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# Title: [Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta (shelfmarks Leibn. Marg. 7:1-2; ZEN Leibn. Marg. 7:1-2)
# Folio 176, page id 779782283:0262
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=779782283&page=262
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 74 lines, status machine
# Lines: 74 recognised, mean confidence 0.89
# Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German.
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# After the first blank line: the recognised lines in reading order, one per line.

PH ZSICX TR ACFATVS I.
dum est etiam, vires nisus sinon- cuius balis immobilicer adhaereaco
lorum punctorum, esle in ratio. colligo inquam, decerminari posse
ne duplicara distanciarum, a cen. rires nilus, ad reducioneni; sIF
EtO A.
Texrio, hinc, Si duCaEUE PaFa-
Bola OLPRE, ducanturque ID,
RC, MB, qua lecane praedictam
Parabolam in R, P, L, si vis nilus
enim planum criangulave KLE, Ei8. 49.
quod ica incuruetuE, ve censIO ver-
sus extremum F, crelcat rniformi-
cer difformiter, praedicto modo;
sicque vis nisus puncti E, collata a
punCti F, SIE VEFF; dico, rim ni- linca LF; VE FC, aequalis F. A; ve
Cus puncti I, cNe vE IR; puncti habeacur vis nilus, quam alix li-
reEO R, VE KP; puncti demum nex eiuldem plani criangularis
ML, VEMT; _c. quod demonctio,
CONFeFUNE; dUCANEUE TS, VK, XCC.
nam nisus puncti P, est ad nilum parallelae, dE produCANEUT, CU EKI-
puncti L, VE OOF; ad OSI; _ ad ducatur VR, in L N, vis nitus pun-
nisum puncti R, VEOOF, ad OTK, ati HI, est vE XIZ; igitur rraducatur
_ ad nilum puncti M, vEOCF. ad NX. in FD; pari modo eraducacuF
ONML; sic aucem OGF, 16. OSL,
Cxit g, OTK, 4. ONMT, 1. aE A FF,
25, In LML; 8 MIZ EraduCaTUIE in
debicum locum; idem dico de aliis
Sc 16. TR, est 9. RP, 4. ML, c. lineis; hoc polico per puncta (10-
igitur NEOOF, est ad OSI, OTK,
naL2, id CA PEF CXELCIITaLCS EIa-
ONM, IFA FE ad TR, RP, ME; ductarum lincarum, delcribes li
igieur decerminaca est proportio
Ream ADC; haec est patabola; ha-
virium nilus, quae singulis punctis bebilque criangulum mixcum
inlunt iuxca hanc hyporhelim, qua
est quali inverta prioris.
Ouarco hinc ris nilus quae est in
coca linea OF, eM ve criangulum
ADCC, quod repraelentat rim nilus
puncti F; Iam verO Si RaLUaCUE
Eriangulum ADCF. canquam basIs
Solidi, e ab omnibus punctis cius-
MIXEIIM OPEE; in Ccomento vero demarex, ducantur recta ad RL;
OT, VE IMIXEIIM OPRL; in OR, ve habebitur COliduI. RCPEATCNEANS
OLPK; Xc. Si vero plures linex
iungantur, iuxra hanc hypoche-
sum, vires niluum erune re plu-
rirm niTAS EOrIUS RLE, iuxca hanc
hypochelim; ex quo criam vis ni-
Cus, quae linoulis punctis ines, ha-
a plana parallela, Cimul juncta, beri porerie, re perspicuum est, ex
aequalia plano OPFF, quod conti-
nec cancum rnam certiam rectan-
suli OF.
COROLF.
Colligo Primo, ex dictis, in hac
vecaque hypochesi, in qua Ccilicee
censio distribuitur, vel (re sc lo-
quar) diffundicur rniforimiter, dif-
dictis.
Secundo, iuxca aliam hypoche-
um, quia scilicet renlio versus ex-
tremum mobilo F, decrelcie rni-
Formicer; re habeatur ris nilus ex-
tremi puncti E; plani criangularis Fig. 49.
RLE, ita procedo; EraduCaEUE VR,
in AII; eraducatur IIZ, in FB; cum
TrAnSFCTaTIE TS, in AC; d tradu
Formiter, liue crelcar a centro ver- cacur OP, in Juum locum, eo modo
sus extremum mobilé, sue decrel
cac, li rendacur eriangulare planum,
quo supea dictum est; eum duCatuE
euruo ABC; h0C polro, crianer
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