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# Title: [Philosophiae Naturalis Principia Mathematica] Philosophiæ Naturalis Principia Mathematica (shelfmark Leibn. Marg. 166)
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TND E X 22LBM
Relikenria quam patitur a Fluido Tructum Co-
nicum, qua ratione Rat minima 299, 30
Relictentia minima Solidum 300, 25.
Satellicis
Torialis extimi elonsatio maxima heliocentrica
a Centro Toris 370, 35
Fluseniani elongatio maxima heliocentrica 2
COnErO SaTUEnI 37L, 5
Satellitum
Torialium tempora periodica e distantia 2
centro Toris 359, 22
Saturniorum tempora periodica de distantix 2
CeNErO SaLUTMI 360, 1
Torialium e Sacurniorum inaequales motuS
a motibus Lunx derirari posse oltenditur
Saturni
distantia a Sole 361.
Temidiameter apparCNS 371, e
Temidiameter vera 371, 14
vis atcractira quanta (It 370, 3:
pondus corporum in ejus superficie 372, 19
densItas 371, 37
quantitas MateriX 37L, 27
perturbatio a Tore quanta st 375, 16
diameter apparens Annuli quo cingitur 371, 8
Sectiones Conica, qua lege vis centripetae ten-
dentis ad punctum quodcunque datum, descri
buntur a corporibus rerolrencibus 58, 20
Sectionum Coniearum descriptio Geometrica
ubi dantur Umbilici L, Soct. 4
ubi non dantur Umbilici l, Sect. 5. ubi dan-
tur Centra vel ACymptoti 87, 9
Selquiplicata rario deAnitur 31, 40
501
circum Planetarum omnium commune grari-
catis centrum moretur TIL, 12
semidiameter ejus medioeris apparens 371, 22
Semidiameter vera 371, 24
parallaxis ejus horizontalis 370, 33
varallaxis menstrua 376, 4
vis ejus actractira quanta (IC 370, 33
pondus corporum in ejus Superticie 371, 19
AenstaS ejuS 372, 37
quantitas aterIX 375, 27
vis ejus ad perturbandos MOtuS LUX 363,
15: 1
vis ad Mare movendum III, 36
Sonorum
natura explicatur FI, 43, 47, 48, 49,50
propasatio diversit a recto LamILC 332,9,
relocitas compuro colligitur 34. 3, 8, Paulu-
lum major esse debec s. Airo quam )be
ne tempore per Pheoriam 344, 11
cestatio tir starim ubi cellat mOCS corpOrIS
alnemaio  cube nmonico
Spatium
+, 32
absolutum ec relatirum P. 6,)
non est aequaliter plenum 368, 16
Sphaeroidis actractio, cujus particulatn rites
sune reciproce ue quadrata aIILaMCIaru
198,
21
Spiralis quae secat radios suOS omnes  aldul
dato, quo lege vis centripetae tendentis 2d
centrum Spirallo cetertet pelen a corpore
revolrentes octendicur l, 9: II, 15, 10
Spiritum quendam corpora perradentem et iit
nomena solvenda, requiri luggeritur 484, 17
Scellarum fixarum
quies demonstratur. 376, 18
SInt 467, 38
Stellx NovX unde oriri DONint 481, 5
corporibus latentem, ae pusstra acua pla-
AC per asitacionem AerIS 343.
Lonori 3443 29
radiatio et scintilu Guolto Cacs setetencta
Substantia rerum omn Occua  403, L
Tempus absolutum ec relatirum P. 5,
Temporis Aguacto Lcteomica per Horolo.
sium oscaotum e Lepses Sacellitum 10.
ris comprobatur 7, 15
Tempora periodica corporum rerolventium in
Ellipsibus, ubi vires centripeta ad umbilicum
cendunt l, 15
Perra
dimensio per Picartum 378, +F, Per Cassinum
378, 2T, per Normoodum 378, 26
doura invenitur, ec proportio diametroruni.
ee menlura graduum in Merica Ls
allicudinis ad AEguatOrOM SUPFA AIEKCHICILCH dl
PolOS quantUS sIt exceNUS 381,7: 387, L
Temidiametet axima, minima _ mediocris
etbus densior elt Eat LL tOTUS ex Aqua con
Aaret 372, 3
Fciem 386,
nolem indies auB bete est 473, 18.
1, 1
aris nutatio IIL, 21
otus annuls i  magno demonstratur
III, 12, 23: 478, 2C
Eccentricitas quanta (It 421, 13
aptretii mocus quamuo  316, 33.
elobus densior est ad cenrum quam ad super.
Vacuum datur, vel spacia omnia (R dICanel
ette plenas non lune alflalr plena 32d. 18.
368, 25
Veloci