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# Title: [Idea Totius Encyclopaediae Mathematico-Philosoph. hoc est, Analysis Aristotelico-Euclidea] Erhardi Weigelii, Prof. Publ. Idea Totius Encyclopædiæ Mathematico-Philosoph. hoc est, Analysis Aristotelico-Euclidea (shelfmark Leibn. Marg. 106)
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De Subjecti.
Sect. 1.
quaicunq modo necessarias demonstrare: ec alind aerriburo cali
dehacrelilla specio releciam de omnibus speciebo scortim.
per caulas speciei peculiares demanstrato putare actriburum
in genere demonstramm efse de ipso gener per se es quarennitalei
anaominus
orsecta
aur putare perfectissimam (5 omnibus numeris absolutam de ipso
renere scientiam hoo ipso si esse assegnamum Posteriushoc ri-
tiorertt Aristoreles oscitanti Philosopho T. POK. 5. _ quide
jure merico; prius illudcancum abest, ut Aristoteles prode-
monstraciono rera non agnolcat, ut ipse Expiuscodemmo-
do demonstrare soleat. Legantur actencius aliqus nto de-
monstrationes Aristorelis, ee conferantur cum ipsis ex quibu
hausie Fontibus, res hetSole clarior. Unde sub finem lib. F.
POst. nempe cap. XX. (al. ZXI.) adeo non rejicit ejusmodide-
monstraciones, ut compararione institura aliquocarsumen.
tissane speciolis illaspro pocioribushaberipose quodam-
modo collisat, suppolitione camen Facta, quod melius (IEDCE
paucaquam per plura procedere, e uno (genere) plura (spe.
cies, indiridua) complecti, poriores, h. c. succinctiores esse
alteras concludat.
5. 33. Ucutisitur suceinctius e certo re spectu perfecti.
ussic, actribucum pluribus conreniens de genere, si quod ha-
bene demonstrare, a eo medianre de singulis speciebusi
dem in parciculari sublumere, quam de omnibus speciebus
id seorsim ostendere; camen ad demonstracionem uc hcnihil
sed adhne interest. Sane cribuseriangulis aequilaceris ad diametrum
deran
semicirculo conterminaliter inseripeis e adjecta una linca
diagonali, ut oriatur Emul e aequicrurum ee scalenum, de
Cingulis in specie quacenuscalibus per rera, prima, immedia-
taprincipia e caulas singulis peculiares demonstrari porelt.
quod eorumeres ansuli sint aequales duobus rectis, ut ica
Parricularis illa de singulis scieneia suis numeris ab (Olura BIF
e perfecta: co iplo aurem de roro senere, h. c. de Trianou-
loucsic, actributum hoc ese demonstratum. adcog; genera-
lem de Triangulo Scienciam se ese assecutum Aquisdiceret,
Ariltorelismerito incurreret reprehensionem.