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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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Nembr. 2. Cap. 9. De Artibus Norionalibus.
hocenim modo Syllosilmus in Mecaphysicis jamdum expe.
dirus est. e hic fundamentali loco (altem prasupponitur;
quam pocius, prouc artisicialicer tractari porest, h. C. proue Arisicialin
illa rerum complexarum cohasio seu Formalis, seu materia. eer instra-
lis, e haec porro lennecellaria, sen contingens (quarum illa
Syllosismum analyricum; hac ropicum consticuit) utraque si-
euace Calcem hic spectaca mediancibus cerminis orationali-
bus, aliisque lubsdiis arcificialibus, non tancum iplafelici-
tet _ expedice construi, sed e verborum inroluero latences
in ueraque deceptiones e Sophisticariones ericari, aut (Olvi
Portune. Unde Syllogismus logicus rectissime definieur
quod EIcOratio, in qua gnibusdam posiris aliud quid ab aliis quae
posica sunt infertur eo quod haec sunt: sive Syllogimus simplex
SiC Sirecompolicus, copularirus, disjunctirus, hxpocheri-
cus, ec. Ouibus omnibus subiicitur Merhodush. C. rario seu
viares cognoscibiles inreniendi. diindicandi, distribuendis
concino ordine disponendi, communicandi _c. Ad quà L0.
end0.
Bica Parte Arsmemorandi cum omnibus ad memoriajuran. Lanalyse
dam excosicacis regulis, adminiculis, compediis _cC. SpCaaT. Aesiosa
5. 10. Analysis autem, ceu rulgo dicitur, speciosa eAt
ars aestimative coenoscendi, vel Anchincea aestimarivae coenicio-
nis h. c. habicus res astimatire cornolcendas mediantibus
Tenis diaerammaticalibus, canquam seciebus sonantibus.
arcificialicer e expedire eractandi. In qua dilciplina, pre-
Suppolica spllosismorum, uc ita dicam, qualitacirorum ar-
tes Syllosilmi quancitaciri praecipue declaraneur, de argu-
mentationum astimacirarum seu decerminacirarum modis
conrertendo, alcernando, componendo, diridendo, exx-
quando scc. porissimum progredientes, erolruntur, suisque
compendiis in ArUuNEUE. REque ica haec ars alterum g5. L0. Altirum
sicamembrum est, quodnon minus ac ipsa rulearis L. Ogi. Losisa
caimmediare ex ipsis cheoremaribus metaphysicis re(ultae, membrum
e ad omne genus Encis se excendie, ica quidem, uE SiCuFT. O-
sica rulsaris omnium Fncium cognitionem porissimum
quiddicaciram ee qualicariram dirisiei ita Losica haec 45.
Mathea