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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 499, page id 79876922X:1011
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LS III
adVerIa.
luperare
otatione
: de sIC I
15 dexter
Iuinetim
IOVetAI.
a, DID
S FOrIIO
ALOTe:
vet Cal.
Guarte
lalu CC
aggrelli
roptum
O MagIS
bto
Det.
cte (e
Ulater)
avelli
MTOrIronu.
avellinon postuncE se mucuo, nisi cum
mulco majori conatu divisivo, quam
compolicirus erac conatus, quo prius,
sed oblique, conjungebantur.
Demonstratio.
Supponamus plana summe polita, nulla-
cenusalpera, necetiam porola, sed summe Poli-
da sicut et lumme congrua, qua nec subsemi-
nalem auram xetheream, incercedere nitentem,
admictane: cum aura ccelestis ambientes co-
Pix, quibus planorum pro se spectatorum partes
indurancur, Cumme liquidae sint per oblerv. 2.
e Scic. 5. iplae copix, dum plana per obli-
quum conjunsuntur; facile conlescont parti
culis successire subineredientibus in unam co-
Piam, sua planum ucrumque, tanquam unum
Post iuncturam, ambiat. Sed E vicissim à se
mutuo direllenda sincplana, e quidem directe.
per hypochesin; quaneillo spaciolo dimota cori-
cipiantur à se mucuo, sub sieu parallelo toca A2-
tim libera sunt, ee spacium tancum incercedit,
quancam ipta plana superticiem habent, per sru-
cturam. Cium aurem canta caelectis aurae co-
lumna planum ucrumque directe comprimat,
quantam ueraque superficiem congruam habene,
per suppos. 3.; Obstabictancus aurx calectis ni-
sus, non successire sed simul superandus, e in
momento pronter circulum in transversum im
Pellendus, ut Vacuum incer utrumque planum.
sid