Leibniz-Handschriften zur Theologie LH 1, 20, fol. 389r
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: 0.86.
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The machine reads it as
- ans
- e con-
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- par
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- ait
- de
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- A. Nhen J Paid That e Mathematical spinciples os Thilo sophus
- ane opposite lo those ot the Materralisis; the Meaninque Nas, Mat Wpereas
- Materialists suppose the frame ol Nature, to be suin, as could have
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- Necessitu et Tate; the Mathematical Trinciples ot Ghilosophu spor
- on the contrary, mat me state of things 7 the constittution as AAtre
- Cun et flanets Z is such as could not arise, from an hing but an
- Intelligent et Tree Cause. As to the propriety otthe Namei so far
- A
- at Metaphysical consequences follon demonstrably from Mathematical
- Trinciples, so far me Mamematical Principles may,( if ut be
- e
- Ahougnt sit. be called Melaphypcal Principles. - Tis very
- G
- True, lhat nothing 25. Withont a suticient Reason WhyeitIs, de
- Whyit is Thus rather man Otherwise: And Therefore Where
- there is no Cause, there can be no Efect. Dut lhis sufficient.
- Reason is ost. Limes po other, than the MMere Will of Sod. Tor
- instance: Nhy This particular System ot Matter Thould be
- created in One particular place, el dat in Anothor par-
- ticular place hem, all place benus absolutelus indisserent to all
- Matter, it Nouldhave been exactlus the same Mhing vice versa,
- supposinu the Wo Systems l or the Particles ? of Matter Ao be
- alise there can be no pther reason but the mere Nill ot Tod: Which
- without a predetermininu, cause
- et it conto in no case actany more man à D’alance can move Wispont
- a preponderatinue Neignt; Nihont a predetermminus (apse mis
- Nourd tend to tate avay all SoWer ol Choosina, et to introduce
- fatalitus.
- 2 Manus Antient
- trecks iho had Mneir Philosophus from
- the Threnicians, et Whose Ghiloso phy Nas corrupted bus picurut,
- du.
- held indeed in general Matter et Vacuum. But they Anet not hot
- and
- to applus those principles bus Mathematik tothe Explication
- osthe phaenomena et Nature. Ho Tmall soever the Quantitis
- ot Mtarter ve, Sod has not at all he lese subject to exercise
- A
- his Nisdom et PoNer apon: Aor Other hings, as Wellas Matter
- are equallus Tubjects on Whim Tod exereises his Toter et Wisdom
Cite
Leibniz-Handschriften zur Theologie LH 1, 20, fol. 389r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068378:0781?run=74