Monday, June 22, 2015

Akhenaten and the Origins of Monotheism (Repost)




James K. Hoffmeier, "Akhenaten and the Origins of Monotheism"


English | ISBN: 0199792089 | 2015 | 312 pages | PDF | 20 MB




Pharaoh Akhenaten, who reigned for seventeen years in the fourteenth century B.C.E, is one of the most intriguing rulers of ancient Egypt. His odd appearance and his preoccupation with worshiping the sun disc Aten have stimulated academic discussion and controversy for more than a century. Despite the numerous books and articles about this enigmatic figure, many questions about Akhenaten and the Atenism religion remain unanswered.




In Akhenaten and the Origins of Monotheism, James K. Hoffmeier argues that Akhenaten was not, as is often said, a radical advocating a new religion but rather a primitivist: that is, one who reaches back to a golden age and emulates it. Akhenaten's inspiration was the Old Kingdom (2650-2400 B.C.E.), when the sun-god Re/Atum ruled as the unrivaled head of the Egyptian pantheon. Hoffmeier finds that Akhenaten was a genuine convert to the worship of Aten, the sole creator God, based on the Pharoah's own testimony of a theophany, a divine encounter that launched his monotheistic religious odyssey.




The book also explores the Atenist religion's possible relationship to Israel's religion, offering a close comparison of the hymn to the Aten to Psalm 104, which has been identified by scholars as influenced by the Egyptian hymn.




Through a careful reading of key texts, artworks, and archaeological studies, Hoffmeier provides compelling new insights on a religion that predated Moses and Hebrew monotheism, the impact of Atenism on Egyptian religion and politics, and the aftermath of Akhenaten's reign.




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More Mathematics Than Science




Reed S., "More Mathematics Than Science"


2007 | pages: 156 | ISBN: 8189940740 | PDF | 1,3 mb




Understanding mathematics notation is, well, essential to understanding mathematics. The material here discusses what we mean by the concept of an expression, and how one reads an expression in order to evaluate it. We will center on the concepts of operators and operands and look at expressions as if they were animated in our imagination. A few Flash animations are presented in an effort to get these ideas across.Precedence is covered here, and usually students learn that quite early in their study of mathematics. Often,though, a person is not exposed to the concept of interpreting a math expression in terms of its operators and operands.At any rate, it is suggested that you start with the first link and work your way down through the list of others.



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Sunday, June 21, 2015

Hiking Glacier and Waterton Lakes National Parks: A Guide to the Parks' Greatest Hiking Adventures (4th Edition)




Erik Molvar, "Hiking Glacier and Waterton Lakes National Parks: A Guide to the Parks' Greatest Hiking Adventures (4th Edition)"


English | ISBN: 0762772530 | 2012 | PDF | 240 pages | 72 MB




Discover the wonder of these two spectacular parks as Hiking Glacier and Waterton Lakes National Parks leads you along 850 miles of trail – from short nature hikes to backcountry treks. Veteran hiker Erik Molvar provides all the information you need to get the most out of hiking this International Peace Park with its glistening glaciers, scenic lookouts, peaceful lakes, and remote wilderness.




Look inside to find:




Hikes suited to every ability


Mile-by-mile directional cues


Elevation profiles


GPS coordinates for all trailheads and backcountry campsites


An index of hikes by category— from easy day hikes to hikes to waterfalls


Invaluable trip-planning information, including local lodging and campgrounds


Full-color photos throughout


Full-color GPS-compatible maps of each trail