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# Title: Qua Continentur, Oratio Inauguralis. Mathesis Universalis; sive, Arithmeticum opus Integrum, tum Numerosam Arithmeticam tum Speciosam complectens. Adversus Meibomii, de Proportionibus Dialogum, Tractatus Elencticus (shelfmarks Leibn. Marg. 84:1, Stück 1; Leibn. Marg. 84:1)
# Folio 14, page id 826603459:0460
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DEDTCATTO.
Sed est PB. DO:: N CAP. VCAD:: VCT. Vc: 9V315.
:: ~c27b C - 3 b). Yc: 243b 13= 135b2
Ereb AP. DO:: T. N c: 243b3 V 3 u 135b
AIvero, V C: 243b 13 = 135 b3: est minus quam
9bv 3 - 9b = Y c: 4374b V3 - 7390b
Nam 243 V3 un 135  4374 Y 3 = 7290.
hoc est 243V3 L 4374 V3 - 7155.
hoc est 243 N 3 +7755 L 4374 V 3.
hoc est 7155  4T3T V 3.
hoc est N 5T194025 L. V 51195483.
Ereo e DO minus quam D O.
Adeoque puoctum medium inscripiae Ba, non est ipsum T punctum,
sed aliud aliquod inter Be T.
Sed neque medium inseriprae P M, est in puncto C, (sed inter C 
M;) cum enim R F. minus sit quam L.M, erit es P. C. minus gnam
CMI.
Non itaque vel recta aC, vel quidem alia ulla recta ( quippe
nulla alia recta transit puncta a, n.) diameter esse potest ad versia
Dem a.
Sed neque (M videtur) recularis curva; sed quae rectae an TC oe-
currar rum in a, rum ilerum in , e postea iner T e C, Cincidit e-
nim supra T, versus B; et infra punctum C, versus M;) adeoque re-
etam a C saepius secet necesse est. Quae cum admodum irrecularis videa
tur ulpore circa rectam a C toriuose incedens, non viderur operae prerium
in illius naturam studiosius inguirere.
Ictius ancem currae (qualiscunque demum fuerit) stus eA
hujulmodi; Nempe, Rectae a C occurrens in a, hinc lubeiis
cendir ad usque n punctum; crantiens aurem rectam in x, de-
inccps supra incedit ulque dum praecerirerie punctum T; tum
demi non procul ab illo puncto T rectam jam certio transieno,
acinceps deorlum cendicincque postea vel rectâ illam a C actin-
Sic alquam, vel etiam diametrum AP. Ouo enim argument
Coconcludie cua demonstratio, ad punctum C non attingere
curram illam, eodem concludi pocerit, neque ad ulsum aliunm
diametri punctum percinsere, nedum ad eam recta a C. Pax-
tem quae ccultra C.