Casebooks

SF Katerin stooe

Vtrum sit grauida nūc n^cnō

SF questo a m^ra Clark vtr’ erit vid. ante lente nex {sic} at 40 p 2 the 21 Sept ☿ 1597.

SF Questo  m’ facto at \30 p/ 12 in m’ 13 may ♄ 1598 vtrum Conducer Lodbrok /

at 30 p 12 in m’ ♄ 13 may

SF  An holland Vtrum’ / &c 8 Iulij ♄ p m’ at 20 p 7. vnqu{am} obtineam^r Amor

SF To knowe what will com of m^r strensams com̄ing for m^rs Brow 1601 29 of may ♀ p m / at 45 p 6. wher he means any falshod or noe or wher she will cō or noe & when et qd inde sequitr {sic}/

SF Vtrm Delahai coduc Briscot n^c nō 1597 11 Septm vt ante /

SF  m^r {sic} Cuer  marito Vtr’ viu’ aut mor et quando/

SF Μαρτιν Lūbley  Rebꝯ fur’ 1597 the 3 of Iulij {sic} p m’ ☿ at 30 p 20 p 5. him self/

 eodem

SF  martino Lumb questo a me ipo {sic} facto 1597 14 Aug at 10 An’ m’  fugto

SF  mro Mullenax 1597 15 Aug ☾ p m’ 10 p j  quest dicta {sic} vtrū conduc Mar hambden/–

SF Vtrum sit thezaurum in wm burnfild house in yron mōger Lane necnō in the Seller & Aboue the staiers 1597 2 Septm. ♀ An’ m’ 3 20 p 10. /

SF Anno 1597 the i0 of Sept ♄ p m’ 30 p 2. wher ever I shall see m^r Wepooles daughter in essex that I sawe at Sturbridg feyer. & wher I shall obtein her yf I find her

SF M^rs fel of 36 yers 1597 the 12 Septm ☾ in m’ at 12 diz /

And wher her husb Doe frequent the copani of his old Loue or noe/

SF M^rs Λανιερ σεντ for me/ Best to goe to her & qd incidet at 45 p 9 the 17 Sept an’ m’ ♄.

SF Questo  memep facto 1598 The 14 Aprill ♀ an’ m’ at 20 p 9.  Katherina gittens Dwelling w^t m^r bedo in the strand Against m^r gudgings. Vtrū sit virgo et cuiꝯ Disposisonis &c.

SF Questo 2^a  me facte  Kat gittens vtrm’ conducimur 1598 2i Aprill ♀ at 8 an’ m’/

SF Questo 1598 the 19 of Iulij ☿ in m’ at 12. Vtrū Eλiz paρkeρ sit meritrix nec no {sic}

SF Ao 1598 2 Ap ☉ an’ m’ at 7. Vtrū sit turba v^rsꝯ me su somnū

SF m^rs wallor  marito quadiu viuit. et quid incidit 1599 xj may ♀ p m’ at 40 p 2 quest

SF Questo  m’ fac’ 1599 20 May ☉ in’ m’ 45 p 11 best to goe se An. La monson Sister. et vtrm {sic} me Amat et cōduc n^c nō.