multiplied by 5, if from the product you cut off the figure, or rather the cipher in the first place, the remains on your left hand will be your thought.

Example 1.

Thought 49
49 doubled is 98
98 multiplied by 5, is 490
Cut off the cipher in the first place, 49(0
49, The remains shall be your thought.

[Page 205]

Example 2.

Thought 179
Doubled is 358
Multiplied by 5.
The product is 1790

Demand the total, which being given, it is 1790. cut off in your mind the Cipher, 179 (0, the remains shall be your thought.

A second way to find out a number thought.

Proposition 2.

A thought doubled, and 5 added thereto, and the total multiplied by 5, if you cut off the figure in the first place, and take 2 from the remains, you shall at last come to your thought.

[Page 206]

Example.

The thought is 97
Doubled 194
5 added makes 199
Multiplied by 5, the total is 995

Demand the total, which here is 995, which being given unto you, cut off in your mind the 5 in the first place, it stands thus, 99. take 2 from 99, there resteth 97, your first thought.

A third way to find out a number thought.

Proposition 3.

A thought doubled, and four added thereto, the total hereof multiplied by 5, and 12 added thereunto; If from the total (given unto you) you shall subtract in your mind 32, and cut off the Cipher in the first place, the remains on your left hand will be your thought.

[Page 207]

Example.

Thought 377
Doubled 754
4 added makes 758
This multiplied by 5, is 3790
12 added, makes the total 3802
Subtract always 32
Resteth 377(0

Which demanded, and the Cipher cut off, give 377 for your thought.

A fourth way to find out a number thought, the thought being even.

Proposition.

A thought trebled, (it being even) cast away one half, and treble the other half: Look how many times 9 you have in the product, so many times 2 shall be the number of your thought.

[Page 208]

Example.

Thought 18
Trebled is 54
Cast away half, then it is 27
This half trebled is 81

Demand the product, or total, which being 81; part the same by 9, your quotient will be 9, which multiplied by 2, giveth the number of your first thought, viz. 18.

A fift way to find out an odd number thought.

Proposition.

An odd number being thought, and trebled, the product being also odd, keep one in mind: If you cast away the greater half, and treble the lesser, and divide the product (given you) by 9, the quotient doubled, and an unite added (for the 1 kept in mind) the total will be your first thought.

[Page 209]

Example.

Thought is 157
Multiplied by 3.
The product is odd, 471
Cast away one half, there is 235 ½
Multiplied by 3, it is 705

Demand the product, which being 705, and given unto you, divide the same by 9, the Quotient is 78, which multiplied by 2, and an unite added, the product is 157, your thought.

A sixth way to find out a number thought.

Proposition.

Treble the number thought, then demand whether it be even or odd: If it be answered odd, add an unite, and keep 1 in mind; then cast away half: treble this half, and demand whether it be even or odd: if it be odd the second [Page 210] time, add an Unit, and keep two in mind: If it be odd both the first and second time, keep three in mind: Cast away one half, then demand the total remaining, every nine in the remains giveth 4 for your thought.

Example.

Thought 29
Trebled is 87
Keep 1 in mind, and add 1. 88
Cast away half, then it is 44
This half trebled is 132
Half whereof is 66

Demand the total, which being given, divide the same by 9, you have for your Quotient 7. which multiplied by 4, and an Unit added, because it was odd the first time, maketh 29 for your thought.

[Page 211]

Example 2.

Let your thought be 34
Trebled, you have 102
Demand whether it be even or odd; if even, cast away half, it is 51
Treble this half, as three times 51 is 153

Demand the second time if it be even or odd: If it be answered, odd, add an Unit to make it even, and keep two in mind, it is 154: from which c [...]st away half, the remains is 77.

Demand the total remaining, which being 77, and given unto you, divide the same in your mind, or otherwise by help of your pen, the Quotient will be 8. Multiply the s [...]me by 4, (because every 9 giveth 4) and add thereto 2, because it was odd the second time, the product will be 34, your thought.

[Page 212]

A seventh way to find out a number thought.

Proposition.

A thought doubled, and 4 added thereto, and the whole multiplied by 5, and 12 added to this total; if from the same you subtract 32, (every article of the remains, or) one tenth, giveth an unite of the number thought.

Example.

Suppose the thought 85
Double the same it is 170
Add 4 thereto it is 174
Which multiplied by 5, is 870
Add 12 to this product, and it is, 882

Demand what the total is: if it be said, 882, subtract in your mind 32, the remains is 850. then from the remains take one tenth, or cut off a figure, you have 85 for your thought.

[Page 213]

An eighth way to find out a number thought.

A thought trebled, and an unite added thereto, if it be odd the first time, (for odd the first time keep one in mind) and the half thereof trebled again: If you divine the product by 9, the Quotient doubled, and an unite added thereto, bringeth forth your first thought.

Example.

Let the number thought be 55
Which trebled is 165
Demand whether it be even or odd, which here is odd, therefore keep one in mind, and bid the party that thinketh to add 1 to the same, which maketh 166: and from the same to cast away half, the rest is 83
Secondly, bid him treble this half, it is 249.

[Page 214]

Demand the total, which given is 249. Divide the same in your mind, or otherwise, by 9. the Quotient is 27. Which doubled, and an Unit added thereto, (because it was odd the first time) the total will be 55, your thought.

Example 2.

An even thought, 468
Trebled, it is 1404
Cast away half, it is 702
This half trebled is 2106

The Explanation.

The thought is 468, which trebled is 1404, half whereof is 702. This half 702 being trebled (as before) is 2106.

Demand the total: answer will be made, 2106. Part the same by 9, the Quotient will be 234. which doubled giveth your first thought.

[Page 215]

A nineth way to finde out a number thought.

1. An odd number.
Proposition.

Let a thought be trebled, and if it be odd, an Unit added thereto; and for the Unit added, keep one in your mind; then cast away one half from the whole, &c.

And secondly, treble this half, and if it be odd, add an Unit thereto, keeping two in minde; and cast away one half from the whole: Demanding the Total or product, which given you, if you part or divide the same by 9, the quotient multiplyed by 4, and for odd the first time one added to the product, and for odd the second time two added to the product; and for odd both first and second time, three being added to the product, the Total at last will be your Thought.

[Page 216]

Example.

Let your thought be an odd number, 235; this trebled is 705: demand if it be even or odd, the answer is odd, put one to it, and keep one in minde, the total is 706: cast away half, the remains is 353.

Secondly, bid the party thinking to treble this half, it is 1059. Demand if it be even or odd, the answer wil be, odd; therefore put one thereto, and keep two in minde, it is 1060, an even number; bid him then to cast away half, the remains is 530.

Demand what the whole comes unto, or how many nines can be given in the same, which being 58, (for 1/9 of 530, is 58, and 8 remaining, which is of no value) multiply in your minde this 58 by 4, and for odd, both first and second time, add in 3, the product will be 235, your first thought.

[Page 217]

Example 2. of an even number.

Thought 76
Trebled 228. Even. 1.
One half is 114
That half trebled is 342. Even. 2.
One half of that is 171
1/9 of 171 is 19
19 multiplyed by 4, giveth 76, your first thought.

A tenth way to finde out a number thought, without asking any question.

Bid one to think a number, and thereto to put one half thereof, which he cannot do (as being odd) let him add the greater half to his thought, and for the same keep 3 in minde, to be subtracted from the whole, or the product, at last.

Secondly, To the former thought, and the half thereof added thereto, let [Page 218] the party thinking add one half of the Total again, which if he cannot do, it being odd the second time, keep two in your minde to be at last subtracted, and add the greater half to this Total.

Thirdly, Bid the party to double his first Thought, and take it out of the whole sum, and cast away half, one half from the remains, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10 times, or more, until you bring him to an Unit, of which he cannot take half. But when he cannot take half, as of 9; bid him cast away one, and then reject half, it is 4, half of 4 is 2, and half of 2 is 1, an Unit.

To finde the Dividend, or number divided, ascend in your minde after the order of Geometrical Progression, as here:

Divisions. 10. 9. 8. 7. 6. 5. 4. 3. 2. 1.

Progression numbers. 1024. 512. 256. 128. 64. 32. 16. 8. 4. 2.

[Page 219]

If you take half four times, until you come to an Unit, the number of Progression thus parted by 2 was 16.

For half of 16 is 8, half of 8 is 4, half of 4 is 2, half of 2 is 1.

Note. Multiply this your Dividend by 4, the product shall be your Thought.

Exception. But if your Thought was odd, that you could not take half of it at the first, subtract 3 from this Product, and the rest will be your Thought.

Finding an odd half the second time, keep 2 in minde to be subtracted, as before.

If the first and the second time you meet with odd halfs, keep five in minde, to be subtracted from the product of your Dividend multiplyed by 4, (as afore is declared) the remains will be your Thought.

[Page 220]

Example 1.

Of an odd number thought, wherein falleth out no odd half.

Let the number thought be 64
Half as much added is 32
The total is 96
Half as much added, is 48
The Total is 144
Double the Thought 64, it is 128
Subtract the same from 144
The remains for Dividend is 16
Cast away half, it is 8
Cast away half, it is 4
Cast away half, it is 2
Cast away half, it is 1

Here are four Divisions by 2. or you cast away half four times: therefore reckon the Divisions contrariwise, upwards, and count the first 2, the second 4, the third 8, the fourth 16, &c. so are you fallen upon your number divided, called the Dividend, that is to [Page 221] say, 16. Multiply in your minde this 16 by 4, the product will be your number thought, viz. 64.

Example 2.

Of an odd number thought, wherein is an odd half the first time.

