{~f26v~} y^e bowrow hed curt of y^e newburth {\} halldy(n) i(n) y^e
chapell of sanc# #kat(er)in w^t\in y^e said burth halldy(n) be a wordy
m[?]~ {[man[} {\} y^t is to say thom~±rog(er)son~ bal(z)e [o][?] {[of[}
{\} y^e said burt {=sic=} xiij day of y^e munet[?] {\} of (j)anuar
y^e (z)eir of owr lord m cccc" l[?] {\} (z)eir(is) y^e sutt(is) callit
y^e curt aff(er)mit y^e {\} absens ar pate(n)t {\\} y^e±qwylk day
stephyn±phylp granyt {\} y^t he wess(s) burges(s) i(n) Edinburth be
y^e {\} tenor of y^e comyssio(n) y^e±q^k he p(rese)nt i(n) {\} curt
{\\} y^e±q^k day y^e thomas {>} y^e {>} bal(z)e & y^e n^tbur(is) {\}
[r]asawit (j)ohn~±c(ri)sty has(s) a burg(is) & n^tb[u][?] {\} to (z)aym &
he o^blist hy(m) tyl hald {\} fyrim & stabill as vd(er) n^tbur(is) duyt
{\\} Alswa y^e n^tbur(is) as rasawit ector\[m(ar)]ty(n) has(s) b(ur)g(is)
& n^tbur to (z)am & he {\} has(s) {<OS<} oblit {=sic=} hy(m) to hald
fy^rm~ & staby[?] {\} has(s) vd(er) n^tbur(is) duyis {\\} Alswa (j)ohn~±tho(m)son
he(n)ri±cham(er) ma[?] {\} thomas±nowma(n) {>} mychel±lys?[mt"] {>} y^e
ar(is) of (j)ohn~±so(nz)[?] {\} sande {<j<} disert ilk±an for owr awyn~
{\} nay(m) i(n) a±m(er)cime(n)t for faut of per[?] {\} & y^t wes(s) {<In<}
gyffy(n) for duym~ {\\}