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# Title: Leibniz-Handschriften zur Philosophie LH 4, 7B, 2
# Folio 16r, page id 00068646:0031
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00068646&page=31
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Ue Omni popsitie Lategarica
cge ubpectum cha pallieatem
In omni Propositione Categorica
sit numerus characteristicus subjecti +s -oV.
praedicati +p -.
fiet aequationes duae nempe ls aequ. mp
et A aqu. nt.
Hoc uno observato
ut necrnumeri expressi, literis latinis
et graecis sibi respondentibus, sint primi
inter se, seu nullum habeant divisorem
communem praeter unitatem
Fiet ex his
saequ. mp.  aequ (n Cd
P aequ. l5
m
1o  a
er
In Propositione universali affirmativa
erit laequ 1. et A aequ. 1.
male
in propositione Particulari Negativa
erit vel l vel A major quam L.
in propositione Universali negativa
erunt vel s et to vel a et p. non-primi inter e se.
id eist habentes divisorem communem
parnicicari affirmativa
eruunt tam s et  quam V et p. priim inter se
seu nullum habentes divisorem communeus.
ropositus sit syllogisimus examinandus:
Omnis sapiens est mip.
quidam sapiens est fortunatus
Ergo quidam fortunatus est pius.
+8 - 11 + 16 -3
Omnis pius est felix
quidam prs non est fortunatus
Ergo quidam fortunaturon ex felix.
quod non procedit quia
sa Sapiens + 70-33
Pius +10-3
Fortunatus +8-11
quae conclusio procedit, quia neque 8 per 3. neque 11 per 10 dividi potest
item.
+8- 11
+5 -1
item
+ empe Set . Cp et co. etenque let  ac
denique M et 2)
sasaequ. mp
es aequ mp
a V aequ. to
e a aequ ad
A
e vel ebent
 reducibiles
pus feae felix +5- 1