Synopsis Geometrica, fol. 238
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: 0.79.
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The machine reads it as
- 3E
- Sypop (25
- a L R, R O decre cune ve altieu dines, de
- Cune aequalia D C, T F, ac vero K M 9O lio
- non decrelcune re altieudines, sed vel. seu
- AuS recti cllip c08.
- 43. Sitautem guadrans cxlindricus iicu
- IVXA lectus per planum IV ZV; lcg.
- MB
- mentum. seu frustum cuius balS estre. dm
- etangutuur TX resoluitur in plana TY, det
- urCcc rectansulascilicer, proportiona lued
- lia quidem secondum latera P A, uB, qua
- dectelcune in ratione alticudini, YIy
- Z: lecustamen secundum latera Y8, 1b
- lbe
- Alr
- illa
- quae decrelcunt in racione linvum. Hine pr
- Si SY RatuatUE aequalIS MR; _ YV a nie
- qualis MIT, exit ML rectangulum aequa
- lcTY,e OR aequale uV, d Foca prramis
- e
- elliptica MIL S, homogenca Tolido TVV
- Veruntqueve alcicudines YZ,DF, idetti
- YoYV; Duamuis autem Prramis BDP
- sic aequalis Tolido XV TZ, non estramen
- homogenen; primam quidem, quia estdi
- eerla classisinempe elementa AC, CF
- decrescunt in duplicaca altirudinum, d
- une huiustertia classis prramidalium;
- cum tamen clementa VX Z, copc, quam.
- uis alioquinproportionalia, quia aequian
- duta, non decreleant in duplicata altie-
- dinum V T,co T. led re elementa Hemil
- phaerii
- lt
- Aer
- pl
- 1e
- de
Cite
Synopsis Geometrica, fol. 238. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/797939695:0258?run=74