adeo hae sunt ad invicem in ratione

adeo hae sunt ad invicem in ratione prima spatiorum nascentium CD,cd,tendunt vero ad centra circulorum per Theor.2,propterea quod areae radiis descriptae ponuntur temporibus propourtionales.Flat figura tkb figurae DCB similis,& per Lemma 5,lineola CD erit ad lineolam kt ut arcus BD ad arcum bt:nec non,per Lemma 11,lineola nascens tk ad lineolam nascentem dc ut bt quad.ad bd quad.&ex aequo lineola nascens DC ad lineolam nascentem dc ut BD ad bd quad.sen quod perinde est,ut BD ad bd quad.adeoq;(ob aequales rationes QW&ER)ut P ad U.

結果 (英語) 1:

the first of its dimensions and to the other in a 400 Now these are so born, CD, they tend, however, to the centers of circles passing through Theor.2, therefore, that the areas of the figure of TKB figures of the DCB propourtionales.Flat like the rays of the times are described in, and, by Lemma 5, the line element 400 will be subject to a short path so that the arc BD to the arc bt kt: and also, by Lemma 11, the line element is born from a short path to the DC as the new-born tk bt quad.ad BD to bd. 600, by being born to a short path and from the equality line BD to bd by quad.sen dc shall be as that which is born from the same thing, BD to bd quad.adeoq (for equal ratios QW & ER) to P to U.