LBr. 695 · Oldenburg, fol. 72v
Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. Mean line confidence on this page: 0.91.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 73r); this page is its left half.
The machine reads it as
- Mhonks he can procure a copy, perchance tote soure entaryeats os tudden.
- Much os thyx lenud iis readu done; as ye 2 aud 5te 600k by de Wvalles, aud
- hi fosters miscollanios. See also Hhae Elemons Nouveaux de Geometrie. Me
- 10tu. Boote vell done by por ouglitred aud le Pieur le Tannour. Part es ye ota
- 600k handled by. Canullus gloriosus. Toye ql muylt be subjoined idhat Brouhius
- hata de numeris perfectes; aud toye 13, souce exellont proxertios os a number
- devided un extreme aud moan proportion; a Table made by addition sor domus there
- os; rote te Consequoncos ensumq, as ye currquius on os a rank os continuul Propor
- tionals bu meer addition or substraction. Divaudius hater illustrated ali dee pra
- positions in the 10 thooks cora examples in numbers, or surds, aud Henrion the
- last. Those about the sregular Bodios are done by degys et
- The peat ad vantage aud case there y in niventuiy os demonstrations bys Hyde
- es Aelgebra, is haudromeleus treated of by Bartolonus in his B0ok de Arte Arales
- tica inveniondi omnia Problemata Proportionaliro maxime harmonicarum.
- A dis course about te Bethods os bringuig problens to un aequation, is exspected siveu
- Mr Necoton, benius by hiu prouused
- As toye Coricts, por Strode hata colleesed an Maalytical hodys thereof Trour his ouon
- Lnvolodys, ye hoo Rooks es Kirkckuyson aud al otuer quod Butlors extant
- Je Ravroro hater contlen aud put into my hands au Exercitaon abot Conical aud Me
- charical Constructions sor Rquations; ef vel g0od use may be made: Mr Necoto
- hate done the like.
- To complvat se Conical doctrine, tis sit (i regurd e sind un divers authors diverse
- constructions cothont ans aequations on Calculaons suited tothen) that this Probleme
- be considerd, viz.
- Any too giuen Coniek sections benig dracon in any position at plensure, to sind, Wohat
- aequation y soeved by ordinates salerius stau tudir Intersections on The diumeters or
- soxos ot either figure. E. g. Mydorgens giues Conical Constructions (out no Cal
- culations) Sor those Problouos
- In an Ellipsis (on Hperbola)
- te situation os thore Conjugates
- othez equal to ye angle 1.
- 3 givinus the Axes AB, Cd, to snnd
- That phale rate au argle rota eache
- Mud hoco frocu ye Locus s’au requation to derive Coniral or other Construitcons
- sor aequations, sccurs a prelly consideraon; sor un sldir natural locus, the root,
- lye allun one rigat lire, coch beriy sound bys a construction cote a corcle aud a para
- bola, the oqury may be, lohother the neurvation os that rigut line hatl any ha
- bitude ofthe archos osthe quadu lateral sigure es te Circe; or, is the 4 roors
- be made perpendiculars, viz. ye sinst of tadur on the Cesolvend es te Bequadratiet
- aequation; another, on tue Resolvend os the inserior Cubick cequation that serves
- Sor sindrius the next root, aud te demaining tov ou te Resolvend or Absolute et
- dhe quadratick aequatior that serves sor Thoir discoverys; or, is hhuy be made all Per
- pendiculars ou He roots ef ye respective pure povers os thes Pesolvends, The
- quarés may dhon be tohother dhooi extremisies beuig soined shale matee a quadrlatoint
- sigure inscriptible m’a cincle, aud such an one as may have its diuueters aud
- nn Hry parallol tothe line os aesolvends; or Wohether, in suit a construction
Cite
LBr. 695 · Oldenburg, fol. 72v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/DE-611-HS-860722:0144?run=74