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Euclid: Elementa

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Euclid: Elementa
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If on the diameter of a circle a point be taken which is not the centre of the circle, and from the point straight lines fall upon the circle, that will be greatest on which the centre is, the remainder of the same diameter will be least, and of the rest the nearer to the straight line through the centre is always greater than the more remote, and only two equal straight lines will fall from the point on the circle, one on each side of the least straight line.
lat Clavius
SI in diametro circuli quodpiam sumatur punctum, quod circuli centrum non sit, ab eoque puncto in circulum quædam rectæ lineæ cadant: Maxima quidem erit ea, in qua centrum, minima verò reliqua; aliarũ verò propinquior illi, quæper centrum ducitur, remotiore semper maior est: Duæ autem solùm rectæ lineæ æquales ab eodem puncto in circulum cadunt, ad vtrasque partes minimæ, vel maximæ.
kin 幾何原本 p. 126
圜徑離心。任取一點。從點至圜界。任出幾線。其過心線、最大。不過心線、最小。餘線愈大。愈近不過心線者、愈小。而諸線中、止兩線等。
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