Link 2 58 is in 51 witnesses (Edition Ad1 Bo2 Bw Ch Cn Cp Cx1 Cx2 Dd Dl Ds1 El En1 En3 Gg Gl Ha2 Ha3 Ha4 Ha5 He Hg Hk Ht Ii La Lc Ld2 Ln Ma Mc Mg Mm Ne Nl Pn Ps Pw Py Ra1 Ra3 Ry1 Ry2 Se Sl1 Sl2 Tc1 Tc2 To1 Wy)
OUT 4 witnesses (Ad3 Bo1 En2 Fi)
For leueful Ad1 Cx1 Cx2 He Ht Mc Ne Nl Ra1 Sl1 To1 (For leful), Edition Bw Ch Cp Dd El Ha2 Ha5 Hg La Ry2 (For leueful), Cn Gl Ii Ma Wy (For lefull), Dl (Fore leffull), Ds1 En1 Hk (For liefull), En3 Gg (For lefful), Ha3 Lc Ps (For leefful), Ha4 Mg Pw (For leeful), Ld2 Mm (For leuefull), Ln (For leuful), Pn Ry1 (For lefulle), Py (For lieful), Ra3 (For leefull), Se (For leveful), Sl2 (For levefull), Tc2 (For leuefulle)
For leflell Bo2 (For leflell)
With leueful Tc1 (With lefull)
is Edition Ad1 Bo2 Cn Cx1 Cx2 Dd Ds1 El En1 En3 Gl Ha2 Ha4 Ha5 He Hg Hk Ht Ii Ln Ma Mc Mm Ne Nl Pn Ps Py Ra1 Ra3 Sl2 Tc1 Tc2 To1 Wy (is)
it is Bw Ch Cp Dl Gg Ha3 La Lc Mg Pw Ry2 Se Sl1 (it is), Ld2 (hit is), Ry1 (hitt is)
with force Ad1 (wyth fors), Edition Bo2 Bw Ch Cn Cp Cx1 Dd Ds1 El Gl Ha2 Ha5 Hg Ii Ld2 Mm Nl Pn Ps Ra3 Se Sl1 Tc1 Tc2 (with force), Cx2 Wy (wyth force), Dl (wᵗ foors), En1 Ha3 Lc Ma Mg Sl2 (wᵗ force), En3 Ne Py To1 (with fors), Ha4 La Ln Pw Ry2 (wiþ force), Hk (with force ), Ry1 (with Force)
with fressh Ht (with fressh)
þat force Gg (þᵗ forse)
force He (fors)
force Ad1 En3 (fors), Edition Bo2 Bw Ch Cn Cp Cx2 Dd Ds1 El En1 Ha2 Ha3 Hg Hk Ht Ii Lc Mg Pw Ry2 Se Sl1 To1 Wy (force), Gg (forse), Ha5 Ry1 (Force)
force to Gl Ha4 La Ma Mm Nl (force to), Py (fors to)
force for to He (fors for to)
with Mc (wᵗ)
with force Ra1 (wᵗ force)
for Sl2 (for)
for to Cx1 Dl Ne Tc1 (forto), Ln Tc2 (for to)
to Ra3 (to)
omitted Ad2 Ad3 Ad4 Ar Bo1 Ct Do Ds2 Ee En2 Fi Ha1 Hl1 Hl2 Hl3 Hl4 Hn Kk Ld1 Ld2 Ll1 Ll2 Me Np Ox1 Ox2 Ph1 Ph2 Ph3 Ph4 Pl Pn Pp Ps Ra2 Ra4 Si Sl3 St Tc3 To2
of showue Edition Ch El Hg (of showue), Bo2 (of sowue), Bw Ld2 Pw Ry2 Sl1 (of shouwe), Cn (of shove), Cp (of schouve), Cx2 (of shouue), Gg (of schowe), Ha2-orig (of schouwe), Ii (of shouve), Ry1 (of schowve), Sl2 (of schoufe), To1 (of schowue), Wy (of shoue)
of showe Dd Ds1 En1 Ha5 Lc Mg (of showe), Pn (of show)
of schoun Ha2-mod (of schōn)
of to showue Ad1 En3 Se (of to showve), Hk (of to shove)
of the swof Mc (of þᵉ swof), Ra1 (of the swof)
of a shrew Ps (of a shrew)
over showue Dl (over schowue), Ha3 (over shove)
eschewe Ht (eschewe)
sown Cx1 Tc2 (sown), He Ne (sown̄)
showue Gl Ln Ra3 Tc1 (showe), Ha4 La (schowue), Ma (schowffe), Mm (shouwe), Nl (shew), Py (shoove)
Stuff
On the left hand side of the screen you will see what we call "Variant Maps." These are hypotheses of relationships among the manuscripts, created by phylogenetic software developed by evolutionary biologists to explore relationships among species. For explanation of how we use these maps see....