[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 600
Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. Mean line confidence on this page: 0.72.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
The machine reads it as
- e
- e
- ciizan ZsilicesE
- Constructio e demonstratio.
- Neer AB, AC media ponacur A P,
- hancque concinua, AP, AC, A C7, dico
- E terminum esse quaesicum. Fiane AFI
- AB, asymproci hyperbolx LR L, _ eri.
- Bantur BL, C. K, DF, _C. parallela aCym-
- Proco: Duoniam AB, AC, AD, AF ra.
- cionem concinuane proporcionis criplica.
- tX, rectae quoque LB, R CL D, M FEn _C,
- proportionem concinuant racionis cripli-
- Cata. Vndeb planum TC, eriplum elt pla-
- ni KD: de illud rursum eriplum plani L. P,
- _ lic inicaereris procedendo habecur progressio planorum in racione eripla: quia ve
- roi AB, AP, AC proporcionales lunt, ec ipsis A P, A C, cercia proporcionalis est ad.
- iecta A C ConcinuabanC A B, AP, AC, A C rationem candem: _ S ex P crisatue
- parallela asymptoco, BLPO, CR. OG, CrunE ipAS AB, AP, AC, AG proPOr.
- tionales, ac proinde in racione concinua. Ergo rario IB adOC, est lelquialcerara
- tionis FB, ad K C, 00lenlu quoin definitione r0. e rr libris. elem proporciones di-
- cuntur duplicara, criplicata, ecc. Ergo planum IC selquialcerum est plani TC, Sed
- toca prooressio planorum TC, RD, L F, _c. sese muruo in proportione eripla exce
- c86. depro deneium sesquialcera c est primiplani TC. erpo planum IG aguacuF cocI prOOTCMO-
- pressionibus. ni planorum LB, RD, L. F, _c. ac proinde linca OC cerminae prosrectionem pla-
- norum. Aequi progressionem planorum perpecuo comitarur progeellio racionis eri
- plicaca, AB ad AC, AC ad AD, Xc. ergo haec quoque cerminatur in C. Extri.
- buimus ergo, dc. Ouod erar faciendum.
- 102aS is
- PROPOSITIO CZXRV.L anii
- eiab
- A 5G) E. LLWB :B EsBSINCUL S. ∞.
- DOnacurrario AB, adt R C, quadruplicata rarionis AC, ad AD; ratio
- rurem, AC 3d, AD, quadruplicaca rationis AD ad A F. X SIC COn
- lequenter, huius vero progectsionis tinis siuc cerminus sic punctum F.
- ationem AB, adL C tore criplicaram eius, quam habet A C, ed
- C
- e b Demonstratio.
- 9 399511 91C)
- 13 ce111.
- i
- 11C L.lquii
- 15tee1S.leE.
- 2 c
- I1
- 13
- 112 CC. HE3. 3id
- iRecta ad A F normali AO, incec
- yipeocos AF, AO. brperbola
- deseribatur CHK, ex B, C, D, F
- _C, duCanCuE BC, CK, DF, etc. 2
- quidittancesalymproco A O. ve AB ad
- AC, hCKC, 2d C B; _ L. D ad RC BE
- C al AD, quadruplicaca cs iBiclE
- H Z D E R BOL A.
- eROPOSITIO CXKXLMMIS
- Oporccathuius progrestioniscerminum assienare.
- VTEratio AB ad AC, criplicata rarionis A C ad A D, ee rario AC
- ad AD criplicararationis AD ad A F, 8Ec. 15.
- rectatri AF
- A1. 32 (5 133CS C Cit B. C)
- ESFIIL IILB MMEMLEMM SE A CDIES ad L COr.
- 1n
- 3Z XF. Rficorna2
- l 1C 7 . et c
- Vnde, _ CC planum quadrupium est Pr D. Mmmicer ostendicue planum
- Eo
- 1
- 111F. 2C. CIV
- racio CB al HC, TatOMIS RC du
- L D quadruplum cMleplani L. L. de lic de cxetetidi Proereto ivicur suc est planrorum
Cite
[Problema Austriacum Plus Ultra Quadratura Circuli] Problema Avstriacvm Plvs Vltra Qvadratvra Circvli, fol. 600. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1815201908:0657?run=74