{[%10 october 1470.%]} {~f77v~} (j)t is to reme(m)b(er) y^e x day of
y^e moneth of octob(er) y^e (z)er(e) of god M^o±CCCC^o lx^o & x
{\} (z)er(is) y^e±quhilk day m(arz)on~±fresall w^t hesp & stapyl has
resingnet h(er) land w^t y^e {\} p(er)ti(nen)^t(is) lyand i(n) y^e brygat
be±twix y^e land of (j)ohn~±scot(is) on y^e west sid of y^e±ta# #p(ar)te
{\} & y^e land of thom±robyson~is on y^e est sid of y^e±toy(er)
p(ar)te i(n) thomas±dekyson~is hand {\} bal(z)a i(n) y^t ty(m) And yan
i(n)-(con)tine(n)t y^e sayd bal(z)a delyu(er)it y^e sayd hesp & stapyll
to {\} thom of sta(n)n(us) & gaf to hy(m) & tyl his assig(n)eis stat possession~
& sessyng" of y^e sayd {\} land w^t y^e p(er)ti(nen)^t(is) & fredomes
& esieme(n)t(is) for all y^e termys of sex (z)er(is) nest & to±\±goydd(er)
y^e maky(n) of y^is wryt y^e sayd m(arz)on~ hafand An# #esme(n)t i(n)
y^e forland call^t y^e {\} butlar And alsua quhat cost(is) exspens(s)
or anvel y^t y^e sayd thom mak(is) bygg(is) {\} or payis w^tin y^e
ty(m) of his tak(is) of y^e forsayd sex (z)er(is) he sal raman & pyss(s)
y^e sayd {\} land als mony (z)er(is) as y^t extend(is) to i(n) lik so(m)mes
as y^e fyrst (z)er(is) drawis {\} at y(ar) (con)cord be±twix yai(m) And
attour Andro±fresal h(er) son~ & apperand ayr to y^e sayd {\} land
is oblist & suorn~ apon~ a# #buk quhat rycht(is) he has or may haf
of y^e sayd land {\} i(n) ty(m) to cu(m) he sall neu(er) gayn call na
mak demand na stop y^e sayd thom of {\} stan(us) na his as(s)ing(n)eis
i(n) y^e sayd land noy(er) i(n) pyssyng" na (z)yt i(n) abityng" {\} i(n) y^e
(con)decionis mad & don~ be sayd m(arz)on±fressal his mod(er) be±for
y(ir) wytnes {\} y^e sayd bal(z)a mechel of forest pat(ri)k±henn(er)son~
S(er) mechel±thomson~ (j)ohn~ of {\} wodhaw s(er)iand & thom±(z)ong"
w^t oy(er) mony {\\}