Hereby, it is euident, that a circle geuen, we may finde circles 4, 5, 6, 10, 20, 100, 1000, or how many soeuer shall be appointed, being in continuall proportion, in any proportion, geuen betwene two right lines: which circles, all together, shall be equall to the circle geuen.
For, euermore deuiding the one side of the chiefe square (which is made of the diameter of the circle geuen) into so many partes, as circles are to be made: so that betwene those partes be continued the proportion geuen betwene two right lines•• and from the pointes of those diuisions, drawe paral∣lels, perpendiculars to the other side of the said chiefe square: making so many parallelogrammes of the chiefe square, as are circles to be made: and to those parallelogrammes (orderly) making equall squares: it is manifest that the sides of those squares, are the diameters of the circles required to be made.