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The exact form in which the factorials are presented in the Great Pyramid's King's Chamber continues to be debated. Some suggest that it relates to a counting of the harnessing of all the souls of the dead from the beginning of time, while others suggest it is a reference to all possible orderings of a select few numbers. In fact, this debate was only resolved in modern times, where it was discovered that these numbers were not so rare after all. In 1986 Michael Schellbach showed how they are related to Fibonacci numbers (which do not appear naturally in ancient Egyptian contexts). This tool is used extensively in modern materials science. There are a number of possible interpretations. To translate into modern English: The Great Pyramid's passage from limestone to granite during construction may have been performed according to the Fibonacci sequence, whose first two numbers are one and two, or according to a more complex algorithm. In 2003 NASA scientists used a proposed "Sophisticated Combinatorial Method" to diagram the logarithmic spiral called a serpolet used in this calculation. The end result was "the Fibonacci spiral". NASA claimed this was a "possible NASA connection to ancient Egypt". It is claimed that the Egyptians were inspired by the pattern of a serpoploet, a particular form of spiral phyllotaxis, which they observed in living plants. In one legend they observed that a serpoploet appeared on the ground at the base of a papyrus plant. In another legend they observed that the spots on certain fish assume this pattern as they grow from embryo to full size. This form is observed in many species of ferns and therefore is known as the fern spiral.
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