that fairer Edition Ad1 Ad3 Ch Cn Ds1 El Ha4 Hg Lc Mg Mm Ne Py Ra3 Ry2 Se Sl1 Sl2 Tc1 To1 (That fairer), Bo2 He Tc2 (That feirer), Bw Ht La Ma (Þat fairer), Cp Dd Ii (That fairere), Cx1 Cx2 Fi Ld2 Pn Wy (That fayrer), Dl (That feyrere), En1 Ra1 (That feyrer), En3 (That fayrere), Ha3 (Þat fayerer), Mc (Þat fayrer), Pw (Þat fairrer), Ry1 (That Fayrer)

that faire Gl (That fayre), Ld1 (That faire)

koude Ad1 (cowd), Edition Ad3 El Hg (koude), Ch Cx1 Dd Ds1 Gl Ht Ld2 Ne Pn Ra3 Se Tc1 Tc2 (coude), Dl En3 Ha4 Ma Py Sl2 To1 Wy (cowde), Fi (kowde), He (coud)

couþe Bo2 Bw Mc (couth), Cp La Ld1 Pw Ry1 Sl1 (couþe), Cx2 En1 Ii Lc Mg Mm Ra1 Ry2 (couthe), Ha3 (kouþe)

can̄ Cn (can̄)

caste Ad1 Ad3 Cn Ds1 En1 En3 Gl He Ht La Ld1 Ld2 Ma Mc Pn Pw Py Ra3 Ry2 Se Sl1 Sl2 Tc2 To1 (cast), Edition Bo2 Bw Ch Cp Cx1 Cx2 Dl El Fi Ha4 Hg Ii Lc Mg Mm Ne Ra1 Ry1 Tc1 Wy (caste), Dd (kast)

handle Ha3 (handle)

a paire Ad1 Cx1 Cx2 Dd Dl En3 Fi Gl Ha3 Ha4 Lc Mc Mg Pn Py Ra1 Sl1 (a peyre), Edition Ad3 Cp El Hg Ht Ii La Ld1 To1 (a paire), Bw (a pere), Ch Cn Ds1 Ma Ne Pw Ra3 Ry2 Se Sl2 Tc1 (a peire), En1 (a peir͗), He (a peir̉), Ld2 (a peyr), Mm (a pair͗), Ry1 (A payer), Tc2 (a peir), Wy (a payre)

a scharpe paire Bo2 (a scharpe peir͗)

of dys Edition Ad1 Ad3 Ds1 El Hg Lc Ld2 Ma Mc Mg Ne Pw Ra1 Ry2 Sl1 Sl2 Tc1 (of dys), Bo2 Ch Cx1 Cx2 Fi Ha3 Mm Pn Ry1 Tc2 Wy (of dyse), Cn En1 He Py (of dise), Cp (of dys), Dd (of Dys), Dl (of dyis), Gl (of dyes), Ht Ii Ld1 (of dice), La (of dis), Ra3 Se (of dyce), To1 (of Dice)

a dys En3 (a dys)

dys Bw Ha4 (dys)