Let the number thought be 37
Add half as much the first time, which because you cannot, keep three in mind, and add the greater half unto it, which is 19
The Total will be 56
Add the second time 28, which added to 56, is in all 84
Double your Thought, and subtract: the Thought doubled is 74
74 subtracted from 84, resteth 10 (This 10 is your Dividend.)

Bid the party that thought cast away half, the remains is 5. Bid him cast away half again; the answer will be [Page 222] he cannot: Then bid him cast away an Unit, and keep one in minde: (this Unit in your minde must be added in again in the right and proper place to finde out the Dividend) and after that cast away half: as half of 4 (one being rejected) is 2. Bid him cast away half again the third time, and the remains will be 1, an Unit. Now if you bid him cast away half again, he will answer, that he cannot do it, because he is come to an Unit, which being rejected, the remains will be a cipher: now you are to cast away half but until you come to an Unit.

But when in casting away half you meet with an odd number before you come to an Unit, keep well in your minde in which of the Divisions it happened to be odd, whether the first, second, third, fourth, or fifth. Here it was in the first. For half of 10 was 5; which falling out to be odd, you did necessarily cast away one, and the remains [Page 223] was 4 to divide by 2, or to cast away half therefrom.

Example.

10. half 10 is 5, odd; reject 1, half 5 is 2; half 2 is 1.

The Divisions are you see 3: therefore ascend upwards by Geometrical Progression, thus: 2. 5. 10. (and not as before, 2. 4. 8.) otherwise you cannot come to the true Dividend, which was 10. Wherefore from 2 proceed in your minde to 4, where falling out formerly odd, add the Unit cast away, you have 5; which doubled, giveth precisely your Dividend, 10.

Multiply this Dividend in your mind by 4, the product is 40, from which subtract 3 kept in minde at the first (because you met with an odd half) the remains will be 37, your Thought.

[Page 224]

Example 3.

Of an odd number thought, wherein are odd halfs both times.

Let your thought be 107
Add ½ as much unto it, if you cannot, add the greater half 54, and keep in minde 3: the Total of both is 161
Add half as much unto it, if not, add the greater half 81, and keep in minde 2: The Total of both is 244
Your Thought doubled is 214, which subtracted, resteth 28, the Dividend.
1 Cast away half, there resteth 14
2 Cast away half, there resteth 7
3 Cast away half. Answer, I cannot, because it is odd. I reply, you must cast away an Unit, and then cast away half, it is 3
4 Cast away half: Answer, I cannot. Reply, Cast away 1, and then cast away half, rest 1

The divisions are four. Now because at the two last Divisions you rejected [Page 225] an Unit before you could cast away half, therefore you must add them in again thus, saying in your minde, not 2. 4. 8. 16. &c. but 3, where your Unit is again added in, then 7, where your other Unit is again added in; then 14, and last of all 28; so are you fallen upon the right Dividend. Multiply the same by 4, saying, 4 times 28 is 112. Subtract 3 for the first odd half, and 2 for the second odd half, which 5 you kept in minde for the two odd halfs, and say, 5 from 112, there resteth 107, your thought.

Example 4. Compare it with Example 1.

Of an even thought, wherein both halfs fall out likewise even.

Suppose the Thought to be 256
Half added, is 128
The Total is 384
Half of 384 is 192
[Page 226]The Total 576
Thought doubled 512
Subtracted, resteth 64. your Dividend.
The partitions are 6, all even.
- 1 Cast away half, it is 32
- 2 Cast away half, it is 16
- 3 Cast away half, it is 8
- 4 Cast away half, it is 4
- 5 Cast away half, it is 2
- 6 Cast away half, it is 1

Proceed therefore thus, saying in your minde, 2. 4. 8. 16. 32. 64.

Order of ascent to finde out your Dividend. 1. 2. 3. 4. 5. 6.

Number of Divisions.

The Dividend being found to be 64, multiply the same by 4, it is 256, your Thought.

Example 5.

Of an odd number thought, wherein both the halfs fall out odd.

A number thought, is 15. The greater half added is 8, and keep 3 in minde.

[Page 227]The Total is 23
The greater half is 12
Add and keep 2 in minde.
The Total is 35
The Thought doubled is 30
Subtract, rested 5 for Dividend.

Cast away half: I cannot; but I cast away an Vnit, the remains is 4. Cast away half of 4, the remains is 2. Cast away half, the remains is 1.

The Partitions or Divisions being two, ascend in your minde thus; 2. 4. Hereunto add the Vnit rejected at the first, you have 5 for your Dividend.

5 Your Dividend multiplyed by 4, giveth 20; from which subtract 3 and 2, which is 5 (because you met with two odd halfs, and added in two greater halfs, and for the first kept three in minde, and for the second 2, which maketh 5) which taken from 20, the remains will be 15, your Thought.

[Page 228]

CAP. 3.

Any number being thought, after two multiplications, and two divisions, to tell what number will fall out in the Quotient.

Proposition 1.

A Number thought, and multiplyed by 6; this product divided by 3, the quotient multiplyed by 10, or a cipher added thereunto: If you divide the same by 5, and the quotient hereof divide again by the first Thought, there will always remain the number 4 in your quotient.

Example 1.

The Thought 18. Multiplyed by 6, the product is 108. One third part 36. 10

[...]

[Page 229]

Example 2.

Thought	397
Multiplyed by 6, is	2382
⅓ 794. 0
⅕ is 1588.

[...]

Proposition 2.

A number multiplyed by 4, and the product hereof divided by 2. This quotient multiplyed by 6, and divided by 4: this quotient parted by the first Thought, giveth in the last quotient the number 3.

Or a number doubled, and six times increased, one fourth of the product parted by the first Thought, giveth 3 in your last quotient, as before.

[Page 230]

Example 1.

The Thought is 9
Four times 9, is 36
Half of 36, is 18
Six times 18, is 108
One fourth of 108, is 27

Which divide by 9, your Thought, giveth in the quotient 3.

[...]

Example 2.

Thought 375
Multiplyed by 4, is 1500
Cast away half 750
750 Multiplyed by 6.
The product is 4500

One fourth part whereof is 1125 your Dividend, which parted by 375 your Thought, giveth 3 in the quotient.

[...]

[Page 231]

Proposition 3.

A Cypher added to a number thought; the Total cut off half, and a Cypher again added thereto, one fifth deducted, and one tenth subtracted from the remains, produceth precisely your first Thought.

Example.

Thought 17
A Cypher added 170
Half deducted 85
A Cypher added 850
One fifth subtracted 170
One tenth of 170 is your Thought.
One tenth of 17 | 0 is 17.

[Page 232]

CAP. 4.

Gold and Silver being exchanged, or shifted from hand to hand, to divine in which hand is the Gold, and which the Silver.

THe number for Gold, let it be an even number, admit 4.

The number for the Silver, suppose it to be 3, an odd number.

Proposition.

The number of the piece in the right hand multiplyed by 3; and the number of the piece in the left hand multiplyed by 4, let both be added together.

The Total of both being

1 Even.	Resolution.	1. The thing of best value is in the righ [...] hand. Gold in the right hand. Silver in the left.
2 Odd.	Resolution.	2. The thing of worst value is in the right hand. Silver in the right hand. Gold in the left hand.

[Page 233]

CAP. 5.

TWo names being written in two peeces of paper, and the one being put into the right hand, the other into the left, to tell what name is in the one hand, and what in the other.

Admit the two names to be John and Thomas; the number for John to be 4, and the number for Thomas to be 5.

Proposition.

The number of the name in the right hand multiplyed by 3, and the number of the name in the left hand multiplyed by 4: If the Total added be

1 Even.	Resolution.	John in the right hand. Thomas in the left.
2 Odd.	Resolution.	Thomas in the right hand. John in the left.

[Page 234]

CAP. 6.

Six Counters or Table-men placed in a Circle, and any one touched, to divine which it was.

Proposition.

THe Counters placed in order thus, add 7 to the number of

	1.
2.		6.
3.		5.
	4.

the Counter touched, then begin at the Counter touched, and call it an Vnit more then it stands for, and tell on from the right hand to the left, until you come to the total number; where it ends you shall finde the number first touched.

Example.

Admit D the

	1A
B2		6F
C3		5E
	D4

fourth Counter to be touched, add 7 to the number of the said Counter, the Total is 11.

Begin at D, and count it an Vnit more then it is, tell on by C. B. A. F. E. [Page 235] until you end with the number 11. you shall finde it to fall on D, (the number 4) where you began at first. You may therefore conclude, that D was the Counter touched.

Count D 5, C 6, B 7, A 8, F 9, E 10, then 11 will rest on D, where you began. Beginning at any of these 7 Letters or Counters, and reckoning A the 2, B the 3, C the 4, D the 5, E the 6, F the 7, count backwards to the number of 8. 9. 10. 11. 12. 13.

	2.	3.	4.	5.	6.	7.	8.
8	A.	F.	E.	D.	C.	B.	A.
	3.	4.	5.	6.	7.	8.	9.
9	B.	A.	F.	E.	D.	C.	B.
	4.	5.	6.	7.	8.	9.	10
10	C.	B.	A.	F.	E.	D.	C.
	5.	6.	7.	8.	9.	10.	11
11	D.	C.	B.	A.	F.	E.	D.
	6.	7.	8.	9.	10.	11.	12.
12	E.	D.	C.	B.	A.	F.	E.
	7.	8.	9.	10.	11.	12.	13.
13	F.	E.	D.	C.	B.	A.	F.

[Page 236]

CAP. 7.

Two persons thinking two numbers, the one an even number, and the other an odd number, to divine and tell who thought the one, and who the other.

BId the first man to double his Thought, and the second man to treble his, then to add both numbers together. Then bid the one of them [...]ast away half; which if he can do, the Total is even, otherwise odd.

