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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 413, page id 779786009:0453
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=779786009&page=453
# Source image: https://digitale-sammlungen.gwlb.de/content/779786009/jpgs/default/00000453.jpg
# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 115 lines, status machine
# Lines: 115 recognised, mean confidence 0.86
# Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German.
# Licence: CC BY 4.0, Leibniz Legible. Machine output: do not ingest it as verified text; keep this provenance with the text.
# Wording rule: say "the machine reads it as …", never "Leibniz wrote".
# After the first blank line: the recognised lines in reading order, one per line.

MOEIS
LMDIB
1Cer
aheie
termi.
(ui
rtum
Tdio
exlis
elum
ip.
I.
DIO.
odi
US
I.
NOn
avis
Ver.
DIet.
nires
eMpe
Cii
L. 2B. TII. DE MIOTTBVS RC.
ea adem munei, vel circa alium
axi mundi parallelum esse debent,
VE COMMaEuTALIOS AANE; CCEEC TeT-
minus Borealis axis verriginis,
per libracionem acceleratam, in
eodem horizoncis Colaris plano,
per Ce, ad terminum Borealem
axis Colaris accedie; sCd FANEUM-
dem ab eo recedic, per libracio-
Nem FeTAEdATaI, verSUIS OTTUM;
hinc libracionum series ducitur;
dixi per sc, quia si haec Cola libea-
tio ester, haud dubie in hoc co-
dem plano herec; Ced quia con-
iuncta est cum prima, in eodem
plano non AC; hinc mirabilem
habes istarum libracionum con-
ingarionem, dum enim secunda
peruenic ad aequilibrium, prima per-
venic ad exeremos limibes; ee dum
haec ad medium, illa ad limices
vlcimos peruenie; Ainge G vis duo
mobilia, qua WOHCAHEUE aqua-
li oru per duas lineas, sectas
ad angulos rectos, v. 8. sic mobi-
F18. 38. le in A, quOd MOUCAEUE PEF AC,
cum per C A, acque ica deinceps,
SE aliud in B, quod MONCREUE
Der BE, Eum PeF E D, DE, ac.
que ita deinceps, idque mOru
aequali, sinique linca AC, PD
equales; sicque illud mobile pri-
mum, istud vero sccundum; hoc
polico nunguam haec duo mobi-
lia concurrene in B, dum enim pri-
mum peruenie in B, secundum per-
venic in E; cum illud in C, hoc
vero in B, aeque ita conlequenteis
acque adco vbi alcerum cric in cen-
Ero B, alcerum Cemper cric in li-
micibus.
eo aglalto il; RelzOhdeo qula
veriu (que Spatiu aequale est: hoc cst
alcu5 30. Fere orad. hinc quid mi-
rum, Ei veraque aquidiueurna GC.
OuareS, CUE SE aegnidiucurna,
cum moru declinationis Colis; RC-
Spondeo quia hic iOcus est qua(I
illius principium, ve pacec ex di-
ctis: Ouaeres, quem tinem Mabeac
hic mocus verriginis; Respondeo
esse in cempora; nempe macula-
tum opera, huius mocus perio-
di probe distinguunEur; PEate
rea est eriam inItICUEAS, ve TOlFO-
tam Cuam Cuperticiem versus cer-
FAM COHVCTEAE; OURTCS, an Ma-
cula Cimpliei 1NOEW MIOVCATUE; RC-
Cpondeo moveri WOTu WiXTO ex
cribus, rarione mocus orbis, d ex
eribus aliis FaTIONe IBOEUS CCHETI;
IpTu VeTO CenErUM IOtU FaN-
cum ex eribus WDixtO; POrrO (O-
lus morus ceneri in ordine ad cal-
cularionem ConSIderAEUE: Oux-
res, quid dicendum sC, de inO-
cu vecriginis ipsus Touis; Res-
pondeo eriam ex cribus moribus
componi; nam Fascia aliquando
Tunt rectae, aliguando curure; re-
cta lunccum axis verciginis cst po-
Faltelus horizonei iouiali; Cveux
e concrario, quando non cA pa-
rallelus; praecerea, lune vel obli-
qua, adinstar balcei, vel dire-
cto cramice eunces, ad instar 20-
nx; primum habene ab axc de-
clinance, secundum ab codem non
declinance; vides phaenomena,
qua ex mocu veccisinis, de du-
plici libratione necessario conse-
quuncur; analogium habes in
Tole; Ouares quaenam sc caula
huius mocus in ione; Respon-
deo camdem prortus qua in (o-
le, cu videsis; OIeres, quis sC
finis verriginis iouis; Respondeo
esse posse in cempora, modo plu-
res d accuratiores observationes
ad (InE;
(9. GHaereS CUF VecadCHO