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

a Ld2 (A)

daunced Edition Ad1 Ad3 Bo2 Bw Cn Cp Cx2 Dd Ds1 El En1 Gl Ha4 Hg La Lc Ld1 Ld2 Ma Mc Mg Mm Py Ra1 Ry2 Se Sl1 Sl2 Tc1 (daunced), Cx1 Fi Ne Pn Pw Wy (daunsed), Dl (dawnsed), En3 (da<am rend=''ū''>ıı̄</am>ced), He (daunsid), Ry1 Tc2 (dauncede)

daunces Ch (daunces)

gavred Ha3 (Gavred)

daunce Ht Ii To1 (daunce)

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

full wel Dl (full weell)

enoughe Ha3 (enoughe)

he wolde noght Ad1 Ds1 He Tc1 (he wold nat), Edition Hg (he wolde noght), Ch El En3 Pn (he wolde nat), Cx1 Mc Ne Ra1 Wy (he wolde not), Cx2 (he wold noght), Fi Tc2 (he wold not), Py (he wold nought)

he wolde Cn Ma (he wolde)

he wolde and noght To1 (he wolde and nought)

he nolde noght Bo2 (he noldnot), Dd (he nolde nat), En1 Ha4 (he nold nat), Ha3 Ht (he nold not), Ii (he nolde nought)

he nolde Bw (he nold)

and nolde nat Ad3 (and nold nat)

wolde he noght Cp Lc Ld1 Mg Se Sl2 (wolde he not), Dl (wolde hee not), Gl (wold he nat), La (wolde he nouȝt), Ld2 (wold he noȝt), Mm Pw Ry2 Sl1 (wold he not), Ry1 (wolde he notte)

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

comen Dl (comē)

torne Ht (torne), Ii (turne)

ageyn Ad1 Pw Sl2 (a geyn̄), Ad3 Dl Mc Py (agayn), Edition Cp Dd En3 Ha4 Hg Lc Ld1 Se To1 (ageyn), Bo2 Mm (a gayn̄), Bw Ch-orig (a gayn), Ch-mod Ry2 (a geyn), Cn (ageyne), Cx1 Cx2 Pn Tc2 Wy (ayen), Ds1 (agein̄), El (ayeyn), En1 Fi He Mg (ageyn̄), Gl (a geyne), Ha3 Sl1 (a gayne), Ht (a yene), Ii (ayein), La (aȝein), Ld2 (aȝen), Ma (a yen̄), Ne (ayen̄), Ra1 (a yeyne), Ry1 (agayne), Tc1 (agei)