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# Title: [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 (shelfmarks Leibn. Marg. 100:1/2, Stück 1; Leibn. Marg. 100:1/2)
# Folio 179, page id 851387705:0199
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# After the first blank line: the recognised lines in reading order, one per line.

1)
Cap. XXXIII. GEOMBTRTCA.
205. Vel denique 1, Y. Nempe V X V: Z H: - Y: X) V:
V: XH: =V. EC V: V) H: = A.
206. Datis A, T, S; datur V. Nam habetIE R, per Pr. 88. adeoque V, per
DEOD. 19.
207. Datis V, F, S; datur A. Nam habecur R, per PY. 92. FL A, Per pr. 20.
208. Datis A, V, Z: datur S. Nam per pr. 48. habetur Y = V) L. Ec deinde
SPCT PF. 100.
209. Ielem habetur, si PrO A, V, denCuT A, VL. PeT PrOB. 48, 102.
F2O. vel A, 3. Per PF. 48, 1O2.
TFF. vet V, II. per pr. 48, 203.
TF2. vel V, X. Per PE. 48, 20+.
ZT3. vel I, X. VeF PF. 48, 205.
224. Datis A, V, S; dacur Z. NaM BeE PP. , 8. habetuK R = 3= . adeoque 2
Per Pr. 56.
225. Idem habetur, (I, Dro A, V, dentur. A, 12, Per PF. 79, 56.
226. vel A, 7. Per pE. 80, 56.
217. vel V, I, PeF PF. 81, 56.
228. vel V, X Per DF. 82, 56.
279. vel denique M, L. Der Pr. 83, 56.
220. Datis A, B, Z; dacur S. Onippe habetur F, per pr. 64. de deinde 5, per
PrOB. 86.
22T. DatiS A, R, S; datur Z. Nam per PrOP. 84. Habetur V. adeoque Z. per
DrOD. 56.
122.DatiS A, F, Z; datur S. Nam per BrOB. 59. habetur R. adeoque S per
DEOP. 86.
+23. Datis A, T, S; datur Z. Nempe R per pr. 88. adeoque Z pEF Pr. 58.
224. Datis V, R, Z; dacur S. Nempe T Per PP. 66. adcoque S Per PP. 90.
725. Dacis V, R, S; dacuT Z. NemDC A DEr PF. 85. _ Z Per PF. 56.
126. Datis V, F, Z; dacur S. NNEMPCR PEF PF. 6F. e S Per PF. 90.
127. Datis V, Y, S; dacur Z. Nempe R per PF. 92. e Z. per pr. 60.
228. Datis R, T, H; datur A. NEmPC X PeT PT. 26. _E A per PF. 54.
729. Dacis iisdem; dacur V. Nempe Z Der PF. 16. eC V Per PP. 55.
230. Daris iisdem; datuES. Nempe A per Pr. 128. e S per pr. 86.
23F. Datis I, B, Z; datur A. NemBe Y Der PF. 48, et A per pr. 128.
232. Dacis iildem; datur V. Nempe P ut prius. _ V PeT PF. 129.
233. Daris iildem; dacur S. Nempe T, ut priuS, e S Der PF. 230.
234. Datis I, R, S; datur A. F. A enim per pr. 68. R - =) VR - A (S. ideoque
SR S -VR, A. EL SRA - SA = HR- A adeoque A = SRA = SA =HR
Cujus aequacionis radix eAt A - Y: 5 N = 28R + 8 + 4 AB: = SR +5
235. Datis iildem; datur V. Ntam (ut in praeced.) SR =S = VR = A. adeoque
SRV SV = V=R H EFM = RV- SRV fSV. RER) H- V2 SV]R) SV.
Cujus aespacionis padix est V - V. 5. N = 25 R + 5 + + HR: + 8i - 3
236. Daris iildem; datur Y. Nempe per pr. 134, habetur A; adeoque Y Per
DrOp. 87.
137. Daris iildem, dacur Z. Nempe per praeced. habetur F; adeoque Z. per
PrOP. 47.
238. Daris X, R, Z; dacur A. Nam per pr. 18. habetur Y; adteoque A per
PrOB. 62.
138. Dacis
5. Nam