Pars

1    3| constitutionem categorici syllogismi regularis quia concludunt sub incerta
2    3|            sub incerta quantitate.~ ~Regularis syllogismus categoricus
3    6|           regularibus. Sic definitur regularis diuisio: regularis diuisio
4    6|         definitur regularis diuisio: regularis diuisio est illa oratio
5    6|             est. Notandum quia omnis regularis diuisio tantum de terminis.
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