vnto Ad1 Bw Ch Dd El En1 En3 Fi Ha3 He Hg Lc Ln Mm Se Sl1 (vn to), Edition Ad3 Bo2 Cn Cp Cx1 Dl Ds1 En2 Gl Ht Ii La Ld1 Ld2 Ma Mc Mg Ne Pn Pw Py Ra3 Ry1 Ry2 Sl2 Tc1 Tc2 To1 Wy (Vnto), Cx2 (Onto), Ra1 (Unto)

a compeer Ad1 Fi Ra3 (a comper), Ad3 Ch Ds1 En3 Lc Mc Pn Py Ra1 Se (a compere), Edition Hg (a compeer), Bo2 (acompere), Bw Ii Pw (a conper), Cn Dd En1 He Ma (a Compere), Cp (a Conꝑe), Cx1 Ne (a compiere), Cx2 Wy (a compyere), El (a compier), En2 (a Conper), Gl (a Comper), Ha3 (a Compier), Ht Ld2 Ry2 Sl1 (a conꝑ), La (a Conꝑ), Ld1 (a conꝑe), Mg Tc1 (a conpere), Mm (a comper͗), Sl2 (a Cōwper), Tc2 (a compire)

a cowper Ln (a cowper), Ry1 (a Cowper)

his compeer To1 (his compere)

annother compeer Dl (annother cvmpeer)

of his Edition Ad1 Ad3 Bo2 Bw Ch Cn Cp Cx1 Dd Ds1 El En1 En2 En3 Fi Gl Ha3 He Hg Ht Ii La Lc Ld1 Ld2 Ln Ma Mc Mg Mm Ne Pn Pw Py Ra1 Ra3 Ry1 Ry2 Se Sl1 Sl2 Tc1 Tc2 To1 Wy (of his), Cx2 (of hys), Dl (offe his)

owene sort Ad1 En2 En3 Lc Mc Mg Pw Py Ra1 Ry2 (owne sort), Ad3 Dl Ra3 Sl1 (owne soort), Edition El-mod Hg (owene sort), Bo2 Ch Cn Cp Ha3 Ht Ii Ld1 Ld2 Pn Se Sl2 Tc2 Wy (owne sorte), Cx1 Cx2 Dd La (owen sorte), Ds1 Tc1 (ougne sort), En1 Gl (owen̄ sorte), Fi Mm (own̄ sorte), He (own̄ sort), Ln Ne (owen sort), Ma (own sort), Ry1 (owne Sorte), To1 (own sorte)

owene El-orig (owene)

ow sort Bw (ow sorte)