IV.] DIVISION INTO CONTINENTS. 67 thus established was formally expressed on the maps, so that Delphi became the starting-point in their construction1. A further point which presented itself for solution at an early time to the geographers and map-makers was the Divi8ion of division of the world into continents. On this the world into subject a diversity of opinion existed, both as regards the principle of division, and the limits at which the boundaries were to be fixed. The triple system Twofold or of partition into Europe, Asia, and Africa, which Threefold ultimately carried the day, was at first the least popular, for most of the authorities divided the world into two parts, Europe and Asia—Africa (or, as the Greeks called it, Libya) being regarded as part of the latter. This seems to have been the case with Hecataeus, for where he is cited by subsequent writers as an authority for the position of places in Africa, the part of his work thus referred to is quoted in some instances as a treatise on Asia, in others on Libya; from which circumstance we may infer that the latter of these was a subdivision of the former. Now as Africa was not unknown to the Greeks of that time, an explanation seems to be required of its omission in the division of the world into continents: and this we may probably discover in the view that the principle of partition turned on the cold and heat of the regions toward the north and the south respectively, Europe—in which all that we now call Russia in Asia was comprehended—being the colder section, and Asia, including Libya, the warmer. This is confirmed by our finding that Eratosthenes, who at a later time returned to the twofold division, did so expressly on the ground of the difference in temperature between those parts of the globe2. The dividing line between Europe and Africa was clearly marked by the straits at the Pillars of Hercules, while the geographical features which were 1 Agathemerus, Geogr. i, 3. Speaking of the early attempts at map- making, he says—011&> ofo iraXoioi r^v olicovfj&niv Hypa,ov