1 Even.	The Total being Even,
	The first man thought odd.
	The second man thought even.
2 Odd.	The Total being odd,
	The first man thought even.
	The second man thought odd.

[Page 237]

Example.

1 Man.	2 Man.
Thought 15.	24
Doubled, is 30.	Trebled, is 72
30 and 72 added together, is 102

The Total is even, because half may be cast away.

The Total being Even, the conclusion is, the first man thought odd, and the second man thought even, &c.

1 Man.	2 Man.
Thought 34.	Thought 45
Doubled, is 68.	Trebled, is 135
Add 68, and the Total of both is 2013.

Cast away half. Answer, I cannot.

The Total therefore is odd. The Total being odd, the Conclusion is, the first man thought Even, the second man thought odd.

Four men thinking on four Digit numbers, (which are from 1 to 9) to [Page 238] tell what the first, second, third, and fourth man thought.

This conclusion findeth out any number thought, under 10000.

Four persons standing in rank, admit the first think 8, the second 7, the third 6, and the fourth 5.

Let the first man double the number of his Thought, and add 5 thereto, then multiply the whole by 5, and add 10 to the product, noting the Total.

Bid the second man demand of the first man his total number, which being given him, let him add unto the same his Thought, and give the Total to the third man.

Then bid the third man to affix or set his Thought by the number given him, and put it one place towards the right hand, and give the Total thereof to the fourth man.

Last of all, bid the fourth man set his Thought thereby, a place yet to the right hand, in the first place, and add [Page 239] the number of 25 unto it; that done, demand of him the total number, which being given you, subtract out of it 3525 the number remaining will discover the four mens thoughts.

The Digit on the left hand sheweth the first mans thought; the next Digit towards the right hand is for the second mans thought; the figure in the second place representeth the third mans thought, and the figure in the first place giveth the fourth mans thought.

Example.

1. The first mans thought 8, which being doubled is 16, and 5 added thereto is 21, which multiplied by 5 is 105. Whereunto add 10, the whole is 115
2. Secondly, let the second man add in 7 (his thought) it stands thus, 122
3. Let the third man set his thought a place to the right hand thus, 122, 6
[Page 240]4. Let the fourth man place his thought a place yet to the right hand thus: 1226. 5
Also bid him add in 25, and it maketh 12290
Demand the total, it is 12290
Which being given you, deduct 3525
The remains will be 8765

Ans. The first man thought 8, the second man thought 7, the third man thought 6, the fourth man 5.

Example.

First mans thought 8
Doubled is 16. and 5 added 21. Multiplied by 5, is 105, and 10 added in is 115
Second mans thought added in is 7
The total is 122
Third and fourth mans thought set thereby, 122. 6. 5
25 Added, makes 12290
Subtract 3525
Particular thoughts, 8. 7. 6. 5
Of the 4 Men, 1. 2. 3. 4

[Page 241]

CAP. 8.

A Ring being given to one of a company, to tell who hath it, and upon what hand, finger and joynt. Rules for Direction.

1. Count the persons in order as they stand, or place them in rank thus; 1. 2 3. 4. 5. 6. 7. 8. 9. 10. &c.

2 Call the right hand the first, and the l [...]f [...] [...]he second hand.

3. Count the thumb the first, the fo [...]e-finger the second, the middle-finger the third, the next the fourth, and the little finger the fift, &c. According to that old Verse,

Miles. Mercator. Stultus. Maritus. Amator.

The Right Hand.

Thumb. 1. Miles.
Fore-finger. 2. Mercator.
Middle-finger. 3. Stultus.
Fourth-finger. 4. Maritus.
Little-finger. 5. Amator.

[Page 242]

The common maner of wearing the Ring among	Left hand.
1. Miles. Soldiers.	F 6.
2. Mercator. Merchants.	I 7.
3. Stultus. Fools.	N 8.
4. Maritus. Married men.	G 9.
5. Amator. Batchelors, or Lovers.	E 10.
	RS.

These numbers from 1 to 5, represent the right hand, and the numbers from 6 to 10 shew the left.

Admit him whom in your order you shall make the fifth person wear the Ring upon his right hand, or first hand, and upon his fore-finger with the Merchant, and the third joynt, (which count from the nayl to the hand, 1. 2. 3.) &c.

First, Bid one that standeth by to double the number of the person, then to add 5 thereto, and multiply the whole by 5, and to the product to add 10 more, as also the number of the hand, 1 for the right hand, and 2 for the left.

[Page 243]

Secondly, Bid him to set by this product, the number of the finger, viz. in the first place.

Thirdly, Bid him to set the number of the joynt, one place yet to the right hand, and add thereto the number 25.

Demand the whole number, which being given, deduct out of the same 3525, the remains will shew the number of the person, hand, finger, joynt.

Example 1.

Number of the person 5
Doubled, is 10
5 Added, is 15
Multiplied by 5, makes 75
10 Added thereto, is 85
An Unit added for the right hand 86
The number of the finger affixed, 86. 2 the fore-finger. The number of the joynt adjoyned, 862. 3 joynt: 25 added thereto makes the total number, 8648.

[Page 244]Demand the total, which being 8648, and given unto you, deduct 3525, the remains will be

5	1	2	3
P.	H.	F.	I.

5 Represents the number of the person. Person 5.
1 Gives the right hand. Hand 1.
2 Sheweth the fore-finger. Finger 2.
3 Determineth of the joynt. Joynt 3.

Or thus:

P.	H.	F.	I.
5.	1.	2.	3.

Set down the number of the person under P, of the hand under H, of the finger under F, of the joynt under I; as here 5123 multiplied by 2, add 5 thereto, then multiply by 5.

Demand the product, which given you, cut off the figure in the first place, and take 2 out of the rest, there remaineth as before, 5123.

[Page 245]

Example 2.

R. W. hath a Ring on the fourth finger of his right hand, termed Maritus, the married mans finger, and is upon the third joynt next the hand, R. W. being the sixth person in rank.

Person, 6
Doubled, 12
5 Added 17
17 Multiplied by 5, the product 85
The finger added being 4
Maketh the total 89
To which affix or set down the joynt thus, 89. 3. joynt 3.
Demand the total, which being 893, deduct 250, the remains is 643.

6 Sheweth the number of the person, 4 of the finger, and 3 of the joynt.

8	9	3
2	5	0
6	4	3

Answer. The sixth person weareth the Ring upon his fourth finger, and third joynt.

[Page 246]

Example 3.

Admit the 25 person hath the Ring upon his tenth finger (which is Amator) the little finger of his left hand, and the first joynt.

Person 25
Doubled 50
5 Added 55
Multiplied by 5, the product 275
The 10 finger, 285. 1 joynt.
Subtract 250, the remains 2601

1 In the first place sheweth the first joynt; 0 in the second place, with 1 subtracted from the 6 following, giveth 10 for the finger, which must needs be the fifth finger of the left hand, Amator, the Batchelors, or Lovers finger. 25 the remains, giveth you the number of the person.

P. Person. F. Finger. J. Joynt.

2 6 0 1

25 10. 1.

P. F. I.

[Page 247]

CAP. 9.

Three things being given to three persons, and exchanged, to tell which of the persons hath the first thing, the second, and the third.

1. ADmit the things to be exchanged to be a twenty shillings Peece, an Angel, and a Crown.

2. Consider the order of the persons which you mean to be the first, second, and the third person.

3. Represent the persons by the order of the vowels, A. E. I. The first person is A, the second is E, the third person is I. Admit A to have 20. s. E to have 10. s. I to have 5. s.

4. Prepare 24 Counters, tokens, or stones; give 1 Counter to the first person, represented by A; 2 counters to the second person, represented by E; and 3 Counters to the third person, represented by I: so have you distributed six [Page 248] Counters, which you must bid them to keep in their hands, and not exchange them at all. Leave the rest of the Counters, which are 18, upon the table.

Bid the 3 persons to exchange their coyns of gold, but not their Counters; that done, say thus; Let him that hath now the 20. s. peece take up out of the 18 Counters remaining on the table as many more Counters as he hath in his hand, and say to him that now hath the second thing, namely the angel, or 10. s. peece, that he take up 2 Counters for every one which he hath in his hand; and that he who now hath the third thing (represented by I) take up 4 for every one which he hath: This done, you shall find one of these 6 numbers always to remain, 1. 2. 3. 5. 6. 7. never 4, nor more then 7, &c. The first man to take up 1 for 1: the second man to take up 2 for 1: the third man to take up 4 for 1.

If 1 Counter remain, the things remain [Page 249] as at the first, and are not exchanged.

After the work is done, cause the Counters remaining to be left on the table, which you may tell only with a glance of your eye, or take into your hand.

1. The Counters remaining are 1. 2. 3. 5. 6. 7. First 1, whose word is Angeli, where the order of the vowels is A. E. I. all 3 in their right places, as 1 man 20. s. the 2 man 10. s. the 3 man 5 shillings.

The word for 2 Counters is Beati, where the vowels run thus, E, A. I. The first man hath E, the second thing, 10. s. The second man hath A, the first thing, 20. s. The third man hath I, his own thing, 5. s.

The word for 3 Counters remaining is Pariter, the order of the vowels being A. I. E. The first man hath A, his 20. s. peece: The second man hath I, the third thing, which is 5. s. The third [Page 250] man hath E, the second thing, viz. the 10. s. peece.

5. The word for 5 Counters remaining is Elias, the vowels being E. I. A. The first man hath E, the 10. s. peece. The second man hath I, the 5. s. peece. The third man hath A, the 20. s. peece.

