forme so euer it be, comprehending both the Question, and al∣so the proofe thereof: whereof we shall speake hereafter in his proper place, and giue you examples of both.
How manifold is Place?
Two-fold, the one of persons, the other of things: the or∣der and distribution of both which, you may plainly see in the Table following.
To what end serueth this manifold diuision?
That the disputers may the more perfectly know the pow∣er and proper nature of euery Argument, according to the great or little force of the Place, from whence such Arguments are fetched.
How is Place diuided according to the Schoolemen?
Into two kindes, the one called Maxim, and the other diffe∣rence of Maxim.
What is Maxim?
It is a generall rule approued and receiued of all Logicians, in such sort as no man will deny the same, as of contrarie things there must needs bee contrarie consequents. Againe, Whatsoeuer agreeth with the thing defined, agreeth also with the Definition of the same: and such like.
What is the difference of Maxims?
It is the proper name of euery Place whereby one Maxim is known from another, and to what place euery Maxim belong∣eth, as from the Contrary, from the Definition, from the thing defined: for by these names and such like, wee know to what Place euery Maxim belongeth.
To what end serueth this diuision?
The Maxims serue as shoote-ankers, and as places of refuge, when the aduersarie shall deny our Conclusion: againe the differences being few in number, doe cause the multitude of Maxims to be the more easily kept in memory.