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# Title: Leibniz-Handschriften zur Mathematik LH 35, 2, 1
# Folio 319v, page id 00067993:0640
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aut certe in meis tetragonisticisn aut certe illis virina. Et ostenditur
statim si cuva quae hoc praestare debet non sit analytica nec problema ullo
modo posse solvi, ne quidem in aliquo casu particutari. Curda autem tolis an
sit analytica an non, et qualis sit facile exinde ex eo patet, quod scimus
descrbi non posse nisi quadraetura circuli vel Hyperbolae supposita. Eac
pulcherrimam methodum problemata ila in s0 replicata revocandi
ad methodum tangentum inversam seu aequationem differentialem, quas
Saepe ope sererum resolui posse arbitor. Porro hac aliquid novum
et singulari videtur demonstrari posse, quomodo scilicet exjuna portione.
circuli vel hyperbolae datae, quaelibet aliae dentur
erior nomihil incalculo. In resumenda aequatio
 in (7) 52+2l 41 + aY
2l + al
e
1
am. ubi possumus pro in
unde dusitabitur an sit in nostra potestate ipsius
unde patet
substinere intrac vatorem
+ al dl + al
in differentias porere aequales, quia m. relatione ad l. est; deteriinata
se
videmum
jam cujus. Imo fortasse nihilo miny possea nihil refert enmus quod sit ad
eas detemtnata, nam restant duae incognitae, 1 ei  g1. (
quonvam vero hoc modo prodiret aequatio (+) = 1 H L + ac, et substituto
pro m ejus valore l4 2l  + 
seu l+ al II. fieret habeleitur
relatio inter l. et a. quod videtur absundum, sed non est, ex suppo
sitis jam m. aequidifferentibus, ideo ad huc puto recm procedere
omnia hic accuraessime examinenda. Cuocis tamen consideratis ead cluio
rem procedere debere.