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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2a
# Folio 38v, page id 00068197:0076
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Quod si ponereme Z et p esse 3tii gradus, deberetit A, B, C, d aequari
ipsis ff ipsi f fit ABCd Z ff, contit in KKU sed ita necessario bina ex
ipsis haberent diosorem communem quod non licet. Ergo debebunt
esse et gradus et fiet ABCd= H gytihiiKtllman, se et ita
cum quod libel sit quadratus fiet A= f B - 9gH, C -ht. M, d - n mam iinn
sed tunc idem qui pagna praecedente institui potent calculus, ncneque
enia ref tantum enim pro fponetear fk, pro BG ponetur l, pro te ponetuitm
pro i ponetur in, et quo libet eorum tolli potent, tollendo ea
fiet tandem  +g: fK : gl constans quad non licet
ita Generaliter demonstratum haberans solationem solutionem rationalem
seu extrahibionem ipsuus Xxtabus Xx tac, in variantibus rationalibus esse
in possibilem, utcunque assurgas