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# Title: Leibniz-Handschriften zur Mathematik LH 35, 10, 5
# Folio 2r, page id 00068158:0003
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 1v); this page is its right half.
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 42 lines, status machine
# Lines: 42 recognised, mean confidence 0.95
# 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.

tantillo
si  trocilea M. fiat palo minor
quam ante, ita ut descensus A (A sit pauilo
minor triplo ascensu B BB, seu et sit B
panto quam (B) (C) (D) sitque A t 1B)
fanto altior vam A, Et (A) panto altior quam (C) tuncubi A descenderit in (A)
globi
tunc poterit decurrere (B) elevatiBCd
in (B) (C) (D) et A descenderat poterit
effectus sit potentior causa, quia praeter
reproductionem, causae, praeter ad huc aliquid
oxerari potost, quemadmodum paulo ante diximus.
Eodem modo probabitur Motum perpetuum
Mectanicum sequi si tres globi praevaleant uni
triplo altius ascensuro quam ipsi descendunt.
tantum enim ponendum globos paulo tres geobos
paulo minus ascendere ex (B) (C) (D) in BCD. et, ita
ut D possit post descensum seu (B(DCD cadere
inter A et A), ita ut D cur tunc F debet esse
et post descensum Ba. D curret in (A) dum A vero in (B)
in aequilibuio, ponatur enim globum unum praevalere omniaque redibunt in priorem statum.
Caeleram Trochleas tantum  facilioris intelligentiae causa
adhibuimus, patet enim eandem ratiocinationem
obtinere, quocunque demum modo glibus nus duo
par p ut partem dimidiam aliquae applicatione effici poterit, t globus  pondera aequa sint inter se connexa, ut altitudinesqu
sint ipsis reciproce proportionales.
Regula vectis sive staterae peculiari
et globus B ex 2B correre possit in A, et simiiter facilitate ex no ut scilicet, quod pondera
sint in aequilibrio si brachiis librae sint reciproce
proportionalia, peculiari facilitate, ita demonstratur
Ajo esse patet non posse cenum globum: descendereascendere)
per altigubinem trium globorum ex (AaneB Ain (A) (ex () inA
aimurorus aliquid e ieotu quamante ot  tamipis
uut adhuc monnihil praevalbait, licet pauto minus quamante otu opram ps
inclinatis
(B) decurrere in locum is A, et (A) in locum D. super lineis, e. f. in pariete formis
Omniaque eunt in Lostatu in quo fuepant
ab intro, ac proinde habebitur Motus
perpetunis, et Mechanicus, seu in quo
A2A terum cgntoborum dum tres globi ascenderent per alti- declivis ex D versus (A) et e ex A versus (B) contra quam ante
+nempe gob globus unus in A,
et tres in BCd.