6. The word for 6 Counters remaining is Israel, the vowels being I. A. E. The first man hath I, the 5. s. peece. The second man hath A, the 20. s. peece. The third man hath E, the 10. s. peece.

7. The word for 7 Counters remaining is Pietas, the vowels being I. E. A. The first man hath I, the 5. s. peece. The second man hath E, the 10. s. peece. The third man hath A, the 20. s. peece.

[Page 251]

Example.

C. Counters, P. Persons, W. Words, V. Vowels.
	C.	P.	W.	V.
Counters remaining.	1.	1.	An	A.
		2.	ge	E.
		3.	li	I.
	2.	1.	Be	E.
		2.	a	A.
		3.	ti	I.
	3.	1.	Pa	A.
		2.	ri	I.
		3.	ter	E.
	5.	1.	E	E.
		2.	li	I.
		3.	as	A.
	6.	1.	Is	I.
		2.	ra	A.
		3.	el	E.
	7.	1.	Pi	I.
		2.	e	E.
		3.	tas.	A.

[Page 252]

CAP. 10.

Three men exchanging their names one with another, to tell every one his name.

ADmit Robert the first man.

Thomas the second man.

William the third man.

Represent Robert the first man by A.
Thomas the second by E.
William the third man by I.

Give Robert one Counter.

Thomas two Counters.

William three Counters.

The rest are 18 upon the table.

Bid Robert, Thomas, William change their names, but not the Counters.

Rob. 1. Man. Let him that is now Robert take from the table as many more Counters as he hath, that is, 1 for 1.

[Page 253]

Thom. 2 Man. Let him that is now Thomas take two Counters for every one which he hath, 2 for 1.

Will. 3 Man. Let him that is now William take four Counters for every one which he hath, 4 for 1.

Demand how many Counters remain. If it be answered, 5. Repeat the words, Angeli, 1. Beati, 2. Pariter, 3. Elias, 5. (as in the former Table.)

By the order of the vowels, Elias, being E. I. A. The first man is now Thomas, signified by E. The second man is now William, signified by I. The third man is now Robert, signified by A.

[Page 254]

CAP. 11.

To place the 9 Digits in such wise, as every three of them may make 15 eight several ways.

MAke 9 pricks by 3 in rank, and 3 in file.

. 3 4	. . .
. 5 .	. . .
. . .	. . .

Take ⅓ of 15, and place it in the middest, 4 in the right corner above, and 3 in the middest above. These three numbers thus placed will make all the rest.

Example.

4 and 3 is 7, and 8 maketh 15: place 8 against 4 and 3, in the left angle or corner.

4 and 5 is 9, and 6 maketh

8	3	4
1	5	9
6	7	2

15: place 6 against 4 and 5, in the left corner beneath.

[Page 255]

8 and 5 is 13, and 2 is 15: place 2 against 8 and 5 in the right corner beneath.

8 and 6 is 14, and 1 maketh 15: place one between 8 and 6.

3 and 5 is 8, and 7 maketh 15: place 7 under 3 and 5.

4 and 2 is 6, and 9 maketh 15: place 9 on the right side, in the middest between 4 and 2.

Thus have you made 15 eight ways of nine Numbers.

Fifteen 8 ways of the 9 Digits. The 8 Variations.

8 3 4. 1 5 9. 6 7 2. Rank or brest.

8 1 6. 3 5 7. 4 9 2. File or backward

Crosswise.
	8		4
852		5		654
	6		2

[Page 256]

CAP. 12.

Three numbers being given, 20. 24. and 28. to make a square of them, 9 in a Rank.

A General having gotten a Noble man Prisoner, commanded a Guard of 9 Souldiers in a Squadron to wait upon his person, as here:

The first Square of 24 Men.
3	3	3
3	O	3	The 1 figure
3	3	3

How four being deducted, with 20 men to make the like figure of 9 in rank, and 9 in file.

Four of this Guard desire leave of their General to be absent for a few days; whereupon the General replyed, That unless they could make 9 men [Page 257] still in a rank to safe-guard the Prisoner, they could have no leave granted unto them. If that be all, we shall (said these 24 Souldiers) leave a sufficient Guard of 9 in a rank. They placed the residue (20 in number) thus, as in this second figure.

The second Square of 20 Men.
4	1	4
1	O	1
4	1	4

How 8 men being added in unto the former figure, with 28 men to make only a Square of 9 men in Rank, and 9 men in File, as before.

Over a few days these 4 Souldiers returned; and as they travelled, met with other 4. which lacking service, desired them to be a means unto their General that they might be admitted into fellowship and service with them. [Page 258] They replyed, That their General had a Squadron of 9 men already, and they being 4 more might only be admitted; but 4 more (as these strangers made) could not come within the Squadron. The 4 strange Souldiers ranked themselves with the 24 thus, and so were admitted.

The third Square of 28 Men.
2	5	2
5	0	5
2	5	2

CAP. 13.

Thirty men being placed in a Circle, 15 of one kind, and 15 of another, to save the one half, and reject the other, casting away every ninth Number.

SUppose 30 Malefactors are to be executed for Piracy, 15 Christians, and 15 Turks, and the Sheriff hath power to save one half, but must execute every ninth man.

[Page 259]

Quest. How shall he place them in such order and rank, as that he may execute the Turks, and preserve alive the Christians?

Answ. By the order of the five Vowels in this Latin Verse: ‘Populeam virgā mater regina tenebat.’

Vowels	a. e. i. o. u.
Order of the Vowels	1 2 3 4 5

Those whom he would save he must begin with, and rank them thus.

To cast away every ninth Number.	Po	4	Christians.
	pu	5	Turks.
	le	2	Christians.
	am	1	Turk.
	Vir	3	Christians.
	gam	1	Turk.
	Ma	1	Christian.
	ter	2	Turks.
	Re	2	Christians.
	gi	3	Turks.
	na	1	Christian.
	Te	2	Turks.
	ne	2	Christians.
	bat.	1	Turk.

[Page 260]0 Character of the Christians.
1 Character of the Turks.

Their order, or manner of Ranking.

[...]

Begin at A, and tell on to B, casting away every ninth, until you have gone over them all, and canc [...]ld the Turks, thus, [...].

How by the Verse following you may cast away every tenth number.

There being 15 of one sort, and 15 of another.

Suppose them Apples and Nut-shels, to place them in length, or circularwise, and take up the tenth as they are placed, and reserve the Apples for your self, &c.

To reject and cast out the Nut-shels [Page 261] by every tenth number, beginning with the Apples, make use of the Verse following.

Rex	2	00	Apples.
Pa	1	1	Shells.
phi	3	000	Apples.
cum	5	11111	Shells.
Gen	2	00	Apples.
te	2	11	Shells.
Bo	4	0000	Apples.
na	1	1	Shells.
dat	1	0	Apples.
Sig	3	111	Shells.
na	1	0	Apples.
Se	2	11	Shells.
re	2	00	Apples.
na.	1	1	Shells.

Every tenth rejected, 15 remain, that is to say, the 15 Apples, represented by the 1-5 Ciphers; as followeth: [...]

[Page 262]

CAP. 14.

How with three Pots, of 8. 5. 3. Pints, to part 8 Pints of Wine into two equal parts.

Pots	A. B. C.
Pints	8. 5. 3.

EMpty A into B, B into C, C into A, B into C, A into B, B into C: So in B (the measure of 5 Pints) there will remain 4 Pints.

Then empty C into A, and C will have nothing, but A will likewise have 4 Pints.

CAP. 15.

To find out the hour any one should think in his mind either to rise, or to go to rest.

[Page 263]

A B C D E F G H I K L M

THis Circle divided into 12 equal parts, by the Letters A, B, C, D, E, F, G, H, I, K, L, M, signifieth, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, the hours of the Artificial Day, from Sun-rising to Sun-setting; also the twelve hours of the Day, and the 12 hours of the Night, the Natural Day.

A, signifieth 1 a clock, B, 2 a clock, C, 3 of the clock, G, 7 of the clock, H, 8 of the clock, and M, 12 of the clock.

[Page 264]

N. O. desires to know the hour he shall think in his minde to go to his rest. Bid him to think upon the hour, which suppose to be a 11, then to point upon one of these 12 Letters, where he will begin to make his account: Suppose he shall say at G; which from A, is the seventh hour. Add 13 to the number which G doth represent, viz. 7, the total will be 20. Say then unto N. O. that he must begin at G, and tell from G towards A, reckoning round about until he rest upon the number of 20, calling G the number next to that he thinks in his minde to take his rest; viz. 12, F 13, E 14, D 15, C 16, B 17, A 18, M 19, L 20.

20 ending at L, and L representing the 11 hour, you may safely conclude that N. O. thought to take his rest at 11 of the clock at night.

[Page 265]

Letters representing the 12 hours of Day and Night.

Letters.	A	Hours represented.	1	Numbers to reckon unto.	14
	B		2		15
	C		3		16
	D		4		17
	E		5		18
	F		6		19
	G		7		20
	H		8		21
	I		9		22
	K		10		23
	L		11		24
	M		12		25

Beginning to count from A to M, and from 1 to 12, Tell on from the right hand towards the left, from K to G, from G to A, M, L, K, &c.

Resting at these Numbers (from 14 to 25) you shall by the Letter which you rest on, finde the hour of Day or Night, which it representeth in this Table, under the title of Hours represented.

Example.

Ending on A, the first hour was thought upon: ending on B, the second hour: ending on C, and reckoning 16, from your thought, you shall fall on a Letter between A and M, which suppose I, it represents 9 in the Table, [Page 266] K 10 of the clock, L 11 of the clock, and M 12 of the clock, &c.

CAP. 16. Magnetical Experiments.

