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PYRAMID OF KEPHREN Original Dimensions in Meters and Ells of 0.875 Meter meters /\ ells / o • 5 \ / 107.625 123 \ Originally, the Pyramid of Kephren had a base side of 209 meters, or 239 yards; a base area of 46,333 square meters, or 60,516 square yards; and a volume of 2,216,240 cubic meters, or 3,308,208 cubic yards. The special yard used has a length of 875 millimeters.
THE SECRET OF THE PYRAMID 63 son of Cheops who was the successor of his uncle Khafre. This pyramid is about 72 m high and has a base side length of 108 m. At first glance it seems that it was built with a 30-cm foot, but precise measurements show that the unit used was the foot of 0.301835 m—a unit of length that could be more than 10,000 years old and was used also in the valley of the Indus River in Pakistan. Measured with that foot, the Menkure Pyramid also corresponds exactly to the sacred triangle proportions and is about 22 per cent in surface and 11 per cent in volume of the Great Pyramid. Why did Menkure build such a modest pyramid? Legends tell us that he wanted to be the "king of * the people" and was disgusted by the luxury and cruelty 6f both his father and his uncle. To show the difference, he chose a small foot as standard for his monument instead of the royal cubit and picked a unit of length that was very ancient and half-forgotten. Menkure died very young after a reign of only eighteen years and it was probably his son Shepseskaf who finished the pyramid. The lower part is clad in red granite, and since the outer covering of pyramids was always done starting from the top while all the working ramps and scaffoldings were still in place, the bottom was the last part added to the Pyramid of Menkure, after his death. Both the Khafre and Menkure pyramids are so perfect in their simple mathematical proportions that nobody seemed to pay much attention to them until one of the world's most prominent nuclear physicists, the 1968 Nobel prize winner professor Luis W. Alvarez, of Berkeley, CaKfornia, proposed to use cosmic rays to find the hidden passages and secret chambers that everybody hoped to find in the two smaller pyramids. His plan looked very promising. Cosmic rays, discovered in 1911 by the Austrian physicist Victor Hess, would show a higher intensity if they encountered hollow passages on their way through the pyramids, and those changes would be registered by the most modern devices and analyzed by computer. Alvarez had the full co-operation of the Egyptian government. He had all the equipment he could dream of, and the archaeological fraternity was positive Alvarez would solve the secrets
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mm mm^- ANCESTORS CAME FROM OUTERSP
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d BOSTON PUBLIC UBR?tRY
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Our Ancestors Came From Outer Space
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Contents INTRODUCTION The Apollo Sp
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Page 31 and 32: CHAPTER 1 The Constant of Nineveh F
Page 33 and 34: THE CONSTANT OF NINEVEH 23 to go to
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Page 37 and 38: SUMERIAN MATHEMATICAL SERIES SHOWIN
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Page 41 and 42: THE CONSTANT OF NINEVEH 3I equinoxe
Page 43 and 44: THE CONSTANT OF NINEVEH 33 versial
Page 45 and 46: THE CONSTANT OF NINEVEH 35 and 432,
Page 47 and 48: THE CONSTANT OF NINEVEH 37 We can c
Page 49 and 50: THE CONSTANT OF NINEVEH 39 tidal wa
Page 51 and 52: CHAPTER 2 The Mayan Calendar THE MY
Page 53 and 54: THE MAYAN CALENDAR 43 does not corr
Page 55 and 56: MAYAN ASTRONOMICAL CALENDAR FROM 31
Page 57 and 58: MAYAN ASTRONOMICAL CLOCK CLASSICAL
Page 59 and 60: THE MAYAN CALENDAR 49 I must admit
Page 61 and 62: THE MAYAN CALENDAR 5I Vedic god Agn
Page 63 and 64: CHAPTER 3 The Secret of the Pyramid
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Page 67 and 68: THE SECRET OF THE PYRAMID 57 greatl
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Page 97 and 98: CHAPTER 5 The Rhodes Calculator MOS
Page 99 and 100: THE RHODES CALCULATOR 89 soles of h
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CHAPTER 7 The Signs of the Zodiac T
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This map of the Sumerian civilizati
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CHAPTER 8 The Polar Mysteries THE U
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THE POLAR MYSTERIES I3I equator to
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ANCIENT GOLD AND SILVER COINS Weigh
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THE POLAR MYSTERIES 135 As archaeol
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THE POLAR MYSTERIES I37 has shrunk
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THE POLAR MYSTERIES 139 ago brought
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THE POLAR MYSTERIES I4I that human
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CHAPTER 9 The Universal Calendar TH
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THE UNIVERSAL CALENDAR I45 time the
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CELTIC TRIANGLE AND MAYAN SQUARE CE
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THE UNIVERSAL CALENDAR I49 grees ne
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THE UNIVERSAL CALENDAR I5I is SO er
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THE UNIVERSAL CALENDAR I53 ent diam
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THE UNIVERSAL CALENDAR I55 junction
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CHAPTER 10 The Four Moons THERE IS
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THE FOUR MOONS 159 the highest tide
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THE FOUR MOONS l6l engraved calenda
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THE FOUR MOONS 163 days, or 8,035.5
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THE FOUR MOONS 165 oriented lengthw
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THE FOUR MOONS 167 Does that prove
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THE FOUR MOONS 169 code breakers of
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THE FOUR MOONS 171 units of measure
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THE FOUR MOONS 1/3 Sumerian foot of
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CHAPTER 12 Contact with Extraterres
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CONTACT WITH EXTRATERRESTRIAL CIVIL
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CONTACT WITH EXTRATEREESTRIAL aVILI
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CONTACT WITH EXrRA.TERRESTBIAL CIVI
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igS OUR ANCESTORS CAME FROM OUTER S
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I
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208 BIBLIOGRAPHY DRA.KE, RAYMOND. G
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(continued from front flap) viously
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