is equall vnto A.B, and so is K.L. [K.L,]
you mai se by C. and D, for ij. sides [by C and D,]
accordyng to the lengthe lo the peece that remaineth
[_error for "of the"?_]
[th e peece]
this line A.B, (w^{ch} was assigned vnto me) [A,B,]
& thus haue you attained y^e vse of this conclusion.
[_final . missing_]
Make in a table the like draught [A table]
vsing it as it wer a croked ruler. [_final . missing_]
the lines of diuision A.D, B.E [A. D. B. E]
whose two sides A.C. and B.C. are diuided [B,C.]
enclose those iij prickes. that centre as you se is D
[prickes that centre . as]
as you se B.A.D, and B.C.E. [B.C,E.]
at this tyme wyll shewe you [she,we]
as youre selfe mai easily gesse. [_final . missing_]
A.C. and B.D. are the two diameters [A.C. and B D.]
A.B.C.D. is the quadrate appointed [A,B.C.D.]
quadrate from angle to angle, as you se A.C. & B D. [A.C. & B D.]
A.B.C. is the circle, whiche I haue deuided [A,B.C.]
And from eche pricke ij. lines drawen [line sdrawen]
I would make a circle. Therfore I drawe [circle, Therfore]
of equall sides and equall angles. [angles,]
perceaue by the xxxvij. xxxviij. xxxix. and xl. conclusions
[xxxviij xxxix.]
that be nighest [that be . nighest]
learne the demonstrations by harte, (as somme
[_missing open parenthesis_]
sundrye woorkes partely ended, and partely to bee ended [And]
As for example A--------B. A. being the one pricke [A being]
that corner which is greatter then a right angle
[_s in "is" invisible_]
firste these two right lines A.B. and A.C. [A B. and A.C.]
ij. quantities, as A. and B, be equal to an other [as A and B,]
in an other place. In the mean season [in]
drawen forthe vnto D. and E. [vnto D and E.]
[The thirde Theoreme.] Example. [_final . missing_]
and yet the ij. lesser sides togither ar greater then it.
[_text has "... yet thr ... ar greate" at consecutive line-ends_]
the angle C. (whiche are the ij. angles contayned
[_missing open parenthesis_]
M.N. equall also to H.L. [H,L.]
therefore are A.C. and B.D. bothe equall [A,C.]
A.D.E, and D.E.B, which (as the xxvij.
[_missing open parenthesis_]
_The xxxi. theoreme._ [xxxi, theoreme.]
there is made a triangle B.C.G, and a lykeiamme [B.C G,]
fyll vp the sydes of the .ij. fyrste square lykeiammes [.ij fyrste]
equall to the .ij. squares of both the other sides.
[