How by the Magnet, or Loadstone, to give vertue to a Knife to take up a Needle.

WHet or glase the Knife to make it clean and bright, to receive the vertue of the stone, which being capped, draw your Knife softly on the North Cap (which is the strongest) from the Haft to the Point, on both sides thereof, as also on the back and edg, it hath drawn vertue and efficacy from the Magnet; so that if you lay a Needle to the point of your Knife, or cast it into a glass or cup of any liquor, it will demonstrate the attractive power thereof, by holding it at the point, like a new Lover that is loath to depart.

[Page 267]

To take away the attractive vertue from any Knife touched with the Magnet.

Cut Onyons or Garlick therewith: Or thrust the Knife upon the point of the stone that is contrary to that which it was touched withall: as if the North cap gave vertue, the South cap or end will take it away: or if the South first gave vertue, the North point will take it off again, by sliding your Knife softly upon the contrary cap, from the point of the Knife towards the haft, &c.

To make a Needle of a Sun-Dyal to fly up and down circularly.

Hold the Sun-Dyal or Compass level with the Horizon, apply the North or South point to the Sun-Dyal, holding it over the same: as you move your hand round, so will the Needle follow [Page 268] the Loadstone in your hand.

Apply the South end of your stone to the Needle of the Sun-Dyal, touched with the North point, and it will fly away: so the North end of the stone will make the South end of the Needle to shift it self from the touch or embracement thereof.

How by help of the Magnet to cause two Knives to turn round upon the point of a Needle, or sharp Bodkin.

Prepare two Knives somewhat neer of an equal weight, that the one may counterpoyze the other: cut a small stick, about an inch and half in length, and make the one end blunt, and the other sharp, or small at the point, and four-square; fasten one of your Knives points in the blunt end of your stick, and fasten the other in like manner in the opposite or contrary side, and put the harfts of your Knives so far in, as by [Page 269] putting the sharp end of the stick on a Needles point, or Bodkin, your Knives being poyzed, cannot fall.

Put them inward or outward, until by practise you shall perceive them to incline almost to a level with the Horizon: for then are they aptest by vertue of the Magnets vertue to be drawn about upon their center, the Needle. If you keep the Magnet within your Handkerchiff in your hand, so that it do not appear, the experiment will seem the more illustrious and rare.

When the Knives are thus fixed to the sides of the stick, you may put the point of the sharp end of the stick on the brim of a Glass full of Beer, or wine, and the Knives will not fall, or fail to shew you a Conclusion somewhat strange.

To make two Needles run at Tilt in a Bason of Water.

Cut two small Corks four-square, about [Page 270] the thickness of a quill, thrust the first Needle through the one, and the second Needle through the other Cork; and let both Corks be alike: Touch the point of one Needle with the North end of the Loadstone, and the other Needles point with the South end of the stone: Cast them (thus touched by the Magnet) into the Bason of water, they will, though slowly at the first, march on somewhat furiously at the last, and most exactly strike point against point.

CAP. 17.

To cause three Knives, being placed triangular-wise, to bear up a Glass full of water or wine, so that never a point of the 3 Knives shall touch the table, nor the glass fall, or totter.

1. TAke up one Knife in your left hand, with the edg towards your right.

[Page 271]2. Take up another in your right hand with the edg toward the left, holding with your left hand them both immoveable.

3. Take up the third Knife in your right hand, with the point towards you, and the edg directed to the left hand.

4. Let the first Knife rest upon this third, and this third be above the second, resting upon the same; the three Knives thus placed, will represent a Triangle. Place the glass of liquor upon them, they will stand firmly, the hafts being not to be lifted up by the weight of your hand on the points of the Knives.

CAP. 18.

To cause water (contrary to the nature thereof) to ascend.

PRepare a Bason with a pynt of water in it, or thereabouts, then take [Page 272] an earthen Pot or Jug with a round belly (fittest for this service) and light a peece of paper, cast it into the Jug flaming, then turn quickly the mouth of the Jug downward, and set it on the midst of the Bason of water; it will suck up all the water, if it be not more then it can receive and contain within the belly thereof.

CAP. 19.

To carry a Jug or earthen Pot, sticking without any thing unto the palm of your hand.

TAke a peece of paper, set it on fire, and cast it flaming into the mouth of the Jug, presently clap the palm of your hand on the mouth of the said Jug or Pot, not hollow, but plain and smooth; the Jug will not fall from your hand, but you may walk many paces, and carry the same sticking unto [Page 273] the palm of your hand, unless by violence you pluck it away.

CAP. 20.

To break a stick placed on the brims of two glasses, and not break the glasses.

PLace the glasses on a smooth stone of an equal height, and put the stick upon them; then take a batton or cudgel, and therewith strike upon the midst of the stick perpendicularly, or down-right: so may you break the stick, and not hurt the glasses.

CAP. 21. Secrets of Writing, &c.

How Letters written in paper are onely apparent by casting dust thereon.

DIssolve Goats fat with a little gum of the Turpentine tree, rub the [Page 274] paper with this liquor, and wash it over, and so keep it a while; then when you will declare your minde therein unto any one, put the paper (washed over with this fat) on the Table, take a sharp peece of Iron or steel, or a pen made thereof, and write your minde in letters and words on the back-side of the paper, the signs or letters of fat will be imprinted on the Table: send this, which being intercepted, will neither by fire nor water be visible, but by casting thereon the dust of the Earth, &c.

To make white Letters to appear on a black peece of paper.

Beat both the yolk and white of an Egg well together, until it be liquid like writing Ink, write your minde therewith on paper, suffering it to dry; then wash over your paper with some black colour, such as Printers Ink is, and put it by until both be dry. Then take [Page 275] your Knife and scrape over the superfici [...]s of the paper, the letters formerly written will come forth, and whites appear in their room.

To write in parchment, and the letters not to be seen, &c.

As soon as you have written in parchment, hold it to a candle, or the heat of the fire, and it will shrivel together, and run into it self in such wise, as not a word scarce can be read: when you would have it legible, put it in a wet or moyst place, or sprinkle it gently with water, and it will extend in length again.

To write Letters, or Characters, that will soon vanish.

Take aquavitae, and Charcole, or the gum of Camphire burnt to a coal, and write therewith, the powder of a [Page 276] Touchstone will rub it clean out.

2. Take thin filings of steel, and bring them to powder, grinding upon a Marble stone with aquafortis, whereunto add a little liquid pitch, or the gum of the Turpentine Tree burnt to powder, to make it the more black, write herewith, and in time it will vanish and go out.

How invisible Letters over a while will be visible.

Write on Copper with the juice of an Orenge, over a while the Letters will appear green.

To get out and deface the writings or blots upon parchment.

Take a pensil and wash the place or the parchment with aquafortis, and the Ink will come out.

[Page 277]

To make an old writing appear fair.

Take galls and boyl them in wine, and wash the writing therewith.

To take the impression of any Seal.

Melt a little Brimstone, casting in some Ceruse or white Lead, put this mixture on the Seal, strengthening it with a small peece of paper, a little bigger then the impression is; being cold, take it off, and you shall finde the print of the Seal thereon.

How to write a Letter secretly, that cannot easily be discovered or suspected.

1. Write your minde at large on one side of the paper with common Ink, and on the other side with milk, that which you would have secret; and [Page 278] when you would make the same legible, hold that side which is written with Ink to the fire, and the milky letters will shew blewish on the other side.

2. Rule two papers of one bigness with lines of an equal distance, make the one full of glass-windows, through which you must write your minde upon the second paper, then fill up the spaces with some other words at your pleasure: but if all were made to hang together in good sence, it would carry the less suspicion. Each friend must have one of these cut papers to read all such Letters, for without the paper it will trouble a good Decipherer to read the Letter.

[Page 279]

CAP. 22.

Of Pythagorus Schollars.

PYthagorus being asked what number of Schollars he had, answered, That half of them studied Mathematicks, the fourth part Physick, the seventh part Rhetorick, and besides he had 3 women: Now judg you, saith he, how many Schollars I have.

Answer.

He had in all 28, the half of which is 14, the quarter of which is 7, and the seventh part of which is 41 which 14, 7 and 4 makes 25, and the other 3, to make up the 28, were the 3 women.

[Page 280]

Of the Mule and the Ass.

IT happened, that the Mule and the Ass upon a day making a voyage, each of them carried a barrel full of Wine: Now the lazy Ass felt her self over-loaden, complained and bowed under her burthen; which the Mule seeing, said unto her, being angry (for it was in the time when beasts spake) Thou great Ass, wherefore complainest thou? If I had but only one measure of that which thou carriest, I should be loaden twice as much as thou art; and if I should give a measure of my loading to thee, yet my burthen would be as much as thine. Now how many measures did each of them carry?

Answer.

The Mule did carry 7 measures, and the Ass 5 measures: for if the Mule had one of the measures of the Asses loading, then the Mule would have 8 [Page 281] measures, which is double to 4; and giving one to the Ass, each of them would have equal burthens, to wit, 6 measures a peece.

Of the Dyal upon the fingers and the hand.

IS it not a commodity very agreeable, when one is in the field, or in some Village, without any other Dyal, to see only by the hand what of the clock it is, which gives it very near, and may be practised by the left hand in this manner.

Take a straw, or like thing, of the length of the Index, or the second finger, hold this straw very right between the thumb and the right finger, then stretch forth the hand, and turn your back and the palm of your hand towards the Sun, so that the shadow of [Page 282] the muscle which is under the thumb touch the line of life, which is between the middle of the two other greatlines, which is seen in the palm of the hand; this done, the end of the shadow will shew what of the clock it is: for at the end of the great finger it is 7 in the morning, or 5 in the evening; at the end of the ring finger it is 8 in the morning, or 4 in the evening; at the end of the little finger, or first joynt, it is 9 in the morning, or 3 in the afternoon; 10 and 2 at the second joynt, 11 and 1 at the third joynt, and midday in the line following, which comes from the end of the Index.

