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# Title: Erhardi Weigelii Sacrae Caesar. Maiest. ut & Com. Pal. Sultzb. Consiliarii, Supr. Artium Archit. Directoris Saxo Ien. Mathemat. PP. totius Academiae Senioris, Philosophia Mathematica (shelfmarks Leibn. Marg. 65; ZEN Leibn. Marg. 65)
# Folio 500, page id 79876922X:1012
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# Lines: 39 recognised, mean confidence 0.86
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500
SCITA FFRECruuM
si directe divellantur oriturum, ex eransrerlo
simul repleatur: (non quodihoc Aat propter
mecum racui, se dquiatantiponderis Auidum ab
una catione dimocum illuc ile conterat quo
Pacet aCceHUS) FrSO. L. F. D.
Conlectarium I.
Si plana non secundum axem es directe divellan-
cur: sedineransversum, secundum horizontem
ipsis planis parallelum, dimoveaneur a se mutuo:
eam facile cedunc, qu’am facile conjunountur.
quatenus oblique conjunruneur: si directe con-
rencenda forent; cam difficulier coirent, qu’am
difsiculter divelli à se muiuo directe possunt.
Nram si oblique conjunsuntur de divellun-
eur, caleltis aura non cositur, Cimul inter facies
arriusque plani conoruas irruero vel exire; sed
Tnecessire porius e sensim ac sensim insinuare
vel exsinuare se potest, ue quantillo spatiolo pla-
rium unum ab altero recedat, vel accedat ad al:
cerum, eantillum aurx latim occupet autrecu.
Peret parrem derelictam. Ouod Si directe con-
junsenda sinc plana; tanti ponderis aura simul
loco movenda venic, guancum intercedie inter
acrumque planum, quodutriusque conjunctio.
netimul exeludendum: hoc enim licet exigu.
um videatur, non tamen cedit timul, nisi tota
pila caelectis aurae cantae latitudinis simul huic
excludenda partilocum cedit. Fticatanta dif.
Fculeas est in conjunctione directa, quami in
avil.
pt
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Sif
tinur
eundi
tuo d
pet