reuel and trouthe Ad1 (Revel and trewth), Ad3 Bw Fi Gl Ry2 Sl1 (Reuel and trouth), Edition Cp Cx1 Cx2 Dd El Hg Lc Pn Ra3 (Reuel and trouthe), Bo2 (Ravelle and trouthe), Ch Ds1 Sl2 Tc1 Wy (Reuell and trouthe), Cn (Revell and trouthe), Dl (Revell and trowthe), En1 (Reuell and trouth), En3 (Revel and trewthe), Ha3 (Reuell and trouþe), Ha4 Ld1 Pw (Reuel and trouþe), He (Revel and trowith), La (Reuele ⁊ treuþe), Ld2 (Reuell and trewth), Ma (Revel ⁊ trowth), Mc (Reuel ⁊ trowþe), Mg Ne (Revel and trouthe), Mm (Reuell and trowth), Py (Revel and trowth), Ra1 (Reuell ⁊ trouthe), Ry1 (Reuelle and trouþe), Se (Reuel ⁊ trouthe), Tc2 (Revel and trouth), To1 (Reuell and treuthe)

reuel and trott Ht (Revel and trott)

reuel and ryote Ii (Revell and ryote)

as in Ad1 (as yn), Edition Ad3 Bo2 Bw Ch Cn Cp Cx1 Cx2 Dd Ds1 El En1 En3 Fi Gl Ha4 He Hg Ht Ii La Lc Ld1 Ld2 Ma Mc Mg Mm Ne Pn Pw Py Ra1 Ra3 Ry1 Ry2 Se Sl1 Tc1 Tc2 To1 Wy (as in), Ha3 (as Inne)

is in Sl2 (is in)

they been in Dl (they been ī)

a lowe Ad1 Bw Cx1 Cx2 Pn (a low), Ad3 Cp Ld1 (a lough), Edition Bo2 Cn Dd Ds1 El En1 En3 Ha3 Ha4 Hg Ht Ma Mc Ra1 Ra3 Sl2 Tc1 Tc2 To1 Wy (a lowe), Ch (a lawe), He Py (alowe), La (a louhe), Ne (A low), Ry1 (A lowe), Ry2 (a lowh), Se-mod (a loughe)

svndry Dl (svndry)

lowe Fi (low), Gl Ii Lc Ld2 Mg Mm Sl1 (lowe), Pw (lough), Se-orig (loughe)

degree Ad1 Ad3 Bw Cn Cp Cx1 Cx2 Dd Ds1 En3 Fi Ha4 He Ht La Ld1 Mc Ne Pw Py Ra1 Se Tc1 Tc2 To1 Wy (degre), Edition Bo2 Dl El En1 Gl Ha3 Hg Ii Lc Ld2 Mg Mm Pn Ra3 Ry1 Ry2 Sl1 (degree), Ma Sl2 (Degre)

decree Ch (decree)