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# Title: [Philosophiae Naturalis Principia Mathematica] Philosophiæ Naturalis Principia Mathematica (shelfmark Leibn. Marg. 166)
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E RV M.
OE
end
9.
Notus corpOrun
2
in Orbibus mobilibus I, Sect. 9
in Superticiebus datis e Funependulorum
Motus eu Sa
Aquatio annua 421, 21
Aquatio semeAtris 4223 37
ECCCNETICILaLIS
Aquatio semestris 422, 37
Motus medii Nodorum
A: Quatio annua 421, 21
Aquatio semeltris l2l. 33
Inclinationis Orbica ad Pclipricam
Aquatio Lemestris 420, 22
Lunarium motuum Theoria, qua Methodo A-
bilienda sit per Observationes 425, 33.
Magnetica vis 22, 13: 271, 25: 368, 29:
Maris actus a causis suis derivatur 1II, 24, 36, 37
Martis
distantia a Sole 361, Y
Aptelii MOTuS 376, 33
Materix
quancitas definitur p. Y
vis insita seu vis inercix detinitur P. 2
vis impressa definieur D. 2
extensio, durities, impenetrabilitas, mobilitas,
dirisibilitas nondum constat 358, 18
Maceria subcilis Carcescanorum ad examen quod.
dam rerocatur 292, 22
Materia vel subrilistima Cravitate non desticui-
tux 368, T
Mechonica, quae dicuntur. Porenrixe explicantur
ex demonstrantur D. 14 e 15: P. 23
Mercurii
dictantia 2 Sole 361, r
Aphelii HIOTUS 376, 33
Methodus
Rationum primarum de ultimarum L, Sect. L
Transimutandi fsuras in alias qua sunt ejus
dem Ordinis Analrtici I, L Cm. 22. Pa8, 79
Fluxionum II, Lem. 2. P. 224
Differentialis III, Lemm. 5 ec 6. p288. 446
B
Inveniendi Currarum omnium quadraturas
Proxime reraS 447, 6
Serierum coure adhibetur 2d solu-
Notus quancitas detinitur P. Y
MotuS absoluTUS ec relativus p. 6: 7: 8: 9 ab
invicem secerni portunt, exemplo demonatra
tuT P. 10
MOtS LeGES P. 12 dc (C99.
Motuum compositio et relolutio p. 14
Mocus corporum congredientium post retlexio.
nem. quali Erperimento recte collisi poltunt,
in Conicis sectionibus eccentricds, Sect. 3
motus reciprocus l, Sect. 10
pecentium 1, Sect. 11
Mocus corporum Minimorum, quae viribus cen-
Motus corporum viribus centripetis se mutuo
cripetis ad lingulas Masni alicujus corporis
partes tendentibus agitantur 1, Sell. 14
Hotus corporum quibus resctitur
in ratione relocitatis II, Scct.
I duplicata ratione relocitatis II, Sect. 2
Partinl in ratione relocteac partim in ejus
ris incllise, sraritas, sua ratione innotes.
CaHC. 35 16: 484, 10
tionem Problematum aMHeilIOrum P. 127:
126: 2532: 23G: Nec
dem ratione aupCala lb Sect. 3
Motus
Corporum sola vi insita pgredientium in
Mediis resistentibus Il, 2, 2, 5,6, 7, 21
12: 30
corporum recta ascendent rel descenden-
Cu ecus reliltentibus, agente vi Gra
ritatis unitorm Il, 3, 8. 9,4023,14
corporum projectoru in Mediis resistenti
bus, agente ricravitatis unitormi II, 4, 2C
Rentibus II. Sect. 4
Cdiporum Funexendulerum in Mediis reti
Sentibus II, Sect. 6
oluo a lelisentia Fluidorum l, sell. 7
corporum encun fanclum in Mediis resi.
Motus per Fluida propasatus II, Sect. 8
Mocus circularis seu Vorticosus Eluidorum II.
Sect. 9
Munduo orieinem non habet ex causis Mecha.
MeIS P. 482, 22
Narium constructioni LP  sccto
300, 4
Opticarum oralium inventio quam Cartesius ce
larerat l. 97. Carrescani Problematis genera-
lior Colutio 1, 96
Orbitarum inventio
quas corpora describunt, de loco dato data
cum relocitate, secundum datum rectam
coressa; ubi ris centripeta est reciproce ut
quadratum distantix ec vis illius quantitas
absoluta coenoscitur I, 17
quas corpora describunt ubi vires centripetae
sunc reciproce ut cubi distantiarum 45, 18:
118, 27: 12
quas corpora viribus quibuscunque centripetis
agitata describunt I, Sect. 8.
P. PaTA