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# Title: Leibniz-Handschriften zur Physica LH 37, 3
# Folio 111r, page id 00068532:0217
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sunt ut 4 ad 3. Nulla tensionis ratione habita e
seu etsi  priori non concordet, dante enim ex duobus
 uno pede frebant duo, nunc ex duobus pedibus
supra Mercurium fiunt 11. Tota enim Tubi vachitas
est capacitas (demto loco a Muercurio repleto) est
5 pedum seu 20. a quibus demtis ) manent
delabetur ergo Merurius ex ccdd in cccddd. ita
ut spatium ddd. B sit 9  A- cac sit . Sin
vero tensio sola aeri violenta est compressio non
nisi per accidens, quatenus sequitur compressio tensionem, tunc
proportione
tensionis grodu idem augmentum idem quod superore,
Casu esse debet. Fuerat scilicet spatium sequens prioris
duplum, seu tensio ante lapsum dimidia spatii post
lapsum ab eodem aere occupati Ct
aer qui vccupari pedes duos debet occupare pedes aquatucr
quatuor post lapsum, et proinde Mercurius habetur
ex ccdd in
cecedddd. Sin et Tensio
et compressio aeri violenta est conabitur utraque
retinere gradum mutationis priorem. Ergo ex
2 pe cum ante lapsum sit  sint 11 pedes ped occupentur ab aere
ped. aeris superiorie et g aere inferiorti post
lapsum enund sa Lalaerie superiore et 27 ad inferiore
IC
tenetantur. Erunt in summa ( (7 pedum,
Cum debeant esse, suppuletur ergo in regula
rium 115 dant 588
16
is quid dant 5 seu 2o
i
98
X
Nam si sola compressio aeri violenta est non etiam
tensio,
supra apertus
Esto Tubus ab. in quo merc. Cd descendens pent
Me aerem db. comprimitus ad certum utque
gradum v. g. aerem spatii db. in aerem spatii dimidiim
eb compectatur Tubo nli
Tubus eg tantae longitudinis quanta db. Epistomio
apereo detur communicatio divid etur compressio per
 eccupat spatium
aer in adb ocmpat spatium duplum prioris, et fg.
occupatu spatium aequale priori. Sunt corpora 2-
et spatia .B. Ergo ut sit aequalitas seu corpora
4. spatia 3. Distribula ergi aequaliter compressione
sempe quatuor partes aeris occupabunt tres
loci v. g. quatuor  decimae partes aeris totius
occupabunit tres decimas partes loci. Quaeritur an ab
apertum Epistomium bg in f in b. Aercisius
sit ultra descensur. Et negatur, est enim eadem
in toto quantitas compressionis quam q ante. Et demon
Matu hac el punteur regetea bars ssu cessiti
2
naumatica