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# Title: Leibniz-Handschriften zur Philosophie LH 4, 1, 4a
# Folio 23r, page id 00068502:0117
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 22v); this page is its right half.
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 31 lines, status machine
# Lines: 31 recognised, mean confidence 0.97
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praesertim cum nmaginatio rationi non ita, ot in mathema-
ticis succurrit et negotium nobis est cum scriptore abruptis
argumentis res magnas colligente. Quoniam ergo
nihil noshic rationibus adiuuat Cartesius, placet ad
rerum ipsarum considerationem redire. Non tam
igitur qures consideranda est in firmitate quamuis
quae ona pars secum aliam trahit. Sint duo cubi
perfecti A et B iuxta se mutuo quiescentes hedras
habentes omnino lauigatas sitque cubus B ad sinistram
cubi A positus, Redra onius cum alteruis hedra corr
gruente nulloque adeo relico intervallo. Incurrat iam
globulus C in medium cubi A, directione ad duas hecras
congruentes parallela, ita directio idus non peneniet
adcubum B, nisi is adhaerere ponatur cubb A. Et sane
quiete sua resistet A incurrenti C, nec nisi imminuta
lui ipsius Cab eo poterit propelli, atque ita etiam verum
est. tquiete sua lin hoctcasu resistere separanti aB
sed hoc per accidene, non quia separatur a B, sed
quia vim in se debet recipere quod perinde contin-
geret etiam si B plane abesset, itaque obi semel
vim recipiet viam suam inibit desecto B, perinde
ac si omnino ab erus vicinia abfuisset. Sophismal
igitur est concludere velle, quia veum quodque in
statu suo quantum potest persenerat, ideo duo apud
se quiescentia sibilmutuo adhaerere et exnuda
quiete habere firmitatem; parique iire condlu-
deres etiam quae decem pedibus a se absunt, sibi
corrnecti, atque id agere conari ut semper decem
peclibus a sese absint. Causa igitur afferenda est, cur
aliquando duo cubi A et B conaereant, et parale lesipelum
firmum