his Edition Ad1 Ad3 Bo1 Bo2 Bw Ch Cn Cp Cx1 Dd Dl Ds1 El En1 En3 Fi Gl Ha2 Ha3 Ha4 Ha5 He Hg Hk Ht Ii La Lc Ld2 Ln Ma Mc Mm Ne Nl Ph2 Pn Ps Pw Py Ra1 Ra3 Ry1 Ry2 Se Sl1 Sl2 Tc1 Tc2 To1 Wy (His), Cx2 Mg (Hys)

and his Gg (And his)

name was Edition Ad1 Ad3 Bo1 Bo2 Bw Ch Cn Cp Cx2 Dd Dl Ds1 El En1 En3 Fi Gg Gl Ha2 Ha3 Ha4 Ha5 He Hg Hk Ht Ii La Lc Ld2 Ln Ma Mc Mg Mm Ne Nl Ph2 Pn Ps Pw Py Ra3 Ry1 Ry2 Se Sl1 Sl2 Tc1 Tc2 To1 Wy (name was), Cx1 (name whas), Ra1 (nome was)

hoten Edition Ad1 Bo1 Bw Dd Dl En3 Ha2 Ha5 Hg Hk Ii La Lc Ld2 Ph2 Pw Py Ra3 Ry1 Ry2 Se Sl1 (hoten), Ad3 (whoten), En1 Gl Mg Mm (hoten̄), Gg (hotyn)

y hoten Ch (I hoten)

y hoot Cx1 Ne (I hote), Cx2 Pn Tc2 Wy (y hote), He (I hoot)

hoote Bo2 Cn Ds1 Fi Ln Mc Ra1 Sl2 Tc1 To1 (hote), Cp El Ha4 (hoote)

deynouse and ful Ha3 (deynouse ⁊ ful)

called Ht Ma (called), Nl (callid), Ps (callyd)

deynous symkyn Ad1 Mm (deynous symkyn̄), Ad3 (deynnous Symkyn), Edition Cp El Ha2 Ha5 Hg Lc Py Ra1 Sl1 (deynous Symkyn), Bo1 En1 Fi Gl Ii Ph2 (deynous Symkyn̄), Bo2 (denoyus Symkyn), Bw (dynous symkyn), Ch En3 Gg Hk Ln Mc Ps Ra3 Ry1 Ry2 Se (deynous symkyn), Cn (digneus Symkyn̄), Cx1 Cx2 Pn Tc2 (deynus Symkyn), Dd (deignous Symkyn), Dl (deynovs simkyn), Ds1 (Deynous Symkyn), Ha4 (deynous Symekyn), He (denus Symkyn̄), Ht (daynous Symkyn̄), La (deynous symkyne), Ld2 (deynous symken), Ma (deignous Symkyn̄), Mg Tc1 (Deynous Symkyn̄), Ne (deynos Symkyn̄), Nl (Denus Symkyn), Pw (deyneȝouse Symkyn̄), Sl2 (Deynous symkyn), To1 (deynose Symekyn), Wy (deynus symkyn)

provde symkyn Ha3 (provde symkyn̄)