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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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204
De Philosophia Naturali.
Sect. 3.
ee relur exerinsecis (de corporumenimnacuralium speciebo
propria, quasglobushicrerraquaereus forces carunq; qualitatibus
Lbe0r1b
a quancicacibus adhuc specialior avet Cciencia) considerac:
hxc Thcorica vocatur, e sineula corpora mundana lisilla-
eim perstrinsic, ipsamque Geolcopiam h. c. Telturis ex Lu.
narelaliunde insticuram concemplarionem mundanam. no
minus ac reliquorum Mundi corporum cheoriam, quousqe
hieriporest, perseguitur
5. 30. Cum aurem incer Phaenomena mandananon ul-
cimum hcuniformis ille mundana duracionis AuxnS. (aliasd
nobisdistince nequaquam estimabilis) quemregularis illa
mundanx convertionis ricissitudo, (vel ipsis sensibus expos-
Ca) comitacur e mensura quaclam analosica, sed maxime
proportionaca, decerminac, cerrisque limicibus (alioquin
recta semper excurremem) puca ctellarum periodicis rero-
lutionibus incerstingnic, adcd nemundanorum recurtuunr
numero quanticarem cemporis incerea prxcerlapli derermi.
nace cognicam habeamg, un demetalepe quadam Tempus (PIr.
Eamundanum) ab Aristoresc definitur quod (c Numerus mo-
eus, sicucricissim iter v. g. uninsmilliaris, s quarentirespon-
dendum sic duashoras esse dicimus: Tsicur, ficur spatii guan-
dicaciriracionem longinguicudinariam (Tempus mathemari-
cum) in Geometria: durarionis absolure spectarae Duxum
(Tempus physicum) in Phoronomii: Iphiusrero Duracionis
ab utrague parre cerminacae racionem abstractam (Tempus
metaphysicum melio remporalicatem Aricernicaci, Sempiter
nitaci, _ Aternicari concradiltinctam) in Mecaphylicaper-
eractamus; ica duracionis mundana Rellarum rerolurioni-
dronolos sa bus in dies _ annos distinctx rationem (rempus Astronomicum
physicar imo colmicum h. c. mundanum) in Astronomia scienritice
determinamus: idem verociriliter a juxta rarias ejus abho-
minum impoticione Factasnocas, cerminosiresiones ad quas
rectrinsitur, h. C. Fpochas, AEras, C yclosspectarum, (Tempus
potiricum e Cirile) una cum rebus in Terragectis, ue inde
principia policiea felicius exseulpigueans, in Philosophia
moralis
Ueriusque Son
Temporn
mundant
eientia