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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 1
# Folio 199r, page id 00068194:0397
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Francoturten sibus Mathematicis jam ante comptures
annos a Sphinse propolitum, sed hactenus dne
mine perfecte solutum.
Tricinta sex convisa Oenopolium ingres si consumunt 50. erossos:
sunt autem convivarum quidam Mariti; quadam llaores,
C5 aliquot Fireines: solvunt sinculi Mariti 3. orossos, singula
Tlaores 2. gr. C5 sineula Vireines P. er. Ovaritur, quoi nu
mero Mari. quot Uxores; (5 90ot Phreines fuere?
15ile
IISSECICS
NFO T A auilidia
de O5
odil ina qritis Poloni
SAS~OIAVaL e
e
In superius Problema, a Sphinse Francoturcensis jam Osim ProBoli-
relti ceite
cum sedpec a proxonence pertecte solurum.
Ins
C
Ropostum Problema est ex illorum classe quae antiqui LoeaGeome.
erica dixere, hec nih matoria ab illis, ouatrtus illa in lineiss hoc innui
TAELIS BEOBOATUMI CAL, MITERE. TTALL GML NACHIBDAMMI FEOSICIMacA iI
la Geometrica, admitcune infinitas solutiones, ica in provosto Problemaes
intinicis solucionibus, qua Omines quaeAtO sAESFACIIBE, locuS et: d BCuE
in Locis Ceometricis, intinitae licet solutibres extriberi possnes illa carien
omnia, intinica licet plineta, qua loci alicujus compolicioni inserviune inus
na aliqua linea tecta vel curra, vel utraque inveniuneur a0 exera illa
nullibi: Iea intinita licet arichmetiea responsa, quae proponci Problemacis
quaesuco Faciune Pacis lingula, certo nihiloritus lithice, extra quem pro
Sredi ultra non datur, CoCrCentur. Porro summus, in quem ad praedi-
ctum Problema perfecte solvendum collimare oportet scopus est, non 10-
lumm infinitas problematis solutiones calculo extribere, sed praererea, inlocis
quidem Geometricis, lineam in qua infinita illa puncta inveniuneur, deter-
minare, e describere; in praedicto vero Problemate, limitem, intra quem
intinica Problematis solutiones coerceneur, tivere et dermonstrare. Anti-
quorum Geometrarum ad locos geomerricos desudaneium, intelici dc irrito
labori succurrit Cartelius: qui Loeorum Geomerricorum Tolutionem, ab
Fuelide inchoatam, ab Apollonio ec post hunc Pappo Alexandrino, nequid.
quam tentatam, ac ab anno ante Chriltum 350. 2d Cartesi tempora a nemine
ablolutam, primus invenit, de Geomerria sux libroprimo & secundo demon-
Araric. Dui autem Axichmerica Problemata Locis illis Geometricis aftinia,
ex quae Loca Arichmetiea diei queune, perfecte solverir hucusq; exririe nemo.
I. Cum