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# Title: Leibniz-Handschriften zur Mathematik LH 35, 8, 30
# Folio 37r, page id 00068124:0073
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curva
April. 167
Lidena Domimo Olannam
rmihi proposita
describenda
invenire  ita ut oapainde
umto
puncto D. recta inde ducta
ad Runcta data B. C.
faciat angulum ad rectas
AB.
AC. aequalem Hacte
rescribi sic facile facremus odoa me invensto
si sint duae Trochlea aequales
BE. CF moida EFconnexae
in quarum una fixa regula
BDG in altra regula
CD H. TrocElea E
in unam partes actra,
trochera p manu
psam regulam 3G. ini pellente,
eae.
HIBLIOTHEVA
RBCLA
psa CDH ibit in partes contraria OYBIC
ob chordam EF tronsversam
atque circumligatam ipsi CF, et in
ea
Lariter atque ad E, finam eundem
autem ob motus iniformitatem
facient semper ad AB et AC
ob motus uniformitatem posito:
Mrodileas esse aequales; et primum
angulum fuisse aequalem.
jam una regula super alia ita nicedens
ut eam non tangat impellet
super ea ductile punctum vell stylum
one 
qui describet curvam quae sitam.
velis
angulos non esse eosdem sed dato, differes
inter vallo facies ut ab initio et differcent in tervallo
et
de caetero ob motus uniforimitatem different sempet.
efficies data ratione magnitudinis udatrochlearum, eodem cum ratione anguloruo ab initr
quodsi relis ut data sit semper lingulorum
ratio
efficere ut data sit  ratio i postaliquod ademtum ab ultratio. Item ut ratio certo
modo mutetur ope pust Ctiyce) un vel bhii hodieo ipplicati
potes etiam
e
E
vo facile desenvenneme aliae
37