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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18A
# Folio 239, page id 00068191:0239
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tem. Ictus somali
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DY N A MICA,
De Potentia et Legibus Naturae corporeae
tentamen scientiae novae
specimen praetiminate
ac movendica sa adstractise
et de ostimatione in
sect. 1. de Quantitate materiae ductibus in universum
Sec. R. Cap. 1. de rerum aestimatione. 
cap. 2. de quantitate materiae
Append. De cloculo iac nementali
anaes seu haestimationum compositione vel de
tanbus ordina composit 
sect. 2 de Motu et Velocitate
cap. 1. de  Effectu et Actione formali in tmtiones
cap. 2. de potentia motrice absoluta
sect. 4 de centro gravitatis, et motus directione velocitateru in so
fect. 3
de causa et Effectu Activis
cop. 1. de centro gravitatis et quod omni mobili tale
centrum attibui possit.
cap. 2. de motus directione et figurk.
mottu ipvariato
in Genere, et speciatim nosariata
cap. 1. de Motu
cap. 2. de Motu uniformi
simplicicC acepta
cap. 3. de velocitate in motu aequidistributo
Cap. 4 de motu simul aequidistributo et uniformi cap3. de
l
+et potentia absoluta sest 2. Stiorome siieo
cap. 5. de Motu simplise
sect. 3. de Actione formuli
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sect. L. de Motu set velocitate sde invariata seu
rende capit
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e absoluomes uns
cap. 2. de potentia abslut mo
de centro gravitatis et mo tus solnta vereta sest. 1. de centio et rect
et Effectia
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Addenea solle sectio de applica
sune carium seu domachinis
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De Concurs riva ad caeterarum
considerationem accedin
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et
post sectionem de Concursa corporum seu in respection prui posset. _, cap  on delocitate
sectio de Elastico.
sectio de physica potanum propositione. (ubi mea Tentanina AStrononita (dii  se utio
dectio de Resistentia Firmi et Fluidi (ubi mea specimina
essio infinite parva, quae priori impetue accodem dat motum.
ingeretur qu’is in er um gravin des cendertio linba glicodrsia caplo Angelis t Borelli
jg centres quod 1t, nod
absoluto
u quant tatus motus seu impori
ntale autalmals sed
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Lin motus varie
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inalytici
proschoro. ect.
vetria
dynamta