[Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta, fol. 619

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: 0.93.

Original at the GWLB · Page image · Annotations (IIIF) · Download text

The machine reads it as

1. LIB. V. DE RESISTEHTTA CORPORM.
2. pondus, et aequale momenrumscum deris appendi deber in B, quam in
3. tacione rectis aequalis ID, BB, cum 2, proprer eamdem rarionem, de
4. ponderis proprii aequalis; isitur si qua TupTa.
5. craperio DLHL, addas criansulum
6. DCL, ve reuera accedie, haud du-
7. bie maius momeneum erie l, quam
8. B, ratione proprii ponderis; Ccili-
9. cer aduersus balim DC; aquale
10. vero aduertus DC; led aequalia
11. adversis DC momenta, FaciunE
12. aequilibrium; igicur nisi pondera
13. pexeualeane, Faciunt aequilibrium;
14. vbi vero praevalent, alcerum plus
15. conterr, quam aliud; non quidem
16. ratione ponderis appensi, sed pro-
17. prii: Hlinc si prisma BII, innixum
18. Fulero D, Cic in aequilibrio, d ap-
19. pendacur cancum pondusin L, Ca
20. camen lege, re accedac obex in A,
21. racione cuius non acrollatur à pon-
22. dete L, Frangetur in DG, S peaeua,
23. leac pondus appenlum in L; de mi-
24. nus ponderis appendi debet in L,
25. ad hoc re Cuperet balim DO, quam
26. Ei appendatur cancum in B, dc 2d.
27. moveatur ob ex in FI; ne Ccilicet
28. aetollatur à pondere B; in qua
29. vero proporcione licminus, Facilé
30. dici pocest; alTumatur enim CO,
31. Tuberipla CL, d ve CO, cA ad C L,
32. ita c excestus ponderis B, quo (u-
33. perat pondus l, ad pondus crian-
34. DuliDCL, vel DOM, haec omnia
35. perspicua Cunc. Denique ( ex pun-
36. AoC. Cuspendatur prisina BII, di-
37. co, quod trangerur in bali CR;
38. nempe TunE AC, HC, duo rectesi
39. Ced veriusque, appensis scilicet pon-
40. deribus, in B, ec L, maximum cAt
41. momentum aduersus C R; quod
42. eodem modo probatur, quo Cupra:
43. porro in hoc calu, si cancum pon-
44. dus praeualens appendacurl, ad-
45. PROD. ZC V.
46. Si prisma inclinarum semino
47. verimque fulero innitatur, maximum
48. erit momentum, aduersus minimam
49. basim, quae a centro inferioris lale-
50. ris ducitur: V. 8. Cc inclinacum
51. BEL, innixum Culeris B, I; Cic cen-
52. erum laceris inferioris D, in quod
53. Ecilicer cadit perpendicularis; du-
54. eta d cencro grauicaris F, praedicti
55. prilmatis; ducacur minima balis à
56. Puncto D, Ccilicet DO, dico maxi-
57. mum esse aduersus balim DO, mo-
58. mencum, luc imponatur pondus in
59. Cn live appendatur in D; siue pro-
60. prii ponderis rario tantum habea-
61. Eur: Quod Facile demonstro; nem-
62. De cum linc duo rectes, qui citca
63. centea BI voluuneur; rbi frangi
64. cur prisma debent allumi aequales
65. BD, ID; cur enim alter alcero lon-
66. sior elter; nempe rectis, qui circa
67. centrum B voluiEuE, quantum po-
68. rest maximum momencum conteri;
69. icemque qui circa centrum l volui-
70. tur; isirur rierque rectis aequalis
71. esse debet; alioquin alter minus
72. momentum, quam possic, confer-
73. teE; igirur maximum quantum pon
74. celt, non conterret; adde quod co-
75. ta vis ponderis collecta in centrO
76. sravitaris F, incumbir in D; hinc
77. Si quis Cuctinerer in D, prisina BFI.
78. remoco veroque Fulcio BI, praedi-
79. ctum prisma essec in sequilibrio, re
80. Patet ex dictis lupra; igicur rectes
81. verimque lunc aequales; isirur BD
82. TD; igicur maximum momencum
83. exir aduertus balim ductam à pun-
84. moco obice in A; vel tancum in B, Ao D, igicur aduersus minimam
85. admoio obice in et; miniis pon- DC, in qua leilieet moc eA resia
86. tenciam

Cite

[Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta, fol. 619. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/779782283:0705?run=74