Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 191r
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: 0.85.
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The machine reads it as
- Ororahiocu) Crietsi2) O2sbtero ∞12s l12s (064 164) 032l32 016116) 03l2)(6a 1a(212) Vit,
- 20. F 19.
- 2)20.10
- 219. 11 2)19. 10.1
- 18.
- 17
- 1. 16 15 14
- Eruitur pro Periodo
- 2) 18. 12. 2) 18. 11. 2)18, 10)
- Seriei Quadratorum
- 2) 17. 13. 2)17. 12 (2)17. 11. 2)17.10]
- 2 16. 14 2) 16. 13. 2) 16. 12 2) 16. 11. 2)16. 10,
- 15. 15 2) 15. 14. 2) 15. 132) 15. 122)15. 11. 2)15.10.)
- 14. 14) 2) 14. 13 2) 14. 12 2)14. 11 214. 10.
- Et transponendo Duplicata 13. 13.)2) 13. 12)2)13. 11.2)13.10.)
- 21. 10.]
- orietur series talis:
- 20. 11. 20. 10.1
- 19. 12 19. 11. 19. 10.
- 18. 13, 18. 12. 18. 11.18. 10,
- 17. 14 17. 13. 17. 12. 17. 11. 17.10.
- 16. 15. 16. 14, 16. 13. 16. 12. 16. 11. 16. 10.1
- 1515. (15. 14 15. 13. 15. 12. 15. 11. 15. 10.)
- 15. 151 14.13, 14. 12. 14. 11. 14. 10)
- 14 14) 13, 12. 13. 11- 13.10.5
- LEGE5 calculi
- 13. 13.
- 12. 12.2) 12.11. (2)12. 10)
- 12. 11. 12.101
- 12.12 11. 10.
- 13
- 12
- Sed tantum singulae Notae per singulas correspondentes
- sve suc
- sed descensive Deriodus in Periodum
- 2) Si Periodus Correspondens locum totum alterius non
- impleat, repetatur toties donec eum impleat.
- Nam eadem Periodus repetita, manet tamen Periodus
- aliqua ejusdem Columnae
- 3. Multiplicans o. reponit seipsum, 1. reponit Commultiplicantem
- Addendum 0. reponit Conddendum, 1. reponit Anticoaddendum
- ita ut _ +) faciat o gravidum.
- o, gravidu addito i. fit 1. gravidum, et hoc addito 1 fit O etc
- 4) Omne gravidu addit Colunae proxime altiori Unitatem
- Dupliciter gravidu addil unitatem Col. altiori una intermissa
- Tripliciter gravidum, addit eode locounitatem d praeterea
- Unitatem loco proxime altioris colunae
- n l10. ==Periodo Numerorum Naturm lium
- Quadrupl. gravidum addit Unit. Col. altiori duabus intermissis
- in singulis columnis Dgadice Scriptis.
- racis Multiplicatorum
- 10.10 = O111. 11. 14 = O212, 12.12-O414 13. 13. =0518 14.14 =0,6. 116. 15. 15 = 032(32. 16. 16 - O6glsq
- 1310- 080) 4 14. 10. =0,6(018 115.10 =63201 b
- D Multiplicantur hic non singulae notae n. 1.) (10. 1V. = X N. OscEI: (O1)AOHOX
- per universas Notas commultiplicantes ut alias
- ie hic Numerus in Numerum ducitur
- etc.
- 14. 13 = 6160818. 15. 13=032044)
- 11. 10 =O20I. 12.10=O4(O12
- 11. H1. = O2II. 12,11 = 6402l2 1. 11.080217)2 14. 1. =O16(0212)4 15. 11= O32(0212)6
- 13. 12-0804l4. 14. 12= 0, 6(044) 2(15. 12. =032 (0+ 4)4
- Generalter
- 11.
- 12 a
- 15. 14-03216116. =632,4
- O2 (02(2)2n-3
- 61 a aO (03(3) 2m- 4
- eneralissime
- Im. =O3 Ontn) 2
- m.n-
- 13. 10 =08(01) 4 13. 10 = 08(01)4 13. 10 L0+(11) 4)2
- 13, 12. =080414
- DeO1 10)
- 13. 13. =0518
- 08(10)
- 14110, O16 (01)8
- 14, 13, O160818
- O1b(D+ (10)4
- 13. 14=0100818
- 0801400(10)4.
- 14. 10 =9, 6 (0)8
- 14. 14. =0, 6. 116.
- O1b (10)
- 14. 10. =016 (O1)B
- 14. 15. =033. 916. 116
- = 14. 10 apP. 19, 16 (01) 8 0. 6198
- O16018) 1 10) 2 = 214. 10, appos. 2)14. 14, 1410.
- n-n
- Im. In = D2 3 M sed 03 plane perit in haec Formula
- Praxis aaitorum
- 210 + H = 0110
- Im per 10. facit O (1) 2m. 1.
- 1. 11. 2) 11. 10,10. 10. = N. X.
- 4r
- is Additorum
- O2l2, (0120110
- 14. 10. C16(018
- 13. 11 (08(Or12)2) E 14. 11. =016(0212)4 14. 12. = O16(V44) 2
- 13.10. =0(01
- e110)
- 13. 11. =08(0212)
- (O, 11)2m-
- 14. 10=0,6(01) 8 14. 10. =O, 6. (9B3
- Oid o2)2
- 1b (CO
- E
- O16 (0110)4.
- 14. 10.
- 16. 14. 2
- (DidnoL
- 10. 10 =10.
- H1. 10 =02, 010.
- 12. 11. =O4, 1)
- 98, 2) 11. (13. 12 =08,12
- 14. 1 = 016, 4) 11, 14. 12 = 016, 2) 12
- LSH = 032, 8)4 (15. 12 = 03274) 12
- 16. 1. = 064. 116) 1(16. 12 =064.8) 12
- 13. 10 = O3,Z. 10
- 12. 11 = O4y y.
- O41 1b, 210, 0110
- 13, 10 =O8, 4.10
- 13, 11 O512
- O8(0110)2
- Alia Praxis Multiplicatorum
- o Generaliter
Cite
Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 191r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068194:0381?run=74