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# Title: Leibniz-Handschriften zur Mathematik LH 35, 14, 2
# Folio 168v, page id 00068202:0336
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068202&page=336
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sustentabulum nubium etsigraves factae sint latitudo. Etiam saxum
latium horvont paralletum sfacilius descendet in aere quam hortonsi
et tegues
perpendiculare. conatur eru si liberum sit eo covertere sese in
cum statum quo sit paralume perpendiculare utiqetra ligna
aequae nnatans in patum paratierum, potest ergo lalituda e
c
aa
immmimiiur ergo gravitas, quia difficaius aqua finditur et polla
3
sieu
caliudo esse calita ut obelumgrave praesertimisi paulum
aithes aeris inter ipsum et aquam interceptum sit, ut si sit pauli
qu
gcavum oro supematet. idem in aere de nubibu Ut mognes
ita e grave habet
quandam dorectioem seu vertilitatem, ta
ad perpendiculare tum a perrendiculari.
An aer necesssarus sit intriendo igni quan replendo loco
sumi abennlis ita disei potest experimento lave ne tumu
eneat at auctue extongoet ignem fac ergo absorberi
in locum  quo unde aer sit exhausstri.  si imnis ided
tantu traheret, ut fumi lous supsileretur non angeretur ignis
proportione auctu bruminis
Rahun. P. 1. cap. g. Gys. de possibile dilatatione auri. Adde ei Tinctura
aquae per cochnelium poglii decoloribus 5 lignes X 1 divis ae in 651590. parte les
Boyli tinctura 125000 vicibus
Massae aequales C et V ut 19 ad 1. pondere
latius extensa.
peota a circulabem motuum ubique esse ut l in mentem venit ex
Rohault p. 1. c. 12. Qualis est imagnetica de qua ille lib. 3. cap. 8.
de magnete cirhi videtr ignis fere agere et trahere ut magnes
Nota potest dici aciymam instargnis circumsilore
nostre Ter et bienaime racques Rohanet
In privilcipo regio praeter more tandes contrnentur
s’estant toute su vie apulique à l’estude cle la Gilosophe et des mathemmlnques à conpo se plusieurs
trarter entre autres untrarte de Py lique ou de lascience naturelle eceluy de Cosmograpche veus
de meseray nostre cons et teporvyaphe. le is libres acescilemens d’Eucree, L’Arithimetius
sec
la geometrae practigoe; les fortifitations
plactique la resolation des triangles rectilignes et spheriques
et mechamique, et la perrectie, à ces causes bontant donner an dit pilur Kolanet deus