# Leibniz Legible — https://leibnizlegible.com # Page: https://leibnizlegible.com/page/1016735707:0381 # Permalink to this reading: https://leibnizlegible.com/page/1016735707:0381?run=74 # Title: [Observationes Diametrorum Solis Et Lunae Apparentium, Meridianarumque aliquot altitudinum Solis & paucarum fixarum] Observationes Diametrorum Solis Et Lunæ Apparentium, Meridianarúmque aliquot altitudinum Solis & paucarum fixarum (shelfmark Leibn. Marg. 130) # Folio 365, page id 1016735707:0381 # Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=1016735707&page=381 # Source image: https://digitale-sammlungen.gwlb.de/content/1016735707/jpgs/default/00000381.jpg # Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 195 lines, status machine # Lines: 195 recognised, mean confidence 0.82 # 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. ica mE 10. 1 Tabula declinationum solis ad sineula scrupula eraduum Ecliprica. 365 TF. 13 c. F2d. 2F0 23 11 37 23 1F 23 12 45 15 21 11 23 11 53 18 23 11 57 2 13 23 12 0. 13. 12 1 23 22 17 20 2 12 25. 25 12. 29 23 12 33 22 13 12 4C 17 23 12 45 23 12 40 191 23 12 5 23 12 5t 13. 13 23 15 4. 52 23 13 23 12 12 23 13 16 23 13 20 26 23 13 2b it 23 13 35 5 23 13 39. 44 23 13 45. 34 3 13. 4 23 13 51 13 2 13 55 51 23 1a 5 26 10 1. 25 14 14 23 14, 27 23 14. 21 32 23 14 25 23 14 23 23. 14. 23 24 36 30 23 14 40 23 14 43 57 23 14 47 23 14 52. 22 23 1 58 1 59 23 15. 8 10 23 15 1 3 57 23. 15. 1 62) 27 15 20 43 23. 151 24 21 23, 15 27 Orad. Grad. 22. Orad. 23, 25 27 50 23. 15 38 36. 23 15 35 13 3, 15. 38 23 15 42 25 23. 15 46 23. 15 48 35 23 25 55 10 3. pe 50 13 15 56 44 16 0 1 23 16 3. 3+ 21 16 10 56 15 23 16 17 50 23 16 21 23 16 25 30 16 20 25 16 32o 23 16 35. 26 23 160 38 23 16 42 26 23 16 45 50 23. 16 40. 21 23 16 52 48 23. 16. 56 25 16 30 41 13 27 23 17 23, 27 5 3 23 17 13 20 23 17 16. 44 13. 17 23. 17 2 13, 17, 26, 53 23, 27 30 15 23 17 33 3 23 17 23. 17 40 1e 23. 17 25 1n 13 17 50. 27 es 17 51 30 23 17 56, 54 3 18 23 1 8 23 18 13 13 23 18, 16 23 18: 19 22, 18. 23. 25. 14 26 58 22 18 25 23 12. 32 4c 23 18 3 23 1t 50 23. 18, 42 2 23 18 45 23 18. 48 23 18 1 17 Gr2d. 22. cradi 1 23 18 51 58 23. 1E 25. 53. 10 23 10 4 36 251 23 10 10 5 23 10 23 10, 1 23 19 20 23 10 22 23 10. 20 13. 13 23. 29 25 10 35 40 23 15 30 it 10 41 4 23 10 44. 5 1s 18 23 10 50 51 23 18, 53. 57 23 19 56 23 18, 50 53 23. 2 20 25 20 1 3 23 20 17 55 20 20.5 23 20. 23 50 23. 20, 26 47 13 20 28 43 23, 20 32 30 25 20 35 34 23 20, 32 20 23 20. 41 24 23 20 44 23. 20 47 1 23,20. 50 2320, 52 53 23 20 5 27 20 58 qu 23, 21. 2 3 21 in 23 21. 9. 23. 21 10 23 21 12 53 23, 21 + 22 21 18 23 21 21 19 5 2F. 22 21, 26, 54 23 21 20 4 23 21 32 28 21. 21. 35 14 23 21 32 58 23 21 40 44 in 21 43 25 13. 21. 40. 1. 25 21 48 57 Grad. 6. 60. ∞ C CC Bitc e 2 4 iltent. C1ad.