{~f19r~} y^e burrow curt of y^e nowburth {\} haldyn~ i(n) y^e chapell
of s^ant# #kat(er)in {\} haldyn~ w^t±in y^e said burth w^t {\} wordy
me(n) y^t is to say thom~±rog(er)son~ {\} & (j)hon~±thomson bal(z)eis
of y^e {\} said burth y^e vjj day y^e {\} muneth of august y^e
(z)eir of {\} god m cccc" lx vj (z)er(is) y^e sutt(is) callit y^e curt
aff(er)mit y^e absent {\} ar patent {\\} y^e±q^k day (com)perit gylbert
of ky(n)loch {\} & p(ro)testit {<del<} y^t {<end<} befor y^e bal(z)eis
of y^e {\} town & y^e co(mon)ite y^t he suld be {\} qwyt {>ins>}
of {>end>} y^e clamis of rechard y^e {\} y {=sic=} ra(m)say qwhyl
now techin {\} tyl ouy(er) curt(is) beca(u)s he had {\} na p(ar)ti to
fallow hym {<YR<} {\} yar±i(n) to y^e sa(m)myn~ curt {\\} ye±^k {=sic=}
day (com)p(er)it i(n) y^e curt (j)hon~±wat(er)a[?] {\} & haskit fra y^e bal(z)eis
& co(mon)ite {\} of y^e town y^e comu(n) sell & yar {\} gud {<S<}
wyl of y^e land of of sant {\} kat(er)in y^e±q^k he & his (j)osit
of±be\for±tymys & he suld hek y^e {\} anwaill w^t twa ij s" &
{=scribal emendation=} {>ins>} qete {>end>} yt {=^it altered to
^E and & altered to T=} {\} y^t wes growand i(n) y^e (z)ard & {\}
y^e bal(z)eis & y^e co(mon)ite said y^t y^e {\} curt wes wak & at
y^e nest {\} curt (z)a {'(indeed)'} suld giff hym~ ha(n)i {\} [h]answar
of y^e sa(m)my(n) thyng {\} {~f19v~} & y^e bal(z)eis & y^e co(mon)ite
of y^e [tow(n)] {\} haskit y^t for±said spec^his to be {\} hakit
i(n) y^e curt buk {\\} y^e±q^k day (com)p(er)it (j)onet of ness(s) {\} &
granit i(n) plan curt y^t y^e t[?] {\} y^t will ir husband & scho
ha[?] {\} sald to mychal of ench for n[?]\ite of yar luwyn {"living
= property"} & scho gra(n)[?] {\} yar y^t y^e condicion y^t scho
m[?] {[?made[} {\} tyl y^e for±said michall wes(s) [?] {\} ir awy(n)
fre wyl & own~- {\} of ony p(er)son~ & yar rawokat [?] {[no[} {\}
thyng" na suld neu(er) rawo[?] {\} & yar±to wes(s) swron~ {=sic=} y^e
gry[?] {[great[} {\} hath a±pon y^e haly duym b[?]\for y^e said
{<CURT<} bal(z)eis & y[?] {\} co(mon)is & yar±to mychall {<HASKI[]<}
{\} p(ro)curit y^e bal(z)is sell to b[?] {[be[} {\} set tyll a not(er)is
sell {\\}