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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 A 4
# Folio 5r, page id 00068217:0009
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In Tabula illa majore seu aequ. 19 alibi scripta
pr
primum tollem piteras aquales 0. seu abensemet tantum reperitur
XxY
per t
aliquis termunus ita tolletur pimum (12) et per consequuentiam 
(13) (per X et rusus per consequentiam (13) et rursus per conseyventrans
(12) per Xy)ostem considerandae librae quae ine interventu incognitae
tatim aequantur quantitati cognita it  23 aqua 4 et per
consequens sp
mideo et (per Xy) fiet 12 aqu. 4nY per XyZ idem 12 aequ 46))
a
rabsurdm eqo.
Item (per B7 destruitur ((2) adeoque sper XyZ) destruitur 12. Hinc
per X destinitur (2) undesper ysdestuntur 2. Undesper 12) destinitur 23
Unde (per Xs destmitur (12). seu non est optus ultra progredi
nam destuucto 23. fieret 4 aequ. 0. per 137, quod est
abscndum; cum 4 sit numerus verus nec refert si oclimus
ex Saceu 73 facere 7Z. vel 16y. quia 449. Z.
nam un et omnes termini hy, vel y. etiam sublati serta
igitur demonstratione constat hac via ad siex tractione
radicum perveniri posse. impossibile enim est adhiberi
remedium cum cuncta ejumodi methodus multiplicandi omnes
datas in arbitrarias, easque inter se componendi, omnia
in se contineat, quae ex cissumtis literis X.Y. Z. duci
possunt
Hinc omissis X. y. Z. necesse
est ad ipsus veniri denique explicationes
X ry y N xy X 9. . 
rsic
ipsa
us
so (2). Et posito semet (2) quia ipsum  prodacet etiam X est. Lins ut hottatur X y. indisnus etiam so (2)
componere ut prest multiplicationem ut pro a cortrio ex plicare
Imo desunt nobis arbitrariae. Tollendi enim sunt termini 24. et
egregie variat e