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# Title: Leibniz-Handschriften zur Philosophie LH 4, 1, 4a
# Folio 17r, page id 00068502:0105
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trarium paulatim crescentem, quous que tandem omni
inaequalittate inter B et C. sublata desinatur in regulam
aequalitatis, regressus que postictum ex regula prima
plane siat progressui ante ictum aequalis. Iaque haec
i
tegula Cartesii secunda stare non potest, utcunque enim
diminuas B, ot admagnitudinem ipsius C. accedat
atque ita quidem prope et discrimen fiat parvitatis
prope mexplicabilis tamen semper longissime
dineosa, sit ipsi credimus manent eventa aequalitatis
et inaequalitatis inter B et C. neque ad sese paulatim
accedumt B semper pergente in eandem plagam
eadem celeritate quamdiu tantillo musus est ipsoc.
onde fit et deinde vno vt ita dicam flatu corrigendus
sit hic neglectus et magno in eventis saltu opus sit
lymutatione ad huc facienda indatis cum scilicet
minima licet, postremo excessus ipsius B. plane tantillo
illo indefinite paruo prorsus detracto, atque ita ab omnimodo
progressa ad omnimodum regresum transeatur, in terme-
diis casibus velut saltu transmissis; et ... .
casus
qui discrimen habent indefincite parvum in hypothesibus
seu datis seu quod minus sumi queat quovis dato
habeant tamen maximum et notabilissimum discrimen
neventis neque ad se nisi oltimo momento transitus
tota simul accedant seu simul incipiant appropinquare
et desinant approsiequatio nemo ab soluant, omnino
coincidendo quod cum ratione pugnat, ita etiam
fiet, ut regula aequalitatis et maequalitatis infinite
panae sub regulo Generali inaequalitatis comprehendi
non possit. Itaque cum B et C aequalia et aequivelo-
cia sibi occurrentia (per reg. 1.) ambo poiori celeritate
reflectantur oportet auctononnihil B, vel (simaneat,
imminuto C. mutationem quandam et in euenta fieri,
ac