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# Title: [Johannis Wallisii SS. Th. D. Geometriae Professoris Saviliani Oxoniae, Tractatus Duo] Johannis Wallisii SS. Th. D. Geometriæ Professoris Saviliani Oxoniæ, Tractatus Duo (shelfmark Leibn. Marg. 103)
# Folio 80, page id 85138403X:0088
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 39 lines, status machine
# Lines: 39 recognised, mean confidence 0.86
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CLDE
C2
rum scloidum sune Flcpnus astates pec accidens, ex eo quod
CorUnt LAe APPTECCLLAL CGALSL CUrVX, Qua ex naCUEA SUd (IE
Fuchylisi paliens, bet ee hulla Curra, hactelius noca sre (quidem
allumpeae irculs auatura, pius demonstrorum FuIC, quiI cgo
haec de Chotue us amicis communicareramnili quod
contiruendam uene ucs Capax, summa cum laude invene.
21
TIluteris juvents Cuentasvelius. Curram quandam ica
De problemate ReMeriano per Cgeloidem solvendo,
Seruic Kexlerus, ex cauns phylicis, plaretas ita ferri circa (0-
LAlem in Orbica Fllipeica, uc relocicas planera sic vbique di-
staneia ejuldem à sole recleroce proporcionalis; unde sequentem
Hypocheln ingeniose commentus est. Secac Scilicet aream II-
liples Plarecasta siels a sole ductis in infinieo Trianoula Mix
rilinea xequalia; unde Ac d Curra Ellipleos diridatur in porcio-
nesinequales, minores uidem circa Aptielium, majo: es circa
Perihelium: per has aurem porciones ponit Planetam aequalibus
remporibus ferri. Ouare ex Medio motu Anomaliamm corequatam
ut indagaret, secanda est lemielliplis per Focum in dac a ratione;
vel (quod perinde esse ab eodem demonstratur) secandus eAt Se-
micirculus per quodris punctum Diametri in daca ratione. Mi-
rum est quancum in hoc problemare sudarerit Replerus, Orbicas
TuaS
volvens nitendo neque proficit hilum. Tandem
anhelus Geomecrarum opem implorat; interim veritusne pro-
prer arcuum ex Cnuum Ereegercar inveniacur Problema inexpli-
cabite. Suomntemus epe Crcloidis prorracxe nos olim lic
exhibuimus.
F19. 21.
Problema.
demicirculum per dacum punctum Diametto
in data ratione (ecare.
IE Semicirculus AHB, cujus Cenerum D. Punctum ditum C.
acio data R ad S. FLE DC, DB, DB concinue proxorcioniles:
e centro D describatur un, cul a qualis ponatur recta BM; daca
aUCE baC BMI, _Genicore B, describatur (ommierclois Procracta
L c.