# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/827658990:0057 # Permalink to this reading: https://leibnizlegible.com/page/827658990:0057?run=74 # Title: Teutsche Algebra/ Oder Algebraische Rechenkunst/ zusamt ihrem Gebrauch (shelfmarks Leibn. Marg. 88, Stück 1; Leibn. Marg. 88) # Folio 47, page id 827658990:0057 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=827658990&page=57 # Source image: https://digitale-sammlungen.gwlb.de/content/827658990/jpgs/default/00000057.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 135 lines, status machine # Lines: 135 recognised, mean confidence 0.77 # Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. # Licence: CC BY 4.0, Leibniz Legible. Machine output: do not ingest it as verified text; keep this provenance with the text. # Wording rule: say "the machine reads it as …", never "Leibniz wrote". # After the first blank line: the recognised lines in reading order, one per line. Dechentunst. 200]) (202, 2027203(204]205]206207,208, 209]210211 212 2132191215121 Oc 113 P. (P 13 (23 (13 (3 p27(ET (3 P : D (3 3 03 1183 3 (89 (79 (3 (7 2F 3 (7c D (3 47 7 107 09 1X 1 12 2 2 3 35 4 4 43 5 53 57 50 61 5 7 73 77 70 87 83 8.7 89 d2 3 P 1F (3 3 1X. 3 3 D D 3 7 P 3 (7 23 (3 R 37 (3 P (7 1737 3 D 1F 3. P 3 (20 P 21 P 3 (3: (XX 227, 3 99 (13 P (139(3 (22 se (3 se 1OT3 (7 137(73 (3 (7 13 (3 P 43 (3. P 3 ser 17 (3.. (53 p (3 13 P P 3 AF (P (3 7 (3 7 P 3 (7. 17 (3, D (109(3 P (7 (3. (P D (3 13 3 B (17 (3 47 P 3 (P (P (3 13 3 4F 17 3 7 32 F p (3 (10 P (3. P 3 13 (P (3 (59 17 (3. 37 D (3 y (1T (3. 2 3 1 (3c (3 (7 (10 (3 (D (27 (3 13 (3 (3. P 43 (3 P 7 3 P (37 5 sD (2x (3 (83 (20 (3 97 Br (13 (7. 3 (107 Ex (3 (89 (67 (3 (209)23 (3 19 13 (3 7 p 3 P 7 (3. 43 (53 (3 (ex P (3. (13 (17 (3 (3c 3 e sB (3 - D 19 (3 ET IP (3 (3 AF (3 (23 27 P 63 3 B 47 3 (83 22 (3 (7 (17 (3 P (61 (3 103 3 (37 1Z. (3 (10 D (3 (7 D (3. (P (67 (3 12 7 3 12 3. ID P 3 7 3 ec B (3 sP (13 (3 se (P 3 29 p 3 D P (3 (Ix B (3 sP (B (3 (7 D (3 137 (89 13 P (7 7 (47 (3 sD (1073 29 (7 (3 123 (70 (3 110(23 3 P Ex (3 (3 sp (1133 (19 se (3 (23 (37 (3 (53 (13r(3 (7 (59 3 113 31 3 47 P (3 (6r (7 3 P (19 (3 P (29 (3 43 P (3 D 13 19(3 lp (+c (3. (73 D (3 D (P (3 7 13 (3 P (II 13 3 3 P P. (3 3 23 7 7 7. 29. (3 (+3 23 3. P (7 (3 41 1C (3 D 3 D P (3 (30. )P (3. 2 (12 (3 13 P 3 13 (3 (97 131(3 (19. (7 (3 P (61 (3. (23 D (3 47 D P P (3 (67. 22 (3 (41 (13 (3. (B B (3 (7 D 3 1V 1 23 (3 (13 (2x (3 (7 D (3 (67. 19 (3 (89 (7. (3 (12 (13 ( P P (ex. 3 (59 7 (3 P P. 3 13 (3.c (3. 21 2093. D 17 P (3. 7. P (3. 23 73 (3 per 7 (3 D. P (3 D (53 ( (132 P (17 (7 (3 (P (13 (5 sex se 13 107, P (3. P (47 3: (3 (29 B 43 (3 (13. (89 (3 21 P (3. (7. IP. 13 (59 (13. (3 (P (7 3. 23 7 D (3 (Te sP. (3 13 (7 (3 (D (29 (3 P (P (3. (113P (B. 531. (3 P (19. (3 (7 2373 B (3C (3 iD (7 (3 D P B s p (23 (3. (B (7 (3 le7 P (3 (130D (3 (62 (73 (3. p 23 (3 3 (6r (103(3 (3r (59 (3. (17. 3 (3 (3. P. B (P (P (3 1097 93 (72. 3 7 97 P P 3. 19 P 13. 17 3. 3 3 P P 29 e (3 P P (3 (17 (7 (3 P l1073 (p. (22 3 (13 3 (19. P (3 (203(43 (3 (7 D (3 +. 17 11 3 ID (7 (3 (23 (71 (3 00 l1101t3 153 1i B3 le 17 13 l0. lir 13 17 19(3 l0 le 3 lp 161 11