### Information on boethpr.e3

#### PPCEME information

> Author | Richard Graham, 1st viscount Preston
> Birthdate | b. 1648, d. 1695 (www.stirnet.com/HTML/genie/british/hh4bz/howard05.htm)
> Filename | boethpr.e3
> Manuscript | n/a
> Date of composition | 1695
> Genre | PHILOSOPHY
> Edition | Preston, Richard. 1695. Anicius Manlius Severinus Boetius, Of the consolation of philosophy. in five books. Made English and illustrated with notes, by the Right Honourable Richard Lord Viscount Preston. London: Printed by J.D. for Awnsham and John Churchill, at the Black Swan in Pater-Noster Row; and Francis Hildyard Bookseller in York. Early English Books 1641-1700, 126:6.
> EEBO image | http://wwwlib.umi.com/eebo/image/56937
> Sample | Last half of Book 1 and exhaustive sample of Books 2-4. 15.9-28.22 (= 1.4) (Penn 1), 32.1-35.9 (= 1.5) (Penn 2), 36.11-39.18 (= 1.6) (Penn 3), 41.1-46.4 (= 2.1) (Penn 4), 47.11-51.8 (= 2.2) (Penn 5), 52.9-55.28 (= 2.3) (Penn 6), 58.7-63.24 (= 2.4) (Penn 7), 65.1-70.19 (= 2.5) (Penn 8), 73.9-78.10 (= 2.6) (Penn 9), 80.9-84.29 (= 2.7) (Penn 10), 87.8-89.10 (= 2.8) (Penn 11), 92.1-93.15 (= 3.1) (Penn 12), 94.10-98.27 (= 3.2) (Penn 13), 102.1-104.30 (= 3.3) (Penn 14), 105.10-110.10 (= 3.4) (Penn 15), 111.4-114.23 (= 3.5) (Penn 16), 116.1-117.21 (= 3.6) (Penn 17), 118.15-119.13 (= 3.7) (Penn 18), 120.1-122.11 (= 3.8) (Penn 19), 124.1-129.9 (= 3.9) (Helsinki 1), 133.15-140.4 (= 3.10) (Helsinki 2), 141.17-147.15 (= 3.11) (Helsinki 3), 148.9-153.24 (= 3.12) (Penn 20), 159.1-161.6 (= 4.1) (Penn 21), 163.7-169.26 (= 4.2) (Penn 22), 170.20-173.30 (= 4.3) (Penn 23), 177.7-185.19 (= 4.4) (Helsinki 4), 186.13-187.29 (= 4.5) (Penn 24), 190.1-201.15 (= 4.6) (Helsinki 5), 203.10-205.31 (= 4.7) (Penn 25)

#### Helsinki Corpus information

> <Q E3 XX PHILO BOETHPR>
> <N BOETH3 PRESTON>
> <A PRESTON VISCOUNT>
> <C E3>
> <O 1640-1710>
> <M X>
> <K X>
> <D ENGLISH>
> <V PROSE>
> <T PHILOSOPHY>
> <G TRANSL>
> <F LATIN>
> <W WRITTEN>
> <X MALE>
> <Y 40-60>
> <H HIGH>
> <U X>
> <E X>
> <J INTERACTIVE>
> <I X>
> <Z X>
> <S SAMPLE X>