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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
Cap. 7.
De Fyporhesi Declarativa.
5. 7. Porrosicur Copernicus d Philorao reteribusque 2. Copernict
pais
Pxthasorais (quos in muttis ipse sequitur Prolemaeu5) Tuam se
muenacus esthypochesin, quam speciolius Calrem adornarit;
ita Cassendus a Democrico, receribusque Epicurais (quibo
in plerisquereasibus ipso adtipulatur Aristoteles) olim in-
rencam cultiorem Fecie.
d. 8. Deniquesicue TychoPtolemaieam cum Coperni. J. Tychonis
Cxa COntemperAnS nOram quasi per transsumprionem in- G Carcessi
ErodaxitHVDOThCHNS ITa C AEECSUS AristoTeliCAM _ C aAEeH-
dianam I. Democriceam quasimiscendo speciolam indeco-
Sicabundus produxicaliam. Ramaeahypochelis, quoniam
concepcibilicares pocius quam realia sectatur, huc referri
NONMCFCFBE.
5. 9. Fyporheleosaucem declaracira rarionem etiam Latior Hy
habere possune in lariori significatu, quae cungne doctrina poch. Siens-
Talcem graria supponuntur, uc ex iis licet in se Fallis aliarum fcatuo.
rerum habitudines suis in serarionibus frmata e jam antea
certa Dueremonstrentur, co fere modo quo scaliger inicium
sux periodilonse ance mundi creationem ponic ubitamen
nec Calumnec Calonumeracum tempus fuit. Ira Joh. BapF.
Balianus quah Luna hC in CertrounirerE Cupponic, _ inde
caeleltium Phaenomenoruracionem deducit. Hocetiam Hy.
Pocheleosnomine suum nunc palliare prarissimum errorem
laborac in Fpistola adPhilocima TTaaCuSPerrerius, AncOT lI-
bri de Prxadamitis, ob desperatione papisticae relixioniiam
addictus. Sed uerum hoc pallio coram Deocomparere pos
sic ipse viderit.
5. 20. Sed hicappendicis foconocari porest, aliam in- osac
super ese Hrpocheleos speciem, nec demonstraciram, nec natht ap
eretr
declaraciram, sed pocius dererminarivam dicendam, eam
nim. qua ucimur in ResaIA FaIB. Sienc enim hujus regulae
processo, licet demostrarire cerro Ht _ raleae Formalis eame
non es demonstracio, sed exercica lalrem modi demonstrari
adhoc rel illud quaesicum inveniendum applicacio; ita quod
tiypocheleosloco hic asumitur, non eA principium unde
demonttratio prosreditur, auc cui superstruitur, sed porins
radix
ypothesea