Synopsis Geometrica, fol. 15
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
- Id-
- e
- e
- le
- dd
- re
- TCd
- 15.
- V
- uid
- XC
- One
- C
- Ii2
- re-
- ISS
- en
- 453
- ed
- ine
- LIII
- Cei
- nio
- dM
- 10n
- Ceometrica.
- Tertio, cum autem, re plurimiim, duo
- tinc propolitionum genera, etiam in cle-
- mentari Geometria, Theorematum scili-
- cet, ac problematum, cg0 in Theorematis
- liltendum esse pataui, e a problemaris
- abstinendum: Theorema quippe cst con-
- elulio demonstrationis, qua proprietas
- quaelibet de quancirare appellata demon.
- Aratur: V. 8. Quod eres anguli erianguli
- duobus rectis aequales line; problema re-
- io est conclulio, qua modus demonstra-
- cur, aliquid faciendi, vel inveniendi, ve
- Construendirriangulum aequilaterum, in-
- veniendi mediam proporcionalemr; a pro-
- blematis, inquam, abstineo inhac Synop,
- mulcis decaulis, duabus camen praelertiim;.
- prima est; quia cum ipla cogitatione Con-
- Aructa fgura, vel linea inventa, aur punctus
- autquidlibet aliud supponatur, aeque pro-
- prietas, quae hisurx inect, vel quantitari
- demonstrarur; immo inde construendi
- modus invenitur, quod houra constructa
- calis proprietas inelle demorstreeur, Per
- quam modus construendi aperitur; quare
- rbi propriecates quancitatis demonstraue-
- ris per cheoremata, difticile aeinde noncrie,
- constructionis, vel inventionis modum,
- demonstrare in problemaris. Iimmo, vel.
- inde dilces, mi lector, inurililaboriparce-
- XC
Cite
Synopsis Geometrica, fol. 15. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/797939695:0035?run=74