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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 Dosinitone Diaorammatica.
Secto 20
5. 12. Ouod cum ita sic, nolim ego Aristorelem E de ex-
emplominus accuraco reneatur, hoctrico Calrare: quod ex-
emplorum non requiratur reritas. Sedhienocari porest, de
exemplojudicandum esse nontam macerialiter, quam pori.
usformalirer, quacenus est exemplum, idqi Expiusnon ab.
Solute, sed admentem discentis, aut aliiis. Itabonum est
exemplumregulxe: in A primae faeminina sunt, ut talpa: licet
aparcereilisniticaca talpa eriam postic ese malculinum: Ica
verum est exemplum Fnunciarionis univertalis aftirmatirae,
quodhabec Aristoceles: Omnis homo est doctus, quamvis FF.
Cacum enunciacirum Falsum sic: Perinde urrerum quidem est
EHacum: omnes Planetae (nacurali vitu eminus conspicui)
sunt seprem, Falsum tamen e proinde nullum essee regulx
praedica exemplum.
5. 13. Carerum cum nemo Geometrarum Facile ullam
Diagrama abseue diagrammate tradat demonstracionem, sicque dia-
tuusus fere
perpetuno.
sramma medium cum ad docenduin ciim ad scilcitandum
qualinecessarium, Factum inde est, uc per Synechdochen re-
quisici Calcem exrranei, proipsa demonstratione seometri-
ca diaerammaris roce uli (ncrereres Philosophi praprimis
Aristoteles T. PriO. 30. (al. 29.)8. T0p, 2. 3. Fch. ad NicOM. 8.
II. MCc. Z. Ft hinc eAt quod demonsrationesriciolas e repro-
bas Aristoreles dixerie Vsodozea pnuara Fallas delignatio-
nes seu descriptiones, rocabulo tropice primum degeome-
cricis accepro, et inde ad unirersam Lopicam eranslato.
CADUE IV.
Saltem for.
aliter.
interim
eCac La
e Dofinitio
orum
 a
Efinicionesesencules lunc, qnibu sub certo genere per diffe-
renat limitato, (canquam sub. notis essentiae
characeristicis.)ractuna teo t alas cirba se quasiposia et
simesle concipiende sistitur. Nempe cum in sci-
enciis quamplurima simul concurrane subjecta parrialia,