Om.44Ad1 Ad2 Ad4 Ar Bo1 Ct Do Ds2 Ee En2 En3 Fi Ha1 Ha2 Ha5 Hk Hl1 Hl2 Hl3 Hl4 Hn Kk Ll1 Ll2 Ln Me Nl Np Ox1 Ph1 Ph2 Ph3 Ph4 Pl Pp Ps Ra2 Ra3 Ra4 Si Sl3 St Tc3 To2
Om.47Ad1 Ad2 Ad4 Ar Bo1 Ct Do Ds2 Ee En2 En3 Fi Ha1 Ha2 Ha4 Ha5 Hk Hl1 Hl2 Hl3 Hl4 Hn Ht Ii Kk Ll1 Ll2 Ln Me Nl Np Ox1 Ph1 Ph2 Ph3 Ph4 Pl Pp Ps Ra2 Ra3 Ra4 Si Sl3 St Tc3 To2
Om.43Ad2 Ad4 Ar Bo1 Ct Do Ds2 Ee En2 Fi Ha1 Ha2 Ha3 Ha5 Hk Hl1 Hl2 Hl3 Hl4 Hn Kk Ll1 Ll2 Ln Me Nl Np Ox1 Ph1 Ph2 Ph3 Ph4 Pl Pp Ps Ra2 Ra3 Ra4 Si Sl3 St Tc3 To2
Om.43Ad2 Ad4 Ar Bo1 Ct Do Ds2 Ee En2 Fi Ha1 Ha2 Ha3 Ha5 Hk Hl1 Hl2 Hl3 Hl4 Hn Kk Ll1 Ll2 Ln Me Nl Np Ox1 Ph1 Ph2 Ph3 Ph4 Pl Pp Ps Ra2 Ra3 Ra4 Si Sl3 St Tc3 To2
butburOm.er we parteer we departeer we departen̄er i parteer de we parteyer we parteywisy wys y wysOm.thow shaltthow shallthow schati willhit shallbethequyt
Om.44Ad2 Ad4 Ar Bo1 Ct Do Ds2 Ee En2 Fi Ha1 Ha2 Ha3 Ha5 He Hk Hl1 Hl2 Hl3 Hl4 Hn Kk Ll1 Ll2 Ln Me Nl Np Ox1 Ph1 Ph2 Ph3 Ph4 Pl Pp Ps Ra2 Ra3 Ra4 Si Sl3 St Tc3 To2
butburOm.er we parteer we departeer we departen̄er i parteer de we parteyer we parteywisy wys y wysOm.thow shaltthow shallthow schati willhit shallbethequyt
butburOm.er we parteer we departeer we departen̄er i parteer de we parteyer we parteywisy wys y wysOm.thow shaltthow shallthow schati willhit shallbethequyt
Om.48Ad2 Ad4 Ar Bo1 Ct Do Ds2 Ee En2 Fi Ha1 Ha2 Ha3 Ha4 Ha5 Hk Hl1 Hl2 Hl3 Hl4 Hn Ht Ii Kk Ll1 Ll2 Ln Me Nl Np Ox1 Ph1 Ph2 Ph3 Ph4 Pl Pp Ps Ra1 Ra2 Ra3 Ra4 Si Sl3 St Tc3 To1 To2
butburOm.er we parteer we departeer we departen̄er i parteer de we parteyer we parteywisy wys y wysOm.thow shaltthow shallthow schati willhit shallbethequyt
butburOm.er we parteer we departeer we departen̄er i parteer de we parteyer we parteywisy wys y wysOm.thow shaltthow shallthow schati willhit shallbethequyt
butburOm.er we parteer we departeer we departen̄er i parteer de we parteyer we parteywisy wys y wysOm.thow shaltthow shallthow schati willhit shallbethequyt
Here bigynnethHere begynnystAnd here bigynnethAnd hereAnd bigynnethAnd next bigynnethAnd next folwithAnd now bigynnethbigynnethOm.the Cook his talethe Cookes talethe taleA Tale of the Cook of Londonthe Tale of the Cookthe Cook of London hi talethe tale of the Cook of Londonhis talehis tale folwynghis tale of a Prentise of LondonTale Cookes tale of the Prentise of Londontale
Om.61Ad1 Ad2 Ad4 Ar Bo1 Ch Cn Cp Ct Dd Dl Do Ds2 Ee En1 En2 En3 Fi Ha1 Ha2 Ha3 Ha4 Ha5 Hk Hl1 Hl2 Hl3 Hl4 Hn Ii Kk La Ld1 Ld2 Ll1 Ll2 Ln Ma Mc Me Nl Np Ox1 Ph1 Ph2 Ph3 Ph4 Pl Pp Ps Py Ra2 Ra3 Ra4 Si Sl3 St Tc1 Tc3 To1 To2
Here bigynnethHere begynnystAnd here bigynnethAnd hereAnd bigynnethAnd next bigynnethAnd next folwithAnd now bigynnethbigynnethOm.the Cook his talethe Cookes talethe taleA Tale of the Cook of Londonthe Tale of the Cookthe Cook of London hi talethe tale of the Cook of Londonhis talehis tale folwynghis tale of a Prentise of LondonTale Cookes tale of the Prentise of Londontale
Om.48Ad2 Ad4 Ar Bo1 Ct Cx1 Do Ds2 Ee En2 Gg Ha1 Ha2 Ha4 Ha5 Hk Hl1 Hl2 Hl3 Hl4 Hn Ht Ii Kk Ll1 Ll2 Ln Me Ne Nl Np Ox1 Ph1 Ph2 Ph3 Ph4 Pl Pp Ps Ra2 Ra3 Ra4 Si Sl3 St Tc2 Tc3 To2
daunce he couthe16Bw (dance he couthe), CpIiLcLd1Ld2McMgMmRa1Se (Daunce he couthe), Dl (dawnce hee cowthe), Ha3 (dauncen he kouþe), Ht (daunce he couth), Ry2 (daunce he kouthe), Sl1 (daunce he kouþe)
out of the shoppe46EditionAd1Ad3Cx1Cx2DdDs1ElEn3GlHgLcLd2MgPyRa1Ry2Sl2Tc1Wy (Out of the shoppe), Bo2Ld1Ne (Out of þe shoppe), BwHe (Out of þe shop), ChCnIiPn (Oute of the shoppe), CpHa4Ma (Out of þe schoppe), Dl (Owt of thee schoppe), En1 (Out of þe Shop̄), Fi (Oute of the schop̄), Ha3 (Owte of þe shoppe), Ht (Oute of þe shopp), La (Owte of þe schoppe), Mc (Out of þᵉ shop), Mm (Oute of þe schoppe), PwSl1 (Out of þe Shoppe), Ry1 (Owte of þe Schopp̄e), Se (Owt of the shoppe), Tc2 (Out of the shop), To1 (Oute of the schoppe)
wolde he noght15CpLcLd1MgSeSl2 (wolde he not), Dl (wolde hee not), Gl (wold he nat), La (wolde he nouȝt), Ld2 (wold he noȝt), MmPwRy2Sl1 (wold he not), Ry1 (wolde he notte)
a reuelour11Ad3Mc (a reuelour), Ch (a revelour), Cn (a Reveloure), DdDs1 (a Reuelour), En1 (a Reuelour͗), Fi (a Revelour̉), Ha3 (a Reueloure), Ma (a Revelour), Ra1 (a reuelour͗)
that is a reuelour7Cx1 (that is a Reuelour), Cx2Wy (that is a reuelour), He (that is a revelour̉), Ne (þat is A Revelour), Pn (that is a reueloure), Tc2 (that is a Reueloure)