De Locis Solidis Secunda Divinatio Geometrica, fol. 116
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: 0.83.
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The machine reads it as
- 116
- Nam primus (7 ad cerrium s. est, uc disserentia incer primum
- 17, ec medium inveneum 7 2, quae elt 9 3 ad difterenciam, in-
- ter medium inventum 7 2, dc tertiuni 5, quae est 2 8.
- Veluri oltendie ordo seguenris regula, 17 2d5, ut 9 2 ad 25:
- sive ut 102 ad 30, qui numeri sune sextupli dacorum 17, de 5.
- uido oli
- isile i
- a 1
- 20 BCA e
- SC IIOL IV M
- INCKNTN VIVLANE ADDEN. LIB. III
- 2151
- In cireulo ADC R AE dIAMeteE A C sC-
- eta in B, e in C7; C quibus punctis, in
- Pemicirculo superiori, sine applicacae rectae
- BD, CETI, quarum gnaquae que sic aequalis
- radio ipsius circuli, ec in directum produ-
- eta in lemicirculo inferiori Der B L, e
- +L
- Jam per ProPOsic. 37. Libei certiihuius,
- BF est media HarMONICA INFeF PaFTCS A B,
- BC; e CL est media harmonica inter par-
- LeS AC, CC
- Dico, has medias harmonicas BF, CEL esse inter le, UE reclAH
- gula ABC, ACFC, sub partibus incesrancibus camdem AC ab ip.
- iis mediis divilam.
- Ilis datis, e constructis: media harmonica BL. incer Partes AB,
- BC inceorantes datam AC ad mediam harmonicam CFL inter Par-
- TeS ACF, C C incegrances camdem AC, est. (sumpris aequalibus
- alcicudinibus BD, CIL) uc rectangulum _BD ad rectangulum
- LGTI; vel (ob circulum) sumpeis aequalibus spaciis, ut rectangu-
- Ium ABC ad rectansulum ACFC; sive ut sunc rectangula parcium
- inceorantium camdem daram AC. ab ipsis mediis harmonicis diri-
- lam. Ou0d eraC demonttrandum.
- e ee a
Cite
De Locis Solidis Secunda Divinatio Geometrica, fol. 116. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/898203430:0308?run=74