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KALASASAYA TEMPLE IN TIAHUANACO Original Dimensions in Meters NORTH 117.70 meters 1_J Main Gate U Observation Point i o o o Puerta del Sol El Fraile CD ft- O 77 cubits 31;. 33 meters Western Gallery 110 cubits 77 cubits l|.9.0l|. meters 3i|.»33 meters 117.70 meters 26!^. cubits This map shows the original dimensions of the Temple of Kalasasaya in meters and in Tiahuanaco cubits of 445.851 millimeters each. The famous Gate of the Sun and the idol called El Fraile are shown in their present locations; nobody knows exactly where they were before the destruction of the temple.
THE FOUR MOONS 165 oriented lengthwise approximately from west to east as were most ancient monuments, to be in line with the sun, and measures 128.40 by 117.70 m. On its western end the temple has a gallery of eleven stone pillars made of the hardest locally available stone, andesite. This gallery is placed 4.16 m outside the western end of the terrace and the pillars erected at unequal intervals are of varying width. The distance between the axes of the first and last pillars is 32.70 m and the outward borders of these two are at 33.30 m from each other. The height of these stone slabs was about 4 m. Nine of them are erect, leaning about 2 degrees westward, the fifth pillar, counting from south, has been displaced by about 200 m westward while the tenth has been toppled over next to its foundation. The sizes and intervals of these tall stones we will analyze later, determining their astronomical values. The north face of the terrace is in poor shape, but can be reconstructed easily because it is identical to the south side, which is better preserved. This side has twenty-nine pillars of limestone, which are more eroded than the andesite pillars on the west. The length of the stonework terrace on which the temple was built is divided by these twenty-nine pillars into twentyeight equal parts of 4.60 m each. The east end of the terrace was divided into 28 equal parts of 4.20 m each. It is possible that originally, before the western outside gallery was built, that that face of the temple was divided into twenty-four equal intervals of 4.90 m, divided by twenty-five pillars. All these numbers and divisions sound complicated, but we will see that every dimension had its reason for being and every one was a multiple, sometimes with a slight fraction, of the local foot of 0.297234 m and the cubit of 0.445851 m, or 1V2 local feet. The cubit was divided into seven hands of 0.063693 m and each hand divided into four fingers measuring 0.015923 m each. As can be seen on the god figure carved in the Puerta del Sol, the gods of Tiahuanaco had only four digits each on their hands and their feet. Thus the cubit was equal to twenty-eight fingers, just like the twenty-eight intervals between the pillars of the north, east, and south fagades of the temple. The only difference shown by the length of the intervals themselves was that the east intervals
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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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2 OUR ANCESTORS CAME FROM OUTER SPA
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CHAPTER 1 The Constant of Nineveh F
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THE CONSTANT OF NINEVEH 23 to go to
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THE CONSTANT OF NINEVEH 25 from the
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SUMERIAN MATHEMATICAL SERIES SHOWIN
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THE CONSTANT OF NINEVEH seem so dif
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THE CONSTANT OF NINEVEH 3I equinoxe
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THE CONSTANT OF NINEVEH 33 versial
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THE CONSTANT OF NINEVEH 35 and 432,
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THE CONSTANT OF NINEVEH 37 We can c
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THE CONSTANT OF NINEVEH 39 tidal wa
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CHAPTER 2 The Mayan Calendar THE MY
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THE MAYAN CALENDAR 43 does not corr
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MAYAN ASTRONOMICAL CALENDAR FROM 31
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MAYAN ASTRONOMICAL CLOCK CLASSICAL
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THE MAYAN CALENDAR 49 I must admit
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THE MAYAN CALENDAR 5I Vedic god Agn
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CHAPTER 3 The Secret of the Pyramid
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THE SECRET OF THE PYRAMID 55 and th
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THE SECRET OF THE PYRAMID 57 greatl
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THE SECRET OF THE PYRAMID 59 conis,
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THE SECRET OF THE PYRAMID 6l for eo
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THE SECRET OF THE PYRAMID 63 son of
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THE SECRET OF THE PYRAMID 65 tify i
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THE SECRET OF THE PYRAMID 67 some k
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THE SECRET OF THE PYRAMID 69 mainta
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CHAPTER 5 The Rhodes Calculator MOS
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THE RHODES CALCULATOR 89 soles of h
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THE RHODES CALCULATOR Ql put in cha
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THE RHODES CALCULATOR 93 very high
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THE RHODES CALCULATOR 95 Anything l
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THE RHODES CALCULATOR 97 ground und
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THE RHODES CALCULATOR 99 Well, man
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Page 125 and 126: CHAPTER 7 The Signs of the Zodiac T
Page 127 and 128: This map of the Sumerian civilizati
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Page 139 and 140: CHAPTER 8 The Polar Mysteries THE U
Page 141 and 142: THE POLAR MYSTERIES I3I equator to
Page 143 and 144: ANCIENT GOLD AND SILVER COINS Weigh
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Page 149 and 150: THE POLAR MYSTERIES 139 ago brought
Page 151 and 152: THE POLAR MYSTERIES I4I that human
Page 153 and 154: CHAPTER 9 The Universal Calendar TH
Page 155 and 156: THE UNIVERSAL CALENDAR I45 time the
Page 157 and 158: CELTIC TRIANGLE AND MAYAN SQUARE CE
Page 159 and 160: THE UNIVERSAL CALENDAR I49 grees ne
Page 161 and 162: THE UNIVERSAL CALENDAR I5I is SO er
Page 163 and 164: THE UNIVERSAL CALENDAR I53 ent diam
Page 165 and 166: THE UNIVERSAL CALENDAR I55 junction
Page 167 and 168: CHAPTER 10 The Four Moons THERE IS
Page 169 and 170: THE FOUR MOONS 159 the highest tide
Page 171 and 172: THE FOUR MOONS l6l engraved calenda
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Page 179 and 180: THE FOUR MOONS 169 code breakers of
Page 181 and 182: THE FOUR MOONS 171 units of measure
Page 183: THE FOUR MOONS 1/3 Sumerian foot of
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Page 199 and 200: CHAPTER 12 Contact with Extraterres
Page 201 and 202: CONTACT WITH EXTRATERRESTRIAL CIVIL
Page 203 and 204: CONTACT WITH EXTRATEREESTRIAL aVILI
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Page 218 and 219: 208 BIBLIOGRAPHY DRA.KE, RAYMOND. G
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Page 223 and 224: (continued from front flap) viously
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