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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 66, page id 79876922X:0126
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de
BECF. T. DEDINET. VII.
cum; grantum ulera duo in eo suxponebatur;
FlInC6.-- 4 2.
5. 22. Fatio Geometrica aequaliraris (inter 
_6) VocatI Racio simpla Pemel enim concine.
cur 6in 6. de haec, tanquam mensura, simpla ra
tione illa, uerem raen lurandam, aequat de metieur.
8. 23. Ratio inaegualitaris est vel incegra vel
fracta. Anceora majores hnaegralieoris dicitue
Malcipla, V. 8. dupla inter 8 de Z. Triplainter 6_
2. Ted minoris hnaegralicatis pocius submulciplis
VoCatur V. C. Inter 3. X6. Subduola, inter 2. e6.
subrripla. Fracta Racio inaegralicatis dicitur,
S numerator fractionis simplicissimis est
vel Unitas, _ haec Vocatur Ratio super parri-
cularis, v. 8. Sesquialcera intet 3. 8 2 sesquicer-
ria inter 4. _ 3.
vel Mulcirado, de hiaec Racio vocauir suver.
parriens, ut superpartiens duas terrias (superbi.
Partiens certias) inter 5. ec 3. super partiens eres
Quarcas (lupereripartiens qrartas) incer 7. er 1.
Orarum Racionum opposicae rationes (ubi
minor terminus Beacedie acut plane sint di.
verla quoad rem; iisdem tamen vocibus, prae
missa (Ut in inceoris submultiplx) parriculâ (sub)
insioniureur, ut subsuperpariens eres quarias;
inter 4. 82 7. 
5. 24. Ratio secundum gualicarem (late
siiipea voce, ut quamcungre quidditatem,
Forinam de Formasicacem, aut abtiirc Auentem a
ctum, sub se complectatur) certastrabet
L. Spe
hdpet
H. G1k
Epueies
Torma
L. Conii
diiia
iu conei
Viergenit
ia DII
27, 61