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# Title: Erhardi Weigelii Sacrae Caesar. Maiest. ut & Com. Pal. Sultzb. Consiliarii, Supr. Artium Archit. Directoris Saxo Ien. Mathemat. PP. totius Academiae Senioris, Philosophia Mathematica (shelfmarks Leibn. Marg. 65; ZEN Leibn. Marg. 65)
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44. 2
FIZPOTHESES MOTUUH
corpus rel ab extra, uc (L.) Expandibilicas, hine lI
quetactione, pereductionem, per malleacionem.
IIIII
(2.) Comrahibiliras, per compressionem, uc in li,
sponsia, vel per recroductionem in se. V’ei ab
InEra UE (3.) Liquesactibiliras, per solutionem
velpertusionem. (4.) drefactibilicas per evapera-
cionem, vel peructionem. II. Pransponibilicas
discreta, quae traducitur in actum principio mo-
tus aegrediente corpus vel ab extra, ut Commi-
nuibilicas in pollinem, grana, vel ab intra, ut dis-
rupribilicas in tructa, displotio _c. III. Reci-
procabiliras est vel linealis, vel collinealis. Linea-
lis (T.) Cine reductione propria, ue r encilabilicas:
(2) cum reductione proprir ue estnario: CO
linealis exercetur a principio vel masis externo,
ut Oscicbilicas in pendulis. vel masis interno,
utqualitas Elastica, quam dicims Elaterem.
5. 7. Omnestix qralicaces cuiris gene-
ri corporum tuo modo communes, cum specia-
libus ad huc pluribus, qua certis generibus cor-
porum peculiares lunt, in natura rerum alias
indistincta resultane ex illa fundtamentali dis-
Rinctione particularum Colicarum a dissolidis,
tr. C. Seminalium a subseminalibus, iuxea rationem
eemotum intra demonstrandum: in actum au.
tem dedueuntur ab ipso motu locali particula-
rum inter se, quem exercent praevia duplici latio
necommuni, quae linul omnibus à Motore Pri
mo preter nudam restitutionem imprimitur,
rectilineari nimirum de circulari de quibus in
suppolicionibus segrencibus.
5. 8.
NiOe
polli
sbi
Ium
105
MBo
II.
ipli5
BBI
11
AN
b
ni