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# Title: Leibniz-Handschriften zur Mathematik LH 35, 10, 11
# Folio 27v, page id 00068164:0054
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Ga. Resumamus ergo quamprimum, ac totam ratiocinationum
praecedent ium seriem breviter recollectam exhibeamus, ut
uno obtutu lustraripossit faciliusque appareat, ubi sit triatus
Pa. Hoc Charimum optime faecturum confido. Ch. Sentali
quicquid movetur, mutat locumu sive mutatur quoad locum.
Quicquid mutatur id duobus momentis sibi proximis in duobus est statibus
Quicquid continue mutatur ejus cuilibet momento existendi in statu uno
oppositis.
succedit momentum existendi instatu opposito. Itaque speciatim
Esu si corpls cnttiane morete, quolibe
Si aliquod corpui  continue movetur, ejus cuilibet momento
Cbie punct 
ex existendi in puncto spatii uno, succedit momentum existendi in puncto
spatii ppesalio
Haec duo puncta aspatii vel sibi sunt immediata, vel mediata.
Si immediata, sequitur lineam componi ex punctis,
tota enim linea transmittitur hroc transitu a puncto ad aliud
punctum immediatum. Lineam
ex punctis est absurdum
S mediata sunt duo puncta tunc corpus ab uno ad alterum
(Lineam autem comporsi
momento transiens  vel simulu in intermedes
et extremis erit adeoque in pluribus locis quod absurdum
1
vel faciet saltum, seu mansibit ab uno extremo ad alterum
omissis intermediis. Quod etiam est absurdum.
Ergo corpus, continue non movetur sed quietes et motus
non
sunt sibi interspersi
Sed motus ille in terspersus rursus est vel continuus, velalia
quiete interspersius; et  sic in infinitum
Ergo vel alicubi incidemus in motum continuum purum quem
nisi momentaneum
jam ostendimus esse absurdum
velillm fateri debermus, nullum omnino superesse motum, sed
omnia in quietes resolvi
ruisus ergo incidimus in motum momentaneum, seu saltum,
quem vitare volebamus.