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# Title: [Danielis Lipstorpii Lubecensis, Specimina Philosophiae Cartesianae] Danielis Lipstorpii Lubecensis, Specimina Philosophiæ Cartesianæ (shelfmarks Leibn. Marg. 14; ZEN Leibn. Marg. 14)
# Folio 71, page id 746572255:0327
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CODE RNLCUS REDZVFVUSO
C A P. I L.
Continet caus Frationes schismatis Copernicani ab
Aristotele e Ptolemao.
T. Y TP omnes rationes d caulx limatiori oculo, ac majori dexteritare
expendantur, illas ad duas classesrerocabo. Prima continebit
ordinem caelectibus apparentiis conveniencem, qui principalis ACtro-
nomorum (copus est. Non enim ACronomus, quacalis, de reritate lua-
rum lixpochelium Collicitus est, led Patis illi est, (i ex politis hypothes-
busmoruum calectium rationes tales, quae cum plaenomenis consen
tiant, consequatur: ut Prolemaus lib. 3. Almacesti cap. 3. e Copernicus lib. 3.
revolur. cap. 15. id demonstrarunt, e alio loco de luis hypothesibus te-
Catur Claudius Prolemaeus Almag. lib. 13. cap. 2. ubirationem hanc addico
8Id egonna aDg bam av re aropconiva rois dEoIS: 2dE205 Wei TNIXSTCV
MSeS dero arouoorrr9dequa rrnaubare.  avovoior eor  aci
vai cioTS exorECOVDCIS T UndEnOTE. no) Z Ldo avroS avanconvnoouhco
eg5 ra und ie aurcr. Secunda continebit ablurda compluria Prole-
maeilrpochelin comitantia, qua fidem nullo modo mereri Philolophis.
fere omnibus nostri seculi vila fuere. Prior classis in hoc capite a me
verrractabitur, polterior in sequente.
2. Atque ut ad primam classem reniam, praemitto pancula de hy-
Pochelibus AAtronomicis, e quibus eluceleat, id Polum sibi propone-
re ACtronomum, ut calculum obserrationibus congruentem exhribeats
ita utnon necellum sit cas hypotheles cAereraS.
3. De iis Autor praetationis Copernici operi peaefixae primum ano
MDZLTIT. Ita disserit. Satis paret apparentium inaqualium moruum causas
hanc arrem (Astronoiniam intellise) penitus es simpliciterisnorare: es si quas fin-
gendo excogitat, nequaquam tamen in hoc excogitat, ut ita esse cuiquam persuadeat
sed tantum, ut calculum recte instituat. Ouum autem unius es ejusdem motus va-
ria incerdum hypotheses sese offerant. (ur in moru solis eccentricitas, es exicy
Elium) Astronomus eam porissimum arripiet; qua comprehensu sit quam facillima.
Philosophus fortasse verisimilicudinem magis requiret; neuter camen quicquam cer-
ricomprehendet, auc cradet. nisi divinitus illi revelatum fuerit. Pergit POrro ad
prxelentem hypochelm Copernicxam. Sinamusigitur, inquit, e hasnovas
hypocheses: inter VCEereS, (NB.) nihil veriluniliores, innocescere: praesertim,
quum admirabiles simul; e faciles sint, incentem que chesaurum doctissi marum ob-
servationum secum adrehant. Neque quisquam, quod a hyporheses altinet, quic-
Q1ta1