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| | Introduction to the works of Euclid (Site not responding. Last check: 2007-10-22) |
 | | During the middle ages, Euclid was often identified as Euclid of Megara, due to a confusion with the Socratic philosopher of around 400 B.C. Euclid enjoys a reputation as a fair, forthright, and kind individual. |
 | | Secondly, since Euclid bases his entire geometry on points, straight lines, and circles (and thus construction by straight-edge and compass alone), the so-called three famous problems of Greek mathematics -- squaring the circle, doubling the cube, and trisecting the angle -- are not to be found in the work. |
 | | Euclid decided not to use another popular definition of parallel lines as straight lines which are everywhere equidistant from one another. |
| www.obkb.com /dcljr/euclid.html (9104 words) |
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