The Grand Canyon of Arizona; how to see it by George Wharton James
page 46 of 265 (17%)
page 46 of 265 (17%)
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Dana Butte. Immediately facing the visitor, a continuation of Hopi Point at the five thousand and twenty-five foot level, is a butte that would dwarf into insignificance the most stupendous of all the world's city sky-scrapers, yet here it is hardly noticeable in the wealth of more massive and majestic structures. It is Dana Butte, so named after the great geologist. Across the river, which here can be seen in five different places, are the temples to the right or east of Bright Angel Gorge, while Buddha and Manu on the left (west) are equally in evidence. But right before us is the dominating mass of Shiva Temple, with Isis Temple and Cheops Pyramid guarding it on the right. To the left, new architectural forms and masses come out into clearer view, two of these being stupendous structures of great beauty and majesty that guard the approach to Shiva Temple. These are Osiris and Horus Temples, the latter being in front. Tower of Set. Just before Horus is a smaller but massive structure, known as the Tower of Set. The elevation of Osiris above sea level is six thousand six hundred and thirty-seven feet, that of Horus six thousand one hundred and fifty feet, and of the Tower of Set five thousand nine hundred and ninety-seven feet. Beyond these, to the west and north, are Confucius and Mencius Temples, the latter being the nearer. These are respectively at an elevation of seven thousand one hundred and twenty-eight feet and seven thousand feet. The eye now rests on Point Sublime, the spot where Captain Dutton indited his vividly descriptive accounts of the Great Canyon. Marsh Butte. On this side of the river, nearly opposite Mencius Temple, is a butte of singularly beautiful structure, of an elevation of four thousand seven hundred and thirty feet. This is named Marsh Butte, in honor of the great paleontologist, the rival of the equally great Cope. In the far-away distance is Havasupai Point, the most notable of all the points of the |
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