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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2a
# Folio 116v, page id 00068197:0232
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# Lines: 17 recognised, mean confidence 0.91
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23. Atque ne haec obscura et nuda videants sine exemploru appositione
ponamus aquam altorari, et ex fuigida ficri calidam, hanc nocessa
2o debere dividuam esse; docet h. 1.
Aoles Qvia enim aqua, quando p aut in neutio si
ex frigua fit calida, partem habet in termino ex quo h. c. frigore mul
et partem habet in temino ad quem
sire calore, habet partes, et
propterea aqua e divisibilis. Quod si ita non esset, aut tota aqua
et
foret in calore, aut tata in frigore. Sed in neutra horum terminoru hoc. non poté simul
aqua simul este nequits
quare pars aquae erit in calore, pars in fri este absque frigore
gore. Num dum tota est in frigore (termino ex quo) nondum mu
et
atr; sed quiescit; et dum tota c in termino ad quem
ja mutata
u calore