[1.] Logarithms Nautical latitudes [Tangent] 78.45 [Tangent] 33.45 [Tangent] 67.30 [Tangent] 33.45 [Tangent] 22.45 [Tangent] 22.30 [Tangent] 22.30 [Tangent] 56.15 [Tangent] 11.15 [Tangent] 11.15 [Tangent] 33.45 and [tangent] 56.15 De logarithmis Infinitum Logarithimi, [sines] De logarithmis De logarithmis De logarithmis De logarithmis De logarithmis Jan: 23. 1613/1614 7.) 8.) 9.) 3.) 2.) 1.) 1.) 2.) 3.) 6.) 7.) 8.) 9.) 4.) 5.) 1.) fba,1.) fba. fba. fb fa.2) fa.3) f.1) f.1) f.3) f.2) f.4) f.5) f.7) f.6) da.1.) da.1) da.3. da.2.) Miscellaneous Euclides opticks Appollo: lib. 1. [Translation: Apollonius, Book I ] Atomi Lib, 10: prop. 37. [Translation: Book X, Proposition 37. ] Definitiones decimi Euclidis explicates per exempla numerorum [Translation: Definitions from the tenth book of Eculid, shown by numerical examples. ] Clavius). 10. lib. Euclid. propositionum Annotationes in rationes scenographices Federico Comandino, post ptolemae planisphaerium [Translation: Annotations on scenographic ratios by Federico Comandino, after Ptolemy's planisphaerium ] Definitionies Quinti libri [Translation: Definitions in the fifth book ] θ De Ellipsi ad non quadrandum circulum [Translation: On the ellipse, not for squaring the circle. ] a.15.) 3 Theorema Vieta 1) Pappus pag. 47 bb2 De numeris triangularibus. Problema. usus habetur in aciebus construendis Zetesis Porismos Exegesis: ad magnitudes Exegesis: ad numeros Mercators map Ex binis med. 1a Ex binis med. 2a Ex binis med. 3a In ptolomaicam propositione [Translation: On a proposition of Ptolemy ] In prop. ptolomaica initio Finkij [Translation: On a proposition of Ptolemy from the beginning of Finck ] Agricola de re metallica. pag. 205. In Cap. 17. Resp. pag. 29. Vieta [Translation: From Chapter 17, Responsorum, page 29, Viète ] Ad Trichotomiam pro secundo Numero in trichotomia. pag. 12. b. Ratio æqualitatis in infinitum. [Translation: A ratio of equality at infinity. ] Ex bin: med: 4. [Translation: From a fourth bimedial. ] Ex bin: med: 5. [Translation: From fifth bimedials. ] problema (ad reflexionis) Zetetices applicatio ad problema propositum pag. 18. Anderson de ang: sec De duabus medijs proportionalis inveniendis (ut Hero) [Translation: On finding two mean proportionals (as in Hero) ] as2)