Leibniz-Handschriften zur Mathematik LH 35, 2, 1, fol. 111v
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: 0.81.
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The machine reads it as
- Ang. 576
- autile erit calculari tabulam arcuum in qua exprimatur eorum
- longitudo ad radium positum v.g. 100000 inveni autem si
- sit mdius 100000 fint acdum et peripheria 6293, 8
- fore minutum secundum 484. 862 = 16, 1b
- praecise
- 100,000
- nam s628 28 minutum secundum est pars 129600ma
- 1296
- 29 peripheriae.
- Ergo ponamus 628381
- b
- quaesitqs decimalis,
- erit b nundrus
- 129600 100,000
- bp 6283810007 484862 ( 15= - 2 .
- 96
- 1296
- (num 144 = 152 - 14 4 - 8. 144
- et
- 62
- 1296
- 1 162
- 12961 162
- 1000oc
- 314159
- 1
- 9
- 1296 1296 129617
- huo erravistimendum dimidim non si
- radius 10v00o, est peri Heriasolum
- 314159. Ergo muntum secundum
- erit B242431 -, 5-
- 100 000
- 100000
- Ergo YN 31415. est antem 1o p1296005.
- 100000 Y. posito s. minuto Edo ergo
- 344159
- po 28901
- 628381
- et 391 Y p 124 391, 2C 4. 6, 616, 6, 00,00, 000
- 1215
- 324
- 7, 3,3,3,3,5
- seu 391, 2, 2, 2, 4, 0000000
- examinandum radius quod sit minutaram primotum gradium
- intuntorumque primorum et secundorum
- 12
- 3+ 1459
- 159
- at
- e
- Ag650+412
- BAgisgrg
- A
- 417
- AX
- 3
- 214314159
- radius ergo est 41253-
- 31
- 459
- partium qualium peripheria
- est 129600 Scubendu: 1dt 10627
- volumus jam arcum quaerere dcuus tangens
- sit radii pars tertia, eum invenimus
- 1215 minor quam 3 secumi.
- mulliplicetur 41253 per 391. productum dividatur per 1215 vel
- poteus 4125 3 dividatur per 1215 productu malliplrcetur
- per 391. fier:
- pt
- et
- 1Z1
- 1173
- A
- et
- 3 1329+ ergocei (391 minus
- Z4L gr. ( 3 gr. + gr1 md
- s2d
- sec Xg. f 6+ = grim. + + helisec H
- 27
- 27
- G1 radii tam prope, ut enor sit
- 7
- A1253 f 34 +3
- ap
- 1215 s34
- 1213
- 34 secumd. = 37 3, per 391
- est autem 34 secund. B minul. + 4 sec.
- 391 sec
- ess
- + 4, 391 sec.
- min.
- 24 min +2min.
- Expar +17
- rs
- 3gr. +
- 37
- 24
- + 18
- i
Cite
Leibniz-Handschriften zur Mathematik LH 35, 2, 1, fol. 111v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 39). https://leibnizlegible.com/page/00067993:0222?run=39