Of three Women that sold Apples.

THree Women, A, B, C, carryed Apples to a Market to sell, A had 20, B 30, and C 40; they sold as many [Page 283] for a peny the one as the other, and brought home one as much mony as another, how could this be?

The Answer to the Problem is easie; as suppose at the beginning of the market A sold her Apples at 1 peny an Apple, and sold but 2, which was 2 pence, and so she had 18 left: but B sold 17, which was 17 pence, and so had 13 left; C sold 32, which was 32 pence, and so had 8 Apples left: Then A said she would not sell her Apples so cheap, but would sell them for 3 pence a peece, which she did, and so her Apples came to 54 pence; and B having left but 13 Apples, sold them at the same rate, which came to 39 pence: And lastly, C had but 8 Apples, which at the same rate came to 24 pence. These sums of mony which each others before received come to 56 pence, and so much each one received, and so consequently brought home one as much as another.

[Page 284]

Of three Men that bought Wine.

THree men bought a quantity of Wine, each payd alike, and each was to have alike; it happened at the last partition that there was 21 barrels, of which 7 were full, 7 half full, and 7 empty: how must they share the wine and vessels, that each have as many vessels one as another, and as much wine one as another?

This may be answered two ways as followeth, and these numbers, 2, 2, 3, or 3, 3, 1, may serve for direction, and signifies that the first person ought to have 3 barrels full, and as many empty ones, and one which is half full, so he shall have 7 vessels, and 3 barrels and a half of liquor; and one of the other shall in like manner have as muc [...], so there will remain for the third man 1 barrel full, 5 which are half full, and 1 empty, and so every one shall have alike [Page 285] both in vessels and wine. And generally to answer such Questions, divide the number of vessels by the number of persons, and if the Quotient be not an entire number, the Question is impossible; but when it is an entire number, there must be made as many parts as there are 3 persons, seeing that each part then the half of the said Quotient; as dividing 21 by 3, there comes 7 for the Quotient, which may be parted in these 3 parts, 2, 2, 3, or 3, 3, 1, each of which being less then half of 7.

How to make water in a glass seem to boyl and sparkle.

TAke a glass near full of water, or other liquor, and setting one hand upon the foot of it to hold it fast, turn slightly one of the fingers of your other hand upon the brim, or edg of the glass, [Page 286] having before privately wet your finger, and so passing softly on with your finger in pressing a little: for then first the glass will begin to make a noise: secondly, the parts of the glass will sensibly appear to tremble, with notable rarification, and condensation: thirdly, the water will shake, seem to boyl: fourthly, it will cast it self out of the glass, and leap out by small drops, with great astonishment to the standers by, if they be ignorant of the cause of it, which is only in the rarification of the parts of the glass, occasioned by the motion and pressure of the finger.

Of the Play at Nine Pins.

YOu will scarce beleeve, that with one Boul, and at one blow, playing freely, one may strike down all the nine Pins at once: yet from Mathematical [Page 287] Principles it is easie to be demonstrated, that if the hand of him that plays was so well assured by experience, as reason induceth one thereto, one might at one blow strike down all the nine Pins, or at least 7 or 8, or such a number as one pleaseth.

For they are but 9 in all, disposed or placed in a perfect square, having three every way: Let us suppose then that a good Player beginning to play at 1, somewhat low, should so strike it, that it should strike down the Pins 2 and 5, and these might in their violence strike down the Pins 3, 6 and 9, and the Boul being in motion may strike down the Pins 4 and 7, which 4 Pin may strike the Pin 8, and so all the nine Pins may be striken down at once.

[Page 288]

Any Numbers under 10 being thought upon, to finde what Numbers they were.

LEt the first number be doubled, and unto it add 5, and multiply that sum by 5, and add to it 10, and the next number thought upon: Multiply this same again by 10, and add to it the next number, and so proceed.

Now if the last sum be told, mark if one number was thought upon, then substract 35 from it, and the first figure in the place of Tens is the Number thought upon. If he thought upon two figures, then substract 35 also, and the 2 also, the said 35 from the last sum, and the two figures that remain are the numbers thought upon. If he thought upon 3 figures, then substract 350, and then the 3 first figures are the numbers thought upon, &c.

[Page 289]

Example.

If one thought upon these figures, 5. 7. 9. 6.

Double the first, which is 5, and it makes 10, to which add 5, it makes 15; This 15 multiplyed by 5, makes 75. To this 75 add 10, it makes 85. To this 85 add the next number, viz. 7, it makes 92. This 92 multiplyed by 10, makes 920, to which add the next figure, viz. 9, it makes 929. This multiplyed by 10, makes 9290. To which add 6, being the last number, it makes 9296. From which substract 3500, and there resteth 5796, the four numbers thought upon.

Now because in the figures 9296, the tw [...] last numbers are like the two thought upon; to avoyd suspicion bid him add 12, o [...] any number to it, and then it will not be so open: As for examp [...], the 12 being added to 9296, it mak [...]s 9308; from which if you substract [Page 290] 3512, there will remain 5796, the four figures thought upon, as before.

How many Changes in Bells may be easily told.

SEt down 1, and under 1 set down 2; Then multiply 1 by 2, it is 2; that is 2 Changes in two Bells: Then set down 3 under 2, and multiply 2 by 3, it is 6: So there is 6 Changes in 3 Bells. Do thus:

Then put down 4 under 6, thus: Multiply 6 by 4, and it is 24.

So there is 24 Changes in 4 Bells.

120 Changes in 5 Bells.

720 in 6 Bells.

5040 in 7 Bells.

40320 in 8 Bells.

362880 in 9 Bells.

3628800 in 10 Bells.

The Changes in 3 Bells stand thus.

1	2	3
1	3	2
2	1	3
2	3	1
3	1	2
3	2	1

Here is 6 Changes in three Bells.

[Page]

The Contents of the first Book.

A General Explanation of the use the several Chapters in the first Book.

Cap. 1. The Name of any King or Queen of England being thought upon, to find it out. Pag. 1
Cap. 2. To tell any English Nobleman his name. Pag. 11
Cap. 3. The Nobility of Scotland. Pag. 58
Cap. 4. The Irish Nobility. Pag. 64
Cap. 5. To find out the orders and degrees of States. Pag. 70
Cap. 6. How to know of what office, order, or degree any one is in Church, &c. Pag. 72
Cap. 7. To tell any man his Christian-name. Pag. 81
Cap. 8. To find out Womens names Pag. 106
Cap. 9. To find of what Calling or Profession [Page] any one is. Pag. 115
Cap. 10. To find out the Shire any man or woman was born in, &c. Pag. 134
Cap. 11. To tell a Student of what Colledg or Hall he is, &c. Pag. 138
Cap. 12. To tell any Gentleman of what House he be, either Inn of Court or Chancery. Pag. 141
Cap. 13. To tell any Citizen of London of what Ward he is. Pag. 143
Cap. 14. To resolve a Tradesman of what Hall or Company he belongs unto. Pag. 145
Cap. 15. To tell any Londoner of what Parish he is. Pag. 149
Cap. 16. To tell any one what year he was born in, &c. Pag. 157
Cap. 17. To find out the Moneth, weeke, or day wherein one was born. Pag. 170
Cap. 18. To finde the Festival day on which any one was born. Pag. 174
Cap. 19. To tell any one his age, not exceeding 60. or what number he thinks, being under 61. Pag. 177

[Page]

The Contents of the second Book.

Cap. 1. AFter some working, to tell the remains without asking any question. Pag. 199
Cap. 2. To finde out a Number thought, nine several ways. Pag. 204-227
Cap. 3. Any number being thought, after two Multiplications and two Divisions, to tell what Number will fall out in the quotient. Pag. 228
Cap. 4. Gold or Silver exchanged from hand to hand, to tell, &c. Pag. 232
Cap. 5. Two names exchanged, to divine who is called by the one, &c. Pag. 233
Cap. 6. Six things circularly placed, and any one touched, to tell which it was. Pag. 234
Cap. 7. Two men thinking, the one an even number, the other an odd, &c. Pag. 236
[Page]Cap. 8. A Ring being given to any one of a company, to tell upon what hand, finger, and joynt it is. pag. 241
Cap. 9. Three things being given to three persons, to divine who &c. Pag. 247
Cap. 10. Three persons exchanging their names, to tell every one his name. Pag. 252
Cap. 11. To place 9 Digits in such wise as every three of them may make 15 eight ways. Pag. 254
Cap. 12. Three Numbers being given, 20, 24, 28, to make a square of them, 9 in rank, &c. Pag. 256
Cap. 13. Thirty persons or things placed in a Circle, to reject 15, and save 15, by casting out every 9 or 10 Number. Pag. 258
Cap. 14. How with 3 pots of 8, 5, 3, pynts to part eight pynts of wine into two equal parts. Pag. 262
Cap. 15. To finde out the hour of ones rising or going to rest. Pag. 263
Cap. 16. Magnetical Experiments. Pag. 266
Cap. 17. To cause three Knives to bear up [Page] a Glass of Wine or Beer. Pag. 270
Cap. 18. To cause water to ascend. Pag. 271
Cap. 19. To carry an earthen Pot or Jug sticking to the palm of the hand. Pag. 272
Cap. 20. To break a stick placed on 2 glasses and not break the glasses. Pag. 273
Cap. 21. Secrets of Writing, &c. Ibid.
Cap. 22. Of Pythagoras Scholars. Pag. 279
Of the Mule and the Ass. Pag. 280
Of the Dyal upon the fingers and the hand. Pag. 281
Of 3 women that sold Apples. Pag. 282
Of 3 men that bought Wine. Pag. 284
How to make water in a glass seem to boyl and sparkle. Pag. 285
Of the play at 9 Pins. Pag. 286
Any Numbers under 10 thought upon, to find what they were. Pag. 288
How many Changes in Bells may be easily told. Pag. 290

FINIS.

