Part VIII.

CHRTSIPPUS.
3M
f
Of the elements of f pee ch^ to Nicias i. Of Relative fpeech.
The third Order,
Of Kot-dividents 2.
Of Amphibolies^ /0Apol]as4.
Of Tropical Amphibolies i.
Of Connex Tropical Amphibolies 2. Upon Panthcediis, of Amphibolies 2. IntroduUion to Amphiboly 5.
Epitome of Amphibolies^ to Epicrates i, Connex to the introduUion of Amphibo¬ lies 2.
Of Logical place concerning Reafons and Moods : The firft Order.
TJje Art of Reafons and Moods^ to Dioftorides 5.
Of Reafons ^3.
Of the Compofition of Moods ^ to Stelago- ras 2.
Comparifon of Tropical Axioms ,1.
Of reciprocal Reafons and Connex i.
To Agatho, or offequent Problems i. Of Inferences^ Ariftagoras i.
Of placing the fame Reafon in diverfe Moods I.
Againf thofe who oppofe that the fame Reafon may be placed in Syllogiflick and not Syllogifick Moods 2.
Againft thofe who oppofe the Reduilion of Syllogifms 9.
Againft Philo’ j Book of Moods ^ to Ti- moftratus 1.
Logical ConjunBs^ to Tiraocrates, and Phjlomathes.
Upon Reafon and Moods 1.
The fecond Order.
Of conclufwe Reafons^ to Zeno i. Ofjirfl indemonjirable Syllogifms to Ze¬ no 1.
Of ReduHion of Syllogifms Of Redundant Syllogifms^ to Pafylus 2. Theorems of Soloecifms i.
Syllogiflick IntroduQions^ to Zeno i . IntroduUions to Moods ^ to TLzno 3.
Of Syllogifms falfe in Figure 5. Syllogifick Reafons by ^duUion in Jn- demonflrables i.
Tropical ^eflions to Zeno and Philo- mathts (fufpeiled to be fpurious) i.
The third Order.
Of Coincident Reafons^ r(?Athenades i. fpurious.
Coincident Reafons as to the Medium 3* fpurious.
CyAminms’x TisjunUions f
The fourth Order.
Of Hypothefes.^ to Meleager 3^ Hypcthetick Reafons inLawfo Melea¬ ger I.
Hypothetick Reafons for Jntrodttliion 2*
Hypoihetick Reafons of Timor ems 2.
Solution of Hedyllus’x Hypotheticks 2.
Solution of Alexandci’x Hypotheticks 3. fpurious.
Of Expofitions^ /oLeodamas i.
The fifth Order*
Of IntroduUion to the lying Reafon, to Ariilocreon T. ,
Lying Reafons to the IntroduSion 1.
Of the lying Reafon, to Ariflocreon 6.
The fixth Order.
Againfl thofe who think true and falfe are .one, i.
Againfl thofe who dijfolve the lying Rea¬ fon by Diflinilion 2.
Demonflration, that Infinites are not to be divided i .
Upon that which hath been faid againfl the Divifions of Infifiites, to FalyWns 3.
Solutions according to the Ancients, to Diofeorides i.
Of the Solution of the lying Reafon, to Ariflocreon 3.
Solution of Hedyllus’f Hypotheticks, to Ariflocreon and Apollas.
The feventh Order.
■,o
Aagainfl thofe who fey the Ifiltg Reafoti hath falfe Sumptions i.
Of the Negative, to Ariflocreon 2.
Negative Reafons, /£> Gymnafias 1.
Of the diminutive Reafon, /^jScefago- ras 2.
Of opinionative and quiefeent Reafons, /oOnetor 2;
Of the veiled Reafon, to Ariflobulus 2.
Of the occult Reafon, to Athenades i.
The eighth Order.
Of r&d* Nullity.^ Menecrales 8.’
Of Reafons confifling of Indefinite and definite, /i^Pafylius 2. 'f
0//^^ Nullity, Epicrates I.
The iiinth Order."' ’
Of Sophif ms, to Heraclides tf/?i Hollis 2,
Ofinfolubk Diale&ick Reafons^io Diof¬ eorides 5.
Againft kxtcIihMii' s method,toSp\iXx\v> i.
The tenth O rder. ■•' •a f
T •
■ ■
Againfl Cuflom, to Metrodoras 6.
Of the Logical plate befides th^fe four differences, there a^e difperfed, not containing in the Body of Logical Queflions, 39
•Of the place, for EX region of
moral Notions : The firfEOyder.
Defeription of Speech, /hvvThed^orus i. Moral Thefes t, ^ ' Vv.Vu * \P ,
Prola-
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C H R T S I P P U Sy