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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 A 23
# Folio 8v, page id 00068236:0016
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sed ut melius continuatio scrbendi appareat valor
foet: Gaequ.
+ 1. mn
+ in
+ 1. m nsI
Hina habetur modus scribendi pro coefficiente a habendo inci sumrntur
hade duo: 1. 1. pro rvefficient e ipsius b. haec duo 1. l.
jam pro coefficiente a. formetur prius id quod mult plicari coefuiens
ipsius b. quod ita scribendo fiet: scribatur C
0et estt 
3
seu
observandum extimos multoplicatores procedere per
sallum, ut l. n. 4 multiplicatores ejusdem
extimitatis procedere per saltum, ut l. n. 9.
m. p.
l. n.
primi incipitur ab 1. hoc multiplicatur percast
multpelicanter
1. secundo Repetitur I. cidemque udditur l.
in m. praeredens terminus ductunni proximum multi-
plicantem M. fit et In quod ducitur in proximm
mulliplicantem n. Certio repelitur praecedens
terminus non mulliplicatus 1+ Cm., eius additur quicquid
processerat ductum in p. ambo simil dicuntur in q
quarto ut patet: in valore ipsius h. repetitur praec-
dens sed sine mulliplicatore suo extimo (nempe
oefficiente b. pro
in valores h. pro nutermino mulliplicando
per Y. repetitur procedens mulliplicatus per p
Cunum seuper intervallum inter mulliplicatores ejusde
quippe
extimitatis, hoc loco inter P et Y et interjicitur 9.)
sed omisso p. Ejus adjcitur subjicitur tota quod hanc
quarta novam operatione praecessit idque
multiplicatur per quotientem saltu omissum g
denique compositum ex his duobus multiplicatur per
Ceminus Coefficiens ipsius a. formari
potest eodem modo. sed idem etium formatu
ex m coefficienti ipsius b. omissis terminis
bi quibus non habetur l e umutando in 1.
et in his qui refinentur (. mutando in I.
im