[Page]

This keyboarded and encoded edition of the work described above is co-owned by the institutions providing financial support to the Early English Books Online Text Creation Partnership. This text is available for reuse, according to the terms of Creative Commons 0 1.0 Universal licence. The text can be copied, modified, distributed and performed, even for commercial purposes, all without asking permission.

M.	1.	2.	3.	4.	5.
	6.	7.	8.	9.	10.
	11.	12.	13.	14.	15.
R.	16.	17.	18.	19.	20.
	21.	22.	23.	24.	25.
	26.	27.	28.	29.	30.
G.	31.	32.	33.	34.	35.
	36.	37.	38.	39.	40.
	41.	42.	43.	44.	45.
B.	46.	47.	48.	49.	50.
	51.	52.	53.	54.	55.
	56.	57.	58.	59.	60.

E	47.	49.	29.	28.	27.
	26.	46.	25.	23.	24.
	22.	21.	20.	19.	48.
D.	54.	37.	36.	35.	34.
	55.	33.	32.	31.	13.
	15.	14.	12.	56.	57.
F.	50.	18.	16.	17.	45.
	43.	44.	53.	42.	41.
	40.	39.	38.	52.	51.
C.	58.	30.	11.	10.	59.
	8.	9.	7.	6.	5.
	4.	3.	2.	1.	60.

E.	55.	56.	54.	53.	58.
	52.	51.	50.	49.	48.
	47.	46.	30.	29.	28.
F.	40.	44.	42.	41.	35.
	60.	39.	38.	37.	36.
	34.	33.	32.	31.	13.
N.	18.	27.	26.	25.	23.
	24.	22.	21.	20.	19.
	17.	16.	59.	45.	43.
D.	12.	15.	14.	57.	11.
	10.	8.	9.	7.	6.
	5.	4.	3.	2.	1.

C.	58.	30.	54.	60.	53.
	52.	51.	50.	49.	48.
	47.	46.	29.	28.	59.
E.	44.	32.	41.	40.	56.
	39.	42.	38.	37.	36.
	35.	34.	33.	31.	13.
F.	26.	18.	25.	23.	24.
	55.	22.	21.	20.	19.
	27.	16.	17.	45.	43.
D.	11.	10.	6.	57.	12.
	8.	7.	5.	4.	3.
	2.	1.	9.	15.	14.

E.	55.	60.	29.	52.	46.
	53.	54.	56.	57.	58.
	50.	59.	30.	28.	51.
F.	40.	44.	42.	41.	39.
	48.	38.	37.	36.	35.
	34.	33.	32.	13.	31.
G.	22.	45.	26.	17.	23.
	24.	47.	21.	20.	19.
	18.	16.	25.	43.	27.
D.	23.	15.	10.	49.	11.
	8.	9.	7.	6.	5.
	4.	3.	2.	1.	14.

D.	54.	46.	56.	50.	57.
	58.	59.	60.	49.	48.
	47.	30.	29.	28.	55.
G.	41.	44.	42.	40.	39.
	38.	52.	37.	36.	35.
	34.	33.	32.	31.	13.
E.	25.	27.	26.	23.	51.
	24.	22.	21.	20.	19.
	18.	17.	45.	43.	16.
H.	3.	2.	4.	12.	11.
	10.	8.	53.	9.	7.
	6.	5.	1.	14.	15.

K.	32.	23.	20.	16.	18.
	19.	21.	34.	22.	33.
	25.	26.	27.	31.	24.
L.	60.	15.	55.	41.	42.
	54.	56.	39.	57.	58.
	59.	13.	40.	14.	12.
I.	35.	53.	46.	48.	28.
	29.	30.	37.	47.	38.
	49.	50.	51.	52.	36.
H.	3.	5.	8.	11.	17.
	1.	2.	4.	43.	6.
	7.	9.	10.	45.	44.

C.	19.	16.	44.	20.	21.
	22.	24.	23.	25.	26.
	27.	28.	29.	30.	18.
D.	36.	60.	42.	45.	41.
	40.	39.	38.	37.	35.
	34.	33.	32.	31.	13.
E.	55.	46.	47.	48.	43.
	49.	50.	51.	52.	53.
	54.	56.	57.	58.	59.
F.	4.	1.	2.	3.	5.
	17.	6.	7.	9.	8.
	10.	11.	12.	14.	15.

F.	40.	39.	41.	42.	44.
	35.	43.	45.	17.	16.
	18.	19.	20.	21.	22.
D.	54.	52.	53.	37.	55.
	56.	58.	59.	60.	34.
	33.	32.	31.	13.	57.
G.	24.	23.	25.	26.	27.
	28.	36.	29.	30.	46.
	47.	48.	49.	50.	51.
H.	3.	1.	2.	4.	5.
	6.	7.	38.	9.	8.
	10.	11.	12.	14.	15.

F.	37.	35.	36.	38.	39.
	31.	40.	41.	42.	44.
	43.	45.	17.	18.	16.
D.	54.	48.	49.	33.	50.
	51.	52.	53.	55.	56.
	57.	58.	59.	60.	13.
G.	22.	19.	20.	21.	24.
	23.	32.	25.	26.	27.
	28.	29.	30.	46.	47.
C.	5.	1.	34.	2.	3.
	4.	6.	7.	9.	8.
	10.	11.	12.	14.	15.

M.	1.	2.	3.	4.	5.
	6.	7.	8.	9.	10.
	11.	12.	13.	14.	15.
R.	16.	17.	18.	19.	20.
	21.	22.	23.	24.	25.
	26.	27.	28.	29.	30.
G.	31.	32.	33.	34.	35.
	36.	37.	38.	39.	40.
	41.	42.	43.	44.	45.
B.	46.	47.	48.	49.	50.
	51.	52.	53.	54.	55.
	56.	57.	58.	59.	60.

E	47.	49.	29.	28.	27.
	26.	46.	25.	23.	24.
	22.	21.	20.	19.	48.
D.	54.	37.	36.	35.	34.
	55.	33.	32.	31.	13.
	15.	14.	12.	56.	57.
F.	50.	18.	16.	17.	45.
	43.	44.	53.	42.	41.
	40.	39.	38.	52.	51.
C.	58.	30.	11.	10.	59.
	8.	9.	7.	6.	5.
	4.	3.	2.	1.	60.

E.	55.	56.	54.	53.	58.
	52.	51.	50.	49.	48.
	47.	46.	30.	29.	28.
F.	40.	44.	42.	41.	35.
	60.	39.	38.	37.	36.
	34.	33.	32.	31.	13.
N.	18.	27.	26.	25.	23.
	24.	22.	21.	20.	19.
	17.	16.	59.	45.	43.
D.	12.	15.	14.	57.	11.
	10.	8.	9.	7.	6.
	5.	4.	3.	2.	1.

C.	58.	30.	54.	60.	53.
	52.	51.	50.	49.	48.
	47.	46.	29.	28.	59.
E.	44.	32.	41.	40.	56.
	39.	42.	38.	37.	36.
	35.	34.	33.	31.	13.
F.	26.	18.	25.	23.	24.
	55.	22.	21.	20.	19.
	27.	16.	17.	45.	43.
D.	11.	10.	6.	57.	12.
	8.	7.	5.	4.	3.
	2.	1.	9.	15.	14.

E.	55.	60.	29.	52.	46.
	53.	54.	56.	57.	58.
	50.	59.	30.	28.	51.
F.	40.	44.	42.	41.	39.
	48.	38.	37.	36.	35.
	34.	33.	32.	13.	31.
G.	22.	45.	26.	17.	23.
	24.	47.	21.	20.	19.
	18.	16.	25.	43.	27.
D.	23.	15.	10.	49.	11.
	8.	9.	7.	6.	5.
	4.	3.	2.	1.	14.

D.	54.	46.	56.	50.	57.
	58.	59.	60.	49.	48.
	47.	30.	29.	28.	55.
G.	41.	44.	42.	40.	39.
	38.	52.	37.	36.	35.
	34.	33.	32.	31.	13.
E.	25.	27.	26.	23.	51.
	24.	22.	21.	20.	19.
	18.	17.	45.	43.	16.
H.	3.	2.	4.	12.	11.
	10.	8.	53.	9.	7.
	6.	5.	1.	14.	15.

K.	32.	23.	20.	16.	18.
	19.	21.	34.	22.	33.
	25.	26.	27.	31.	24.
L.	60.	15.	55.	41.	42.
	54.	56.	39.	57.	58.
	59.	13.	40.	14.	12.
I.	35.	53.	46.	48.	28.
	29.	30.	37.	47.	38.
	49.	50.	51.	52.	36.
H.	3.	5.	8.	11.	17.
	1.	2.	4.	43.	6.
	7.	9.	10.	45.	44.

C.	19.	16.	44.	20.	21.
	22.	24.	23.	25.	26.
	27.	28.	29.	30.	18.
D.	36.	60.	42.	45.	41.
	40.	39.	38.	37.	35.
	34.	33.	32.	31.	13.
E.	55.	46.	47.	48.	43.
	49.	50.	51.	52.	53.
	54.	56.	57.	58.	59.
F.	4.	1.	2.	3.	5.
	17.	6.	7.	9.	8.
	10.	11.	12.	14.	15.

