Synopsis Geometrica, fol. 60
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: 0.76.
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The machine reads it as
- Synopsis
- dem plano, sionic circulum, l extre
- inum punctum nobile redeat ad idem
- punctum; sectorem vero circuli, si Or-
- bem inccorum non perticiat; r. 5. sicre
- eta IR, roluatur circa I, per ONPR,
- Bignic circulum de ve punctum R signie
- peripheriam circuli, ita O signie, in luo
- mocu, peripheriam circuli minoris. Sive
- autem punctum Y describat arcum YB,
- mocu circulari, sive Y Z, aequali mocus
- led recto, perinde est; nam requalis mo-
- LuS aequale csEpacium; item punctum X
- arcum X2, aut rectam aequalem ZV;
- idem de quoliber alio, puncto dictum sic
- BE Ve S Y signit criangulum, Y vero
- LZ,_ Z3 X V, de reenque parallela elt,
- Facitque anculum rectum cum Y S; ita
- 5 Y gignit quadrantem, Yvero arcum
- X8; X3 X I; de rierque parallelus esti
- facitque reique angulum rectum cum
- SY Sis SD, _C.
- 8. Hluc reuoca omnes fguraS, (UE
- planas, live Colicas, hue rectilincas, qua
- Sienuntur re triangulum; id cA, quorum
- elementa Ruunea decrelcunt rrclemen-
- ea trianguli; Hlac autem sic sccunda
- classis, qua omnes huiulmodi fIguras
- camplectituI, reuera quam pluriasi
- de
- e
- sIr
- Figura
- de
- III.
- A6
- an
- lE)
- st
- e
- e
- sel
- ille
- e
- ile
- tlle
- demi
- bolbb
- AD
- vel p
Cite
Synopsis Geometrica, fol. 60. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/797939695:0080?run=74