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# Title: [Johannis Wallis S. T. D. Geometriae Professoris Saviliani, in Celeberrima Academia Oxoniensi, De Algebra Tractatus; Historicus & Practicus. Anno 1685 Anglice editus; Nunc Auctus Latine. Cum variis Appendicibus; Partim prius editis Anglice, Partim nunc primum editis] Johannis Wallis S. T. D. Geometriæ Professoris Saviliani, in Celeberrima Academia Oxoniensi, De Algebra Tractatus; Historicus & Practicus. Anno 1685 Anglice editus; Nunc Auctus Latine. Cum variis Appendicibus; Partim prius editis Anglice, Partim nunc primum editis (shelfmarks Leibn. Marg. 100:1/2, Stück 2; Leibn. Marg. 100:1/2)
# Folio 688, page id 851708439:0712
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 106 lines, status machine
# Lines: 106 recognised, mean confidence 0.81
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# After the first blank line: the recognised lines in reading order, one per line.

O N
C. U N F
0.667 + 0.537 + 0413 +
0.866. f 0.758 - 0.650 -
0.54+ 7
0.968 f 0.908 - 0. 847 = 8. 707 = 0.726 4
0068. f 2029 - 2089 -
0.866 7 0.974 +
2.083-
7. 494 
0.662 f 0.785 + 0.909 + 2.033+ L. 156 = L. 262-
Si vero supponancur (pro accuraciori Currarum deseriprione) Seni axes di-
vidi in partes 16 (adeOquC aNES incesri in PaTICS 32) Ordinacae eo spectanies
CxUNE Ha PFOXIC.
11.
10.
O. 3487 02665 0. +840 0. +033 00217
O. 484F 0. 3782 0.2723 0. 1664
0. 5830 0.4645 0. 346r 0.2272
0.6624 0.5374 0. 4 143
00605
0. 2894 0. 1054
O. 7262 0. 6024 0. 4765 0. 3527 0,2269
0.7806 0.6586 0.5367 0.4247 O. 2921
0. 8268 0.7105 0.5943 0. 4780 0.502)
0. 8660 0.7578 0. 6469. 0. 5413 0. 4330
0. 8992 0.8009 0.7025 0.6042 0.5058
0.9270 0. 8407 0.7532 0.6663 0.5794
0. 0490 0. 8757 0., 8015
0. 7273
0.653+
0.9682 0.9077 0. 8472 0.7867 0, 7262
0.9823 0.9362 0. 8902 0. 844F 0.798L
0. 9922, 0.9672 0. 930Y, 0,899+ 0.8682
0.9980 0.9824 0.9668 0.9573 0.9357
0.9980 1.0736 1.0292 T.0448 1.0604
0.9922 T.0232 2.0542 T,0852 T. F162
0.5823 2.0283 1.0743 T. 1204 7, 1664
0.9682 1.0288 1.0893 T. 1498 T. 2103
0.9400 1.024 + 2.0983 7. 1726, T. 2468
0.9270 2.0239 1.1008
0.8992 0.9976, 1.0959
1. 1877 T.2746
L. F943
1. 292
0.8660 0.9743 1.0825 7. 1908 T. 2900
0. 8268 0.94 3E 2.0593
2. 1756 T.2019
0.7806 0. 9026 2.0246 7. 1465 1. 2679
0. 7262 0.8510 0.9758 7. 1006 T, 2254
0.6624 0. 7854 09095 1.0335 F. 1575
0.5830 0.7024 0. 8+980.9382 1.0566
0.484 0.5000 06959 0.8018 0.9077
0. 348T 0. 4297 0.5272 0.5928 0.5744
0.041 +
25
IFT.
0.165 +
O. 433 7
0289 +
9.666-
1.27F2
1. 4077
2210 +
7.299 +
L. 150-
6.0454
OOr
+0.0413
O. 102L
O. T702
O. 2454
0. 3248
0. 4074
O. 4925
0.5789
0.6657
O. 7520
0. 837E
O. 92OF
2.0760
T. T472
T. 2 ]25
T. 2708
T. 3210
T. 3616
T. 3910
T. 4073
T. 408T
1. 3800
T. 3502
F. 2815
T. 1750
T. 0736
0. 2560
O, 2093
-00508
culari ad lcctatisun DDe secante AC MI quoris puncto c, et AG in 9:
Currae Doq haec erit proprietaS. Secetur Planum hoc a quors  LH
RSa, in Pο: eritque OF AC. leu aR, ad RS; si aP, ad 20. Ft longitdo
25. Dginto. Si secetur plano DogC, Fiz. 5. tranleunce per D, de perpendi-
i lupponalur De continuat ullla cn adeoque concinsat l Ubla Ci; cum eriE
DR =DC + CR
ap sic prius invenienda; OF DC, ad DR; seu DC ad DO; sic C ua lP: qua
subducta ab a R, relinquet ap = d R = RP; Aique hic DH CI. Sed
30. Magit1.