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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. 7:3-4; ZEN Leibn. Marg. 7:3-4)
# Folio 343, page id 779786009:0383
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=779786009&page=383
# Source image: https://digitale-sammlungen.gwlb.de/content/779786009/jpgs/default/00000383.jpg
# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 91 lines, status machine
# Lines: 91 recognised, mean confidence 0.88
# 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.

lis
do
L. 1B. TIT, DE NIOTIBVS, _C
cardetur, u Cacen pobocione,
in qua acceteta  Secetu, cer-
ee si in receltu accipiacur minus
Spacii decurrendi, cum eodem sci-
licet velocicoris, seu decermina.
tionis acquilux gradu, haud du-
bie cirius decurrecur minus illud
Spacium, re pacec ex doctrina no-
cuum; quod re facilius incelliga-
tur, sic horizoncalis AF, PerPen.
18.37. dicularis CF, snc duo plana incli-
naTa AF, BF, icemque ip(IS Xqu2
lia FD, FF. his Polcis, habemus ex
aoctrina IHIOEULIM, OTUS PeF CF,
AF, essC re iplas lonsicudines PCF-
mucando; icemque per CF. BF; Ha.
bemus praecerea aqualem reloci-
eatem acquiri, per omnia plana
Sub eadem alcieudine COntenta, V.
8. PeF AF, BF, CF, deinde habe-
mus cempora, quibus pCrCUEEUM.
tur plana, Tub eadem alcicudine,
elle ve iplas planorum longicudi-
nes; habemus quoque, cum ea ve-
locitare, quam acquirie mobile per
AP, idem codem tempore, polse
alcendere in F, Scilicer per Cc;
habemus etiam cum eodein velo-
citaris geadu acquisITO per AF,
Posle alcendere peF FD; neMDC AC.
quilEUS PCFBF, Custicie ad aCcenum
Per FD; Ced acquisirus in descentu
Per BF, est aequalis acquilitO peF
AF; denique habemus ascetum per
FD, polt delcenlum per AF, heri
minore rempore; quia aCcensus per
F.D, ee delcentus per BF, HunEXqua.
li rempore, sed descentus per BF,
AIE minOre cemPore, quam delcen-
TUS peF AF, TUNC enim MI ACHCH
TuS, VF FemPOTA, Cr9O aLCCMLUS PeF
FD, hc minore tempore, quam del.
centus per AF; immo cempus des-
TUS per FD, VE AF, ad FD; ioieuE
suppolica harum libeacionum ana-
logia, facile constat ex doctrina
mocuum, cur de quomodo praedi-
etus accessus in moru declinationis
Plus cemporis dicac; quam re-
cectuS.
PRO P. L.
Einc facile diei potest, quaenam
sit proporcio remporum accessus es
recessus: Sic enim spacium accectus
A. Ccilicer a Fropico Cancri, in
quo supponitur apoexi locus, ad
AEquacorem; Cicque Sparium re-
celtus B ab Aiguatore, ad Tcopi-
cum CapricOEnI; B est minus A, per
DcOP. 48. decurricurque breniore
cempore, per prop. 49. A Ce habet ad
instar delcensus per planum incli-
natum, vique ad terminum, ee B ad
instar aCcensus, per planum sub
aquali alcicudine, hoc est (ub eo.
dem declinacionis angulo, Ced mi-
nus inclinarum, e contequenter
minus, Ceu minoris longirudinis;
haec constanc ex praecedente ana.
losia; igitur rempus accettus per
A ad cempus recellus per B, CA VE
iplum sparium A, ad iplum B, ve
constat ex eadem analogia, de do-
ctrinamoruum, cum res alicer le
habere non posue; sed re distanria
2p09xi ad distanciam perigei, ic2
Se habet A, ad B per prop. 48. 1gi-
tur cempus accectus ad FeIMPUS FC.
celtus est re distantia apogei act
distanciam perigai.
ben BdE est eiasaabetid hobliod sblatod
ann. ett apua sitotoio iC
cenus per AF est ad cempus alcen. quenrius audicur, quam anomalia,
VC
nempe cum mocus in recessu re-
611t0 +
R OP.
Ex his facile explicatur anoma-