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Houdin published his theory in the books Khufu: The Secrets Behind the Building of the Great Pyramid in 2006 [52] and The Secret of the Great Pyramid, co-written in 2008 with Egyptologist Bob Brier. [53] In Houdin's method, each ramp inside the pyramid ended at an open space, a notch temporarily left open in the edge of the construction. [54]
The completed pyramid will have taken just shy of a decade less to build than Wemding's age at the time that the first block was laid. The pyramid, when completed in the year 3183 , is scheduled to consist of 120 stone or concrete blocks, each measuring 1.2 m (3.9 ft) long, 1.2 m (3.9 ft) wide and 1.8 m (5.9 ft) tall.
The pyramid was built in steps, battlement-wise, as it is called, or, according to others, altar-wise. After laying the stones for the base, they raised the remaining stones to their places by means of machines formed of short wooden planks. The first machine raised them from the ground to the top of the first step.
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Houdin published his theory in the books Khufu: The Secrets Behind the Building of the Great Pyramid in 2006 [6] and The Secret of the Great Pyramid, co-written in 2008 with Egyptologist Bob Brier. [7] In Houdin's method, each ramp inside the pyramid ended at an open space, a notch temporarily left open in the edge of the construction.
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Such a formula would be needed for building pyramids. In the next problem (Problem 57), the height of a pyramid is calculated from the base length and the seked (Egyptian for slope), while problem 58 gives the length of the base and the height and uses these measurements to compute the seked.
His technique uses simple machines such as levers aided by counterweights and pivots. He says that he has successfully singlehandedly "walked" a twenty-ton barn and multi-thousand-pound concrete blocks using a beam lever and two pivots beneath the object and near the center of mass.