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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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Ct.t
1117
A
F
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est
Dd
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CAd
emb. 1. Cap. 2.. De Syllocisatione Demonstrativa.
simplici praedicto Patis accurata proportione respondens, losisatio,
quo Syllosimus demonstracirus a parte rei constac, de quem qua est
Formalis Syllosilatio, in negotio Demonstrationis ad incel
dectum terminaree, ns roda sequi, et ad amussim exprimere
ECnCTuT. Ubi quidem, etiam menon monente, quiris intel. re simplex
ligie, in lerioribus et quae non ita protunde latentin De-
moeriti puteo, ultra caulam unirersalem h. c. ultramajorem
vraemissarum in Syllogismo demonstraciro simplici, sustice.
re unicam praererea propolitionem procaula ad estatum de-
monstratirum restricta, quibus utrisque statim ab lolvatur
Causatio h. c. ipsa Demonstratio: In grarioribus tamen
Dluresrequiri, reluti caulas secundas coenimirum, quor
sradibus ad profunditacem putei fere in infinitum excur-
D
rentem deprectum est FHatum demonstracirum.
5. 6. Nihil autem retert in Syllosilmo plures an pau-interimbe.
eiores (int propoliciones, modo omnes d primo principio
immediace h. c. absque intortuptione cohareant ad conclu.
Ronisconsticutionem. Fclane CiNtathesin penicius inspi.
eiamus, paucas admodum Demonstraciones Syllogismo simpli-
si constantes inreniemus, uniconempe medio, duabus (al
cem praemissIs, ee ideo cribus non pluribus terminis velue
succinctas: pluresrero (quia plera que srariores funt) syl
losismo qui dicitur per pluramedia pluresque proposiciones
concinnaro saudences, et que proindoplures Syllosimostim.
plices, sed ad unam communem. conolusionem directosin-
oludane. Exempla qui desiderat, adcac Fuelidem de Clarii
in hunc commenearium, ubistacim inicio Lib. T. EFOPOLL.
continuarum ejusmodi Sylloismum ab Fuclide reterum
morosuccincterradicum, Scholastic a ratione in luos simpli
cesmagno apparatu resolucum reperiet. Respico interca
Anem hujusmembris similo quid invenies.
5.7. Neque camen hinc seguitur (quod arbitrarifor. Sicut enim
Pan quispiam posser) demonstracionem hacratione SyIlosil. Proportio
mospotius, quam Syllosilmum, dicendum esse;. Nam hieut ret simplex,
Proporrio duplex est, simplex nempe, jux est idencitas duaru
tantum
14y
Vel Contin
Ata
1a 6
Plerum
talio