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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)
# Folio 208, page id 851385079:0220
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208
De Philosophia Naturali.
Sect.5o
polosiam rulso dictum, doctrinam ZTominis, quatenus nacuralis
est, complectencem. Ubisimut, quaenam physica Mencis BE
conditio, quomodo cum animalicorporecohaereae, et quae-
Noolocia nam indenaturales affectiones, morus, eRectus, resultent,
physica quousqueheri pocest, declarandum, aeque ita fundamen-
cum substernendum est, ad immediace subsecururam PTominis
ouamoralis Scientiam. h. c. Philo(ophiammoralem.
Physiogno-
mia  Chi.
romantia
5. 38. Ad Anchropolosiam spectac lignacurarutiuma
nicorporisnocicia, cum generaliter omnium. tum speciali-
qua sunc xer lineamentorum in manibus, quarum illa Physiognomia di-
cicurhaec Chiromantia. Urraque lanoutu relur appendicis
instartolerari porest, modone Zinsari Philolophorum in
consorcium recipianeur. Licet autem, ut in rebus AArolo-
opiniomes sicis. ita in Phyliognomicis (quarum habitus Opinio rerius
narum quam Sciencia dici pocest) ad ipsas demonstracionesnondu
Certitnat
perrenerimus, nec Forlan perrencuri simus; nontameno.
mnia praedictionum fundamenea quibus ucuncur (une de ni-
hilo, modo caute proerediamur, ne quod alumpeis sionis
inhoc relillo saltem indiriduo semel acg; icerum respondie
prorera experiencia acim arripiamus, auc quod in natura-
libuspraecise locum habee, ad arbicraria aeque extendamus.
ut alarum Aliaspraeter Medicinam ipla penicior Philolophia maono
reruplurim etiam demonstracionum defectuhinc inde laborat, ut ex in-
Mabnbaest
spectione Cursuum Philo sophicorum (quibo immani (alEu Ma-
chelin plerumq; rocam eranssilimus, nec ex ea quicquam, Gn.
sulari saltarionis arcihicio, vel leriter acringimus, nihi quod
Scientix phoronomica regulas e ut rulgo dicuntur Lectiones
de moru salcacorio Arenne exerceamus) ridere elt, neque tamen
Medicinam aut holce Philolophix curlus plane pro nihilo
habemus. Scilicer omnis probanda lune, et, quod bonum
eA recinendum.
CAPUF VI
oemus
deamus.
e
1.
earcibus PhrlCIS.
Pbilosophia
Naturalis, Aterum licer immobilium Philo sophianudis Contenta co.
Cbca1a