F.	40.	39.	41.	42.	44.
	35.	43.	45.	17.	16.
	18.	19.	20.	21.	22.
D.	54.	52.	53.	37.	55.
	56.	58.	59.	60.	34.
	33.	32.	31.	13.	57.
G.	24.	23.	25.	26.	27.
	28.	36.	29.	30.	46.
	47.	48.	49.	50.	51.
H.	3.	1.	2.	4.	5.
	6.	7.	38.	9.	8.
	10.	11.	12.	14.	15.

F.	37.	35.	36.	38.	39.
	31.	40.	41.	42.	44.
	43.	45.	17.	18.	16.
D.	54.	48.	49.	33.	50.
	51.	52.	53.	55.	56.
	57.	58.	59.	60.	13.
G.	22.	19.	20.	21.	24.
	23.	32.	25.	26.	27.
	28.	29.	30.	46.	47.
C.	5.	1.	34.	2.	3.
	4.	6.	7.	9.	8.
	10.	11.	12.	14.	15.

Author: Hunt, Nicolas, 1596-1648.2016-02

An Example for the understanding of the first Chapter.

How by the second Chapter you may tell a Noble man his Name, and Title of Honour, though you never knew him, nor saw him before.

How by the seventh Chapter, to tell any man his Christian-name, though you never saw him before.

CAP. 1. The Names of all such as have been Kings and Queens of England, with their order of raigning successively, noted by the numbers before their Names.

CAP. 2. Christian and Sirnames of both the greater and lesser Nobility. Bt. is Baronet, B. Baron, C. Countesse, D. Duke, E. Earl, K. Knight, L. Lord, M. Marquesse, V. Viscount, * Knight of the Bath.

CAP. 3. NOBILITY OF SCOTLAND.

CAP. 4. NOBILITY OF IRELAND.

CAP. 5. Orders and Degrees of STATES.

CAP. 6. Officers, Orders, & Degree of Men and Women, both in Church and Common-weal.

CAP. 7. Christian-Names of Men.

CAP. 5. Christian-Names of Women.

CAP. 9. Callings and Occupations, Trades and Professions of Men and Women.

CAP. 10. The particular Shires within the Kings Dominions of Great Britain and Ireland, wherein his Maje­sties Subjects are born. [Page 134] The Numbers on the left hand of the Shires, shew the Parish-Churches contained in the said Shire.

CAP. 11. Colledges and Halls in Oxford & Cambridg.

CAP. 12. Houses of Students of the Common Laws, within the Liberties, and without.

CAP. 13. Wards within the Liberties, and without the City of LONDON. [Page 143] The number of Parishes in every of the 26. Wards. E. is East, W. is West, Walb. is Wal­brook, * within and without the walls, a within the walls, b without the walls.

CAP. 14. Halls belonging to the se­veral Companies, and where scitu­ated in London.

CAP. 15. Parishes within the City, and Suburbs of London.

CAP. 16. To know the year in which any one was born, and how many years are expired after, or have been before the year of our Lord, 1631.

CAP. 17. To finde the Moneth of the Year, Day of the Moneth, and Week wherein any one was born.

CAP. 18. To finde the Festival, on which one was Born.

CAP. 19. Numbers Transposed, or Varyed.

A.

B.

C.

D.

E.

F.

G.

H.

J.

K.

L.

M.

N.

O.

P.

Q.

R.

S.

T.

Ʋ.

Z.

CAP. 1.

Proposition.

Example 1.

Example 2.

Example 3.

A.

B.

C.

CAP. 2.

Proposition 1.

Example 1.

Example 2.

Proposition 2.

Example.

Proposition 3.

Example.

Proposition.

Example.

Proposition.

Example.

Proposition.

Example.

Example 2.

Proposition.

Example.

Example.

Example 2.

The Explanation.

1. An odd number.Proposition.

Example.

Example 2. of an even number.

Example 1.

Example 2.

Example.

Example 3.

Example 4. Compare it with Example 1.

CAP. 10. The particular Shires within the Kings Dominions of Great Britain and Ireland, wherein his Majesties Subjects are born. [Page 134] The Numbers on the left hand of the Shires, shew the Parish-Churches contained in the said Shire.

CAP. 13. Wards within the Liberties, and without the City of LONDON. [Page 143] The number of Parishes in every of the 26. Wards. E. is East, W. is West, Walb. is Walbrook, * within and without the walls, a within the walls, b without the walls.

CAP. 14. Halls belonging to the several Companies, and where scituated in London.

1. An odd number.
Proposition.

How 8 men being added in unto the former figure, with 28 men to make only a Square of 9 men in Rank, and 9 men in File, as before.

How Letters written in paper are onely apparent by casting dust thereon.

M.	1.	2.	3.	4.	5.
	6.	7.	8.	9.	10.
	11.	12.	13.	14.	15.
R.	16.	17.	18.	19.	20.
	21.	22.	23.	24.	25.
	26.	27.	28.	29.	30.
G.	31.	32.	33.	34.	35.
	36.	37.	38.	39.	40.
	41.	42.	43.	44.	45.
B.	46.	47.	48.	49.	50.
	51.	52.	53.	54.	55.
	56.	57.	58.	59.	60.

E	47.	49.	29.	28.	27.
	26.	46.	25.	23.	24.
	22.	21.	20.	19.	48.
D.	54.	37.	36.	35.	34.
	55.	33.	32.	31.	13.
	15.	14.	12.	56.	57.
F.	50.	18.	16.	17.	45.
	43.	44.	53.	42.	41.
	40.	39.	38.	52.	51.
C.	58.	30.	11.	10.	59.
	8.	9.	7.	6.	5.
	4.	3.	2.	1.	60.

E.	55.	56.	54.	53.	58.
	52.	51.	50.	49.	48.
	47.	46.	30.	29.	28.
F.	40.	44.	42.	41.	35.
	60.	39.	38.	37.	36.
	34.	33.	32.	31.	13.
N.	18.	27.	26.	25.	23.
	24.	22.	21.	20.	19.
	17.	16.	59.	45.	43.
D.	12.	15.	14.	57.	11.
	10.	8.	9.	7.	6.
	5.	4.	3.	2.	1.

C.	58.	30.	54.	60.	53.
	52.	51.	50.	49.	48.
	47.	46.	29.	28.	59.
E.	44.	32.	41.	40.	56.
	39.	42.	38.	37.	36.
	35.	34.	33.	31.	13.
F.	26.	18.	25.	23.	24.
	55.	22.	21.	20.	19.
	27.	16.	17.	45.	43.
D.	11.	10.	6.	57.	12.
	8.	7.	5.	4.	3.
	2.	1.	9.	15.	14.

E.	55.	60.	29.	52.	46.
	53.	54.	56.	57.	58.
	50.	59.	30.	28.	51.
F.	40.	44.	42.	41.	39.
	48.	38.	37.	36.	35.
	34.	33.	32.	13.	31.
G.	22.	45.	26.	17.	23.
	24.	47.	21.	20.	19.
	18.	16.	25.	43.	27.
D.	23.	15.	10.	49.	11.
	8.	9.	7.	6.	5.
	4.	3.	2.	1.	14.

D.	54.	46.	56.	50.	57.
	58.	59.	60.	49.	48.
	47.	30.	29.	28.	55.
G.	41.	44.	42.	40.	39.
	38.	52.	37.	36.	35.
	34.	33.	32.	31.	13.
E.	25.	27.	26.	23.	51.
	24.	22.	21.	20.	19.
	18.	17.	45.	43.	16.
H.	3.	2.	4.	12.	11.
	10.	8.	53.	9.	7.
	6.	5.	1.	14.	15.

K.	32.	23.	20.	16.	18.
	19.	21.	34.	22.	33.
	25.	26.	27.	31.	24.
L.	60.	15.	55.	41.	42.
	54.	56.	39.	57.	58.
	59.	13.	40.	14.	12.
I.	35.	53.	46.	48.	28.
	29.	30.	37.	47.	38.
	49.	50.	51.	52.	36.
H.	3.	5.	8.	11.	17.
	1.	2.	4.	43.	6.
	7.	9.	10.	45.	44.

C.	19.	16.	44.	20.	21.
	22.	24.	23.	25.	26.
	27.	28.	29.	30.	18.
D.	36.	60.	42.	45.	41.
	40.	39.	38.	37.	35.
	34.	33.	32.	31.	13.
E.	55.	46.	47.	48.	43.
	49.	50.	51.	52.	53.
	54.	56.	57.	58.	59.
F.	4.	1.	2.	3.	5.
	17.	6.	7.	9.	8.
	10.	11.	12.	14.	15.

F.	40.	39.	41.	42.	44.
	35.	43.	45.	17.	16.
	18.	19.	20.	21.	22.
D.	54.	52.	53.	37.	55.
	56.	58.	59.	60.	34.
	33.	32.	31.	13.	57.
G.	24.	23.	25.	26.	27.
	28.	36.	29.	30.	46.
	47.	48.	49.	50.	51.
H.	3.	1.	2.	4.	5.
	6.	7.	38.	9.	8.
	10.	11.	12.	14.	15.

F.	37.	35.	36.	38.	39.
	31.	40.	41.	42.	44.
	43.	45.	17.	18.	16.
D.	54.	48.	49.	33.	50.
	51.	52.	53.	55.	56.
	57.	58.	59.	60.	13.
G.	22.	19.	20.	21.	24.
	23.	32.	25.	26.	27.
	28.	29.	30.	46.	47.
C.	5.	1.	34.	2.	3.
	4.	6.	7.	9.	8.
	10.	11.	12.	14.	15.