“ Section 147 If one extends lines from the center of the circle to every possible angle along the circumference of the circle, and compares them to lines extended from a point removed from the center to every degree [and compares the two sets of lines,] one will find that from the maximum to point I [in previous section] the angle created by the center point always exceeds the angle created by the other point, while from point I to the minimum the angle created by the other point always exceeds the angle creates by the center point. ”

“ These angles are also the respective remainders of angles VYP and NTR. Therefore, all the respective quantities of these triangles are equivalent. The same is true for every part of these circles, so that the new circle can be placed on circle NRE [Where is the ‘Hey’ in the diagram?] ”