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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2b
# Folio 107r, page id 00068198:0213
# Scan: One image of two folio pages side by side, registered by the library under both labels (also fol. 106v); this page is its right half.
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# Lines: 19 recognised, mean confidence 0.86
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,
(36
sit dV: de = E: a dh: df = : a et d ps: du n: a
ope aegg. 13 et 14 A31, tollamus Vet e ex aeg. 7. habebimus . 1eq. (36) in qua h, f, _m, dm, an, dh, df
rursus ope 33 et s 18 (posito E dari per eet V) et per , ex 1, et et 4 ex 18 per 33, 13, 14 tollatur cet)
fiet aeq. (37) in qua rursus h, f, m, dm, du, dh, df.  Ex his aeqg. 36 et 37 tollatur dN pe qu 3G
datitur aeq. (38) in qua h, f, m, am, dk, df seu  hac hia, fia, m: a, dm: dh, df: dh
non
I Ita video revosoi nos ad rem minus non multo
faciliorem quam est quaesitum ut scilicet proposita aequatione trium
quantitatum cum tribus differentiis vfiat apta divnlsio quae praebeat
vel Hypothesis cujus ope habeatur, explus. jantile est uti ipsius equs. 3t et 35
quid si omisso penitus n, et dn, seu omissa aeq. 13, tarum solum aeq. 2. 18, 14
Ex qudem +e. 4 separilum
habemus in his tribus eqqu. V e, f, h m, df, am, dh dy de
qubus die separatum, reliquae etuo geparatim Hinc sisionamus d7: de dari ex xe
Y et e. Habebitur V e, f, h, m, af, dm, dh in tribus aeqq. abi licet fingere ad hucunc
sed ta re volvimur in prioes difficultates.
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