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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 A 26
# Folio 13v, page id 00068239:0026
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# Lines: 26 recognised, mean confidence 0.96
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longius vel frevius attrahatur; quam si globum manu tetigisemus e
et ita cesset artificm singularitatis filorum. Sed nondum salisfalit mm
 subvernit tandem alud artificium, nimirum, filum globus trahit v..
ter titeiam cujusdam frusti. Ergo quaedam notae respondeant in finsto fier
potest. Ergo cum posten hoc frustrim elevabitur filium illud transiens
has notes ter vellicabitur; et ita exprimet tres dimensiones; et ita de
inethodo
aeteris, et hoc credo nicum esse remedium: porio eadem opera
cetiam dividere poterimus; vel contrario motu, vel potius quiafila non
possunt esse rigida atque adeo non servit regressus trahendo, altique, seu longius.
sed tunc aperiemus non nisi ubi muetiplicationis limitem tractio praeteriit,
bme scilicet simul multiplicet et dividat sed quoniam lbor describen
poro quoniam utile est non tantum conclusionem sed et restigia calculi
extare in charta ideo impressoria aote, ex his caracterilus semper exprimemus
cum fint, ut ex diversis multiplicationibus, iidem
idem memorum saepius confeetur hinc facilitate opus ad ista in unum
e
quae sunt ibi.
dungendum aut destruendum. Ideo jam ipus quoad frucsta, u
etsi summitas eorum eit in eodem plano, alia tumen aliis prosundius pa
discendant ut in plano in quo sunt moveri sibique adjungi aut dijungi
possint. Sed hoc caeteroruim difficillimum ob chordas sese implicantes.
Nota plura frusta non possunt simul elevari, alio qui idem qbobus
siimul tangeretur a pluribus quod confunderet. Nota etiam rectius deprimi
Non ausum sreran hanc transioatimam in instrumento fieri posse
quam elevari frustia