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Pyramid: Challenge of the Pharaoh's Dream is a 1996 education adventure game for Windows and Macintosh developed by Knowledge Adventure [1] and published by Edusoft SA, published in Sweden by Knowledge Adventure and Levande Böcker. [2] The player is an archeologist, travelling to Egypt to discover the secrets of the Pyramid of Giza.
Pyramid power is the belief that the pyramids of ancient Egypt and objects of similar shape can confer a variety of benefits. Among these supposed properties are the ability to preserve foods, [1] sharpen or maintain the sharpness of razor blades, [2] improve health, [3] function "as a thought-form incubator", [4] trigger sexual urges, [5] and cause other effects.
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All Game Guide gave the game four out five stars, writing "The cut-scenes successfully build excitement, providing an incentive for completing the entire game [though there is no] real reason to play a second time...Gameplay is simple with an easy to use click or click-and-drag mouse control scheme, and the lack of a written manual is overcome with full explanations of all activities within ...
Solitaire: Pyramid Challenge. Play five solitaire hands in a row to see how you rank. By Masque Publishing
Egypt's Pyramid Construction Secret: Just Add Water. For centuries, people have been trying to figure out how the ancient Egyptians moved the huge stone blocks needed to build the pyramids: sleds ...
MicroWar (aka μWar) 1.0: MadDog 1999 Arcade Open Source 7.6-9 MicroWar 2.0: MadDog 2008 Arcade Open Source 10.3.9-10.6 Midnight Mansion: Mighty Mike (formerly Power Pete) MilkSnake: Dag Ågren 2011 Arcade Commercial 10.6.6 or higher Millie's Math House: Edmark: 1992 Educational Commercial Million Dollar Password 2009 Edition: Mine Field Hex
One pyramid is drawn from these tiles and placed face-up in the middle of the play area as a start tile. Players choose a start player and that player chooses one pyramid from his stack and places it in play adjacent to another pyramid do that the adjacent side colors match. Doing so earns the player the number of points shown on the pyramid ...