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# Title: Leibniz-Handschriften zur Mathematik LH 35, 9, 2
# Folio 52v, page id 00068126:0104
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Con duplum conatum Centrifuvium appellavi, nunc potius
rectius duplum app pro toto simpliciter conatum
Centrifugum appellare suti certe jam tum revera pro eo assumsi,
officiumque esus subire jussi, cum attractioni opponerem; dicendum est 
ad 5. 11. Tentaminis. Conatulauidem  fugis 
condtibus quidem centrifugis proportionales esse sinus versos 
st
angulorum circulationis, sed vera revera hos conatus horumsinuum
duplis repraesentari F. ad S1G  elementum impetus
para centrici esse differentiam vel summam solicitationis
paracentrica et conabus centrifurgi; et ibid. 2d2T vit Np
esse diuidiatum conatum centrifugum; selem. et 8. 19
pr aaBB: AY non dicetur esse duplus conatus
Centrifugus, sed ipse simplus _ Ls. 21 dicendum:
solicitationem gravitabis in planetam esse ad conatum
Dicendum
planetae centrifugum, ut distantiam praesentem a sole
ad semilatus rectum Elliseos planetariae seu ut Y rad. ad a: 2
Et ad P. 25 dicendum conatum centrifugum recedendi a sole dimidiatum
esse semper minorem attractio attuctio attractione solis
quia attractio ad conatum centrifugum, dimidiatum est ut distantia
genus
ut distantia a sole ad quartam partem lateris recti. Ad
st ad D. 27. ubi de duplo conatu centrifugo sermo substituendus
simpliciter conatus centrifugus, qui utque opponendus gravitati
etus effectus minuit aut consumit in Demus ad 5. 30 (ubi species cuquae conicae definitur)
secundum ea, qualim
vis centrifuga impliciter, et pro
conatu centrifugo simplici, poneadus est dimidiatus.
poii debet sipra
HaHaec autem nos jam olim e haterese intendissi nobiu
pes ipsa ostendit, n utique Conatus centrifugus ipseum qualistrevera adest (non
duplum ejus) conatu gravitationi relsemedum opponi
debet, ejusque effectum  consumere potest. Etsi duplus is
conatus centrisagns certo senso respectu ejus nastentis
init sit ejus en conatus centrifugi qui initio nascitur nascitur,
cum mobile angulo ex motu rectilineo per angulum contetus.
in motum circulationis transit; sdmascitur, sed no nissed qui semel natus non nisi
momento durare potest 
4fintitio hujus paragraphiet fine)
FEt ad 5. 12.  sub ejus finem pro2d2
conatus centrifingus dicendum: dimidius
condimidius conabus centrifugus
Et ad f. 15. _ (initio et fine paragiaphis
in planeta Ellipsin
describente