[Johannis Wallis S. T. D. Geometriae Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica] Johannis Wallis S. T. D. Geometriæ Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica, fol. 782
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: 0.72.
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The machine reads it as
- D.
- D
- E. 1
- in
- DeCalculo Centri Cravitatis. Cap. V.
- stantia Ceneri eravitatis a ra, 3R f 22 = sEC p
- 20X 52
- e s c resersr 1ne 4 43+ 8v s
- a FA, ZR
- 4a2 f 8VR P: Momencum respectu A_ - 2e R: + av R + 5a3R:
- respectu bB, 2CR F 3a R; distantia Ceneri gravicaris ab Aa,
- CFZOIE A_QBTCI
- 1203 F 21 311 v. IA.
- 3a 6bX1esd bb, a F OvX
- C CHPIe
- Ongulae Trilinei ab acietm haberris ta Maenicudo, ze R F suR;
- momentum respectu r a se R3 F = 5oR F35 P; respectu PA, 3C R.
- =3s R; distancia Ceteri er abitatis d 7 a, 23R Y
- 113 245D R 20531
- 24. sV X = 205
- 2FA,
- 3A 2250 R + 45 57; Momentum respectu BbK, 3a 2 R2 = ZV R.
- 62R; respectu Aa, 322R as R2 + 2 a 5V R F ZV R3 = 52 R2;
- distancia Cenri era vicaris 4 BB H, + 4 - 20V se= V R - sas R + asv
- Aon 2a + 20~R -- v = R5a5 R + a 52 d.
- HOc R F 25V
- LOCR + 25y
- Aciemque habenris F A: Maxnicudo 2e R= = : sV R: momentum re-
- spectu ra, 3G B BS B; respectu L A, 3CN- su R +sR; distantia C en.
- tri eravicaris X FB, 5R+
- 450
- : Momen.
- 27 eR - 052
- elm respectu BBH, 3a R = 30 R3 =sV R2; sespectu Aa, 3 a R2-
- 245R=- = a 5vR = 2VR3 + 3V R; distantia Ceneri pravitaris a BBR, ; a
- L. 3es R. +. 432 = 6V V B; ab Aa, 5 a 3as R + asv 6vX vx
- 6CR 25u
- CCR, 25V
- Aciemque habentis Ag; Maenitudo, Z a 2 R = a5 R F V R; momentum
- respectu TA, 3 a 2 R2 - 2 a5 R2 = + asvR + 3 v R3 + 522 PZ; respectu
- 7 en 3a R- ZasR +Z0 + 1asu R- R2; distancia Cencri eravica.
- tiS d FA, 3 R. + v 2asv
- 4a = Bas. + 8uR a 7 a Z R -
- V R - 245V
- qa = 8as f82X Momentum
- respectu bR, 2CR3 - a V R= + 5a3 R; respectu Aa, = 2C R3 = 2 aV R=
- a R - ae sR; diltanria Centri gravicatis aBX, 12eR - 6avR + a
- 2eR L 120V R f22 - 685
- 15. 3a - 6a5. f6uR
- 3a = 6a5 = 62X; ab Aa
- Aciemque habentis BbK; Magnitudo, = a R = vR 2; momentum respectu
- TA, Se R -3VR - sV R, respectu re a P use H sV R; dictauria Ceneri
- Gravitatis d TA, 3R-
- AuA9, 2C R = av R + sa R; selvectu bK, = 20 R +; a R; distantia
- si
- 20 X = 6avR + ~; 2 bK
- 32 - 6uk
- 72CX2 + 24
- 3a2- 60R
- Ongulae Frilinei bB r, aciem habentis YA; Magnieudo, Z0. R - 25 P
- SBR; momentum resrectu P A, 1s a R3 - 65 R3 + ZSBR + 353R,
- resrectu Fa, ZeR) 3sR3 -353P; distantia Ceneri gravitaris d TA,
- 245B R. H205
- 24sBRR F 2053
- 33 R + 225aR 2255 R H 4 5of d ruy 1 R 225a R - 2255 R + 455B: Homen-
- ostum respectur bB, 3a 2 R7 = Z B R3 + SB R; respectu FY, 3a 2 R2 -
- 12as_E F a sh R A Zb R. EBR; distantia Ceneri sravicaris a bB,
- P1I1CSC
- F4=
- D
- et.
Cite
[Johannis Wallis S. T. D. Geometriae Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica] Johannis Wallis S. T. D. Geometriæ Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica, fol. 782. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/851387705:0802?run=74