[Philosophiae Naturalis Principia Mathematica] Philosophiæ Naturalis Principia Mathematica, fol. 423
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: 0.90.
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The machine reads it as
- ERINCIOCML MATITLMLLTA.
- 423
- 138 ec 9. PrOP. LXVI. B10. L. LC H MaGuancateS Per CadCM L IDEK
- generant, quam Semestrem vocabo. Ec Aquatio maxima Seme-
- Aris est 128. 28 circicer, quantum ex Obserrationibus colligere
- Vocui. Forroxins noster Lunam in Fllipsi circum Terram, in ejus
- umbilico interiore constituram, revolri primus Racuie. FTalleis
- centrum tillipscos in Epierclo locarit, cujus centrum unitormiter
- revolritur circum Terram. Et ex motu in Epicpclo oriuntur in-
- eourlierces jam dictae in prooressu ex regressu Apooxi ex quanti-
- tace Eccentricitacis. Dividi intelligatur dictancia medioeris Lunx
- a Terra in PAFTeS 100000, _E reFCTAE Y Terram _ TC RCCenEEI
- citatem mediocrem Lunae parrium 5505. Producatur FC ad 1,
- cundum ordinem llatn teroiur. Captacu anzutus
- BC D aequalis capro alzueo amtuos leu duplae dictantiae veri
- loci Solis ab Ap0840 Lunae lemel aequato, ex erit C F D A quatio
- Corollaria permagne uns et eslatione pnatem B8et PERTIOS.
- UE SIE CB sinus Aguationis maximae Semestris 128r. 18 ad ra-
- dium l C, ec circulus B cemio cceralo e celetipuo
- eric Epicrelus ille in quo centrum Orbis Lunaris locaiur de le
- Semeltris Apat Lna a lD Eccentricicas Orbis ejus in APO-
- exum secundo aequatum tendens. Itabitis autem Lunxe motu
- medio ec APosxo et Eccentricitate, ut ec Orbis axe majore par-
- tium 200000; ex his cruetur verus Luux locus in Orbe et di-
- cancia ejus a Terra, idque per Mechodos notistimaS.
- In Perihelio Terra, propter majorem vim Solis, centrum Or-
- bis Lunae relocius moretur circum centrum C quam in Aphelio,
- idque in triplicata racione distantixe Terrae a Sole inver(e. OB
- A quacionem centrisolis in Arsumento annuo comprehenlam, cen-
- trum Orbis Lunae relocius moretur in Epicrclo BD A in du-
- plicata ratione distantix Terrx a Sole inverle. Oc idem adhuc
- relocius moreatur in ratione simplici dictantiae inverse; ab Orbis
- centro D agacur lecta DP. rerlus Apoexum Lunx, scu rectae
- C Parallelas et caphatus angulus . D s aequalis excessui Argu-
- menti
Cite
[Philosophiae Naturalis Principia Mathematica] Philosophiæ Naturalis Principia Mathematica, fol. 423. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1041163592:0457?run=74