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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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Cap. 7.
De Fyporhesi Declarativa.
accurace demonstrareris. Non enim cerricudo PHaci, re
ipsius demonstracionis, asumca Hypochesi tanquam caula
Solicaria nicitur, Cedtancum uc principio declaratiro, cuire-
rae caula implicatae suc, quod ex inspectione sphaericae Fucsi.
dex concinuaris demonstrationibus nuper in lucem emissae (as bencra-
is
ClarILS APDATCE.
S. 3. Elaurem in Astronomianobisissima Philo(ophix Cclebris est
Nacuralis parre, praeprimis quod sphaerica concernicEsaca, in Astron.
cres celebriores inveniuneur EIy porheles declaracirx: Piole- Prolemaica
maica Copernicaea, Tyehonica, quarum primam in plerisque
manca esse cerrissimis arsumeneis hoc aro deprehentum eA; Copernicaa
Polteriorum duarum alterutram necessario quidem reram Tychonica
ese certo constat, urraramen rera sic, nondum liquet; ade.
undem modum in Phiysica generalieres celebriores inreni. e in Phyfi-
untur Aypocheses analosid quadam praedictis responden- eis
ces: Aristorelica, Epicuraa, quam Cassendus hodierecoxit,
e Carresianc
5. 4. FIypothelis Aristorelica licee in quibusdam par. Aristotelica
crcularibus a vero Exepius abludae sieuti hoc aero plurium ef
Fatorum, potissimum de Varura Caelies stellarum, de Calaxia.
de Cometis, Fallicacem instrumencis luis feliciter decexernne
Altronomi in Fundamencalibustamen generalissimis et ab-
Aractissimis, de maceria prim à de Forma, de privarione, de quali-
datibus _c. ex quibo canqua principiis, cerminis _ causIS COF-
Porunacuraliu declarat generaciones et habicudines, cantu
abestue ab surda sic Fyporhesis, ne cerrior e curior, addoe
Facilior e expedicior invenirine queae, hexipsius Arictorelis
mente hatiudicium: Fsto quod percam, Dronea Pontificiis casndia-
exhribecur, non adeo protunde demersatur discens in De-
mocricipureum. Posteriorum duarum, utraque a fundo
puceipropiisquidem abest, sed utra rera sicmondum liguet.
Incerim alcerurra suppolica sane non minus speciose quam
accurate rerum in natura specialiorum Auunt demonstra-
riones aliasnimisrarX. C
5. Sed ur in aAtronomia speciali, quam Theoriam (3) Specialii
PLANE.
na 5
Cartestana