Casebooks

SF M^r blag’ wher he shall ever com to any greter digniti 1598 the 22 of Iani ☉ p m’ at 9./ him self Demanded/

SF Docter blagu’ 1598 the 26 of march ☉ An m’ at 50 p 5 Diz

SF Amo 1598 the 5 of Aprill ☿ An’ m’ at 10 p xj for D Blaug to go to the Courte/

SF Doct^r blag 1598 the 14 of May. ☉ p m’ 20 p 7 Diz the wif for the husband.

SF {M^r}^s Blagu’ for her husbandꝭ Diz the 14 may ☉ p m’ at 20 p 7. w^t out his consent/

SF {Doct^r Blague} 1595 {sic} the 19 of may ♀ p m^r xjj {sic} |at 15 p ij {sic}| wher Dene Iiggon shall be B of Sar{ū}

SF m^r Docter Blague of 56 yers 1599 the 30|i| of Ianu ☿ An’ m’ at 9 Diz /

SF D blague 10 of feb ♄ in m’ at 12 for Newinton 1599

SF {M^r Blague} the 14 of Decemb. ♀ An m at 30 p 8 1599. wher he shall Recover {new ell}{m} {illeg} {againe}

SF at \30 p/ 9 the 21 Iulij ♀ an’ m’. & D B. vtrū e{rit episc}

The wif mad this queston w^thout his knowledg I tok yt at her mouth demaundin{g} howe the matter went/

SF At 30 p 8 31 Aug. ♃ an m^r. m^r D Blagu’.  Epis Sar.//

SF Questo  mepsm facte 1598 the 5 of Aprill. ☿ p m’ at 40 p 6. Vtrm D blagu het aut hebit episcoplm Sarū n^c nō/

SF M^r Thomas Blagu’ doctr {sic} of Diuiti his letter from Rochestr {sic} Cam to me 1598 the 16 Aprill ☉ An m’ at 7. Vtrum erit episcop Sarū. & wher my L of C hath moved the mater to the quen or S^r W{atere}

SF D. blagu letter cane {sic} to ne {sic} frō grenwitch 1598 the 6 May ♄ an’ m’ at 6. questo  m’ vtrū consequtr {sic} episc Sarū n^c nō

SF vtrm̄ D B{of}|l| obtin{et} {Episc} Sa{ꝝ} n^c nō 1598 the 16 may ♂ an’ m’ at 6 mi self mad the questiō vpō ℞ of his Letter. wherin he signif vnto {sic} the matter was moved for Bennet/

SF 24 may ☿ p m’ {at} 7 1598 D B{lagu} Vtrm {sic} erit E Sar{um}

SF the 27 may 1598 at 45 p 7. D b. wher yt shal be he or noe Episc

SF D Blague 1598 2 Aug ☿ p m’ at 6. brought word her m^ti was moved for him &c quid inde seqtr {sic} et vtrm̄ obtinebit.

SF D B Vtrū obtin’ Episcop Sarū 1598 the 18 of of Aug ♀ p m’ at 6.

SF M^r blague  beneficio S^r clemēt heyhom at 6 p m’ ♃ vtrm’ hebit {sic} &c