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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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M.
eA
e0d
(03
De Axiomalis.
CaeUT IX.
DCAriomatS.
5. T.
DErsimus ad Axiomaca praecipua Demonstrationum prin.  Axionix
L.cipia, sic dicta quod omnium maxime digna sinc, ut ipsis a dottrina
Tides babeatur. Sunc aurem Axiomata generali definitione smcia pra-
mihil aliud. quam P. faca Propositioni extranea quibus alignidne-
cessario esse nude saltem intellisitur. FIaec in le considerata co
modissime distinguuntur in rationalia e exporimentalia,
Quorum illana) ecoxre qualiper Anconomalium dicuntur
Axiomata; haec Observarionis rocabulo (non actualiter sed
cerminacire e objectire Cumpeo) indisicaneur. IIIorum
veritas e cerritudo, quin e necessitas, nobis a naturanoca
est, e ex ipsa Racione quasi Auicetiam absque singularium
perceptione aur instiruro discur sunudo Calcemmentis incui-
cu: Horum reritas, necessitas e cerrieudo nobis quidem d
nacura non est noca. incerim sinsularium perceptione Ata-
cim intellisitur absque medio reali reluc incercedente.
supponnt
5. 2. Seduchanerem accuratius perpendamus, Princi. Principiort
Piorum racio in de a primo capite repetendavenie. Nocum Definitione
aurem estillud Aristorelis cum dicit: Omne Principium (pu
ca philo(ophicum mysticum enim, quod Aristoreles igno-
rarie, uc infinicis incerralis ab hoc differe, ita decretis phi-
Jolophicis subesse nequaquam pocest) hoc commune habets
quod inde sit aur fiat aut cognoscatur aliquid. Ouo ipto eria Dihissonom
cumprimisesse principiorum genera hauc obscure innuie
quorum unum quidem sendi, alterum essendi, certium cogro-
en
Principia
Scendidicere liceat. Principium siendi Procul aubio salcem (a) Fionda
ad idr eArinsicur ab Arictorele, quoa Ac, h. c. quod genera.
EUF, Oritur, corrumpitur, cujuS. Quod generat ee Orcum lar-
situr uthoc hac, principium est, confer y. MCr. 17. Ucrum-
quenonnisirei simplicis e incomplexa rationem obcinet
quacenustale, quorum illud quidem (quod tacic) co (quod
fic) nacura semper prius eAt. Essendi vero principium lacius (6) Essen p
PaLCE
Ciap. 9