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# Title: [Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta (shelfmarks Leibn. Marg. 7:1-2; ZEN Leibn. Marg. 7:1-2)
# Folio 132, page id 779782283:0218
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P A YSTCE TR A CF A FYS
P.
sunc de porentia renloruM; V. 8. BaTuE prOP. Sic enim aer AC com
omnia puncta cylindri aëris com- PrclL:IS in AB, porest dari com-
pressi, reduci inaequali motus per prestio dupla, eripla, per PFOP. 220
PFoD. 61. balinque illius mobilem
inotu recto moneri, per PrOP. 60.
moculque diuertorum punctorum,
esse ve dictancias, ab immobili
bali, per corol. PFOp. 61. _c. CA
ec. huius, igieur compretsiones
non lune re predicti defectus, nec
enim potest dari defectus duplus,
de triplus CB; igirur comprestio-
nes non lune re praedicti dete
enim eadem rario pro comprelsis, etus.
de censis, in hoc calu.
PROP. CCZZ.
Data quacunque compressione,
potest dari maior, es maior in inst-
nitum: Ouia data qualibet exten-
sione, Porest dari minor d minor
in intinieum; led per compressio-
nem acquiritur minoi extenlio;
igitur potest augeri in infinicum
compressio, cum possic minui in
infinirum extensio: nempe decie-
mentum excentionis ab extrinseca
vi, est crementum compressionis:
hinc in daca qualiber carione au-
seri pocest compressio, quia in
daca qualiber ratione porest minui
extenlio: v. 8. punctum phylicum
Porest reduci ad subduplam ex-
censionem, illius scilicet quam
erius habebat; ad Cuberiplam, liib-
quadruplam, eec.
PROP. CCXZI.
TLinc compressiones corporis intra
rubum, non sunt et defectus exten-
Sionis: Defectum extentionis roco,
differentiam extensionis, corporis
compressi, ex non compresti, v. 9.
sc Tubus C A, plenus aere non
comprelto; qui deinde comprima-
tur in AB, excensio aëris praedicti,
non compresti, est AC; compressi
veco, est AB, differencia veriusque
est CB; hanc voco defectum ex-
PROD. CCZXII.
Compressiones non sunt et ipsa ex-
tensiones permutando: Ouia leque-
recur ele aliquam proporrionem,
alicuius comprestionis, ad nullam
compressionem; nempe (i zei AC Fis 2:
comprimatur in AB, elt aliqua prO-
Portio AB, 2d AC, licer exrensio
AC, nullam dicat compressionem;
isitur compressiones nOn TUINEVE
extentiones permurando.
PROD. CCXXTTI.
Potest dari aliquod corpus quod
facile comprimatur, et dilatetur aequé
Non dico dari de Facto, Sed posse
dari; cum nulla siE penicus sepu-
Snanciaiirem aliquod corpus quod
tacilius comprimatur, quam dila-
tatur; aliquod rero quod Fa
cilius dilaretur, quam compri-
micur, racio est, quia nulla
est repugnantia; non dico reipla
dari, led posse dari; quia reuera
aër dumtaxae comprimi e cendi
Porest; alia rero corpora, Latione
aeris admixri.
Licet tensio possit andert moets
maeis, in infinitum, per aegnalia e
menta excessuum, non tamon augeri
potest magis,  maeis, in insinitum
compressio, per aequalia decrementa
pensionis: hoc posiro, Facile pro- extensionum: Pritma PAIS PATEE ex
dictio
3
DROD. CCZ XIV.
3. 2