[Physica Demonstratio Qua Ratio, Mensura, Modus, Ac Potentia, Accelerationis Motus In Naturali Descensu Gravium Determinantur] Physica Demonstratio Qva Ratio, Mensvra, Modvs, Ac Potentia, Accelerationis Motvs In Natvrali Descensv Gravivm Determinantvr, fol. 32
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: 0.92.
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The machine reads it as
- 32
- DBACCELERATIOREMIOTVS
- modo dupla reperiatur relocitatis in D: imon
- ve velocitas icem quacumque, in quouis pun-
- eto inter D d P constituro delignabilis, per-
- pecuo dupla sic velocitaris alcerius, intCE S,
- ee D, criam altignabilis, ve Facile quilibet per
- Cc sc intelligere porest. Sumpro enim puincto.
- quocumque inter D _ F, exempli oracia Y,
- diniloque bitariam interuallo AT; Scctio ne-
- cellario cadet inter D. _ 5. puta in V; d quia
- Crit AT. dupla ipsius AV; eric etiam veloci.
- eas in T, dupla velocicatis in V: d ita in ca-
- ceris punctis, quae desionari poltunt incer D _
- F. Ouare per eorum interuallum DI, veloci-
- eas erit dupla velociraris per rocum (pacium SD;
- Acurinceruallum DF duplum est incerualli SD:
- ambo igitur haec interualla; nempe SD, QDE,
- SPGUALI LCMPOTC PETCUERUNEUE. AE tempuS quo
- abColuitur. inceruallum S D breuius eAt teM-
- Pore, quo pars Luperior AS decurritur; aC pFO.
- inde minus est quam dimidium cemporis, quo
- toca pars A D cransmieritur; alioqui delcentus
- sinc accelerarione vniformis esfer: cum ergo
- secunda pars primum delignara DF, eodem
- praecise tempore percurratur, quo inceruallum
- SD: manifeltum est candem parrem DP, non
- in dimidio prioris remporis, led cempore bre-
- viore ab Colui. Acceleratio igitur mocus in de-
- Ccentu grauium, non Ac per lubdinilionem eo-
- tius primi cuiullibet temporis in parres lemper
- minores, promulcicudine ac rarione spatiorum
- _qua-
Cite
[Physica Demonstratio Qua Ratio, Mensura, Modus, Ac Potentia, Accelerationis Motus In Naturali Descensu Gravium Determinantur] Physica Demonstratio Qva Ratio, Mensvra, Modvs, Ac Potentia, Accelerationis Motvs In Natvrali Descensv Gravivm Determinantvr, fol. 32. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1016733151:0036?run=74