|   
             
            
            
            
          
          PART I - GEOGRAPHIC RELATIONSHIPS
 
           The 
           
			
			Great Pyramid is 
			aligned with
          
           
			
			Machu Picchu, the 
           
			
			Nazca lines and 
          
           
			
			Easter Island along a 
			straight line around the center of the Earth, within a margin of 
			error of less than one tenth of one degree of latitude.
 
            
           Other sites 
			of ancient construction that are also within one tenth of one degree 
			of this line include: 
			 
				
					
					
					Perseopolis, the capital city of 
			ancient Persia
					
					
					
					Mohenjo Daro, 
			the ancient capital city of the Indus Valley
					
					the lost city of 
			Petra. 
          The Ancient Sumerian city of Ur and the temples at 
			Angkor Wat 
			are within one degree of latitude of this line. 
			 
            
           The alignment of 
			these sites is easily observable on a globe of the Earth with a 
			horizon ring. If you line up any two of these sites on the horizon 
			ring, all of the sites will be right on the horizon ring. 3-D world 
			atlas software programs can also draw this line around the Earth. 
			
			 
            
           Start on the Equator, at the mouth of the Amazon River, at 49° 17' 
			West Longitude; go to 30° 18' North Latitude, 40° 43' East 
			Longitude, in the Middle East, which is the maximum latitude the 
			line touches. 
            
          Then go to the Equator at, 
			
				
				
				130° 43' East Longitude, 
			near the Northwest tip of New Guinea
				
				then to 30° 18' South 
			Latitude, 139° 17' West Longitude, in the South Pacific
				
				then 
			back to 49° 17' West Longitude, at the Equator 
            
            
            
              
                | 
          Centered on0.00° N, 49° 17' W
 | 
          Centered on30° 18' N, 40° 43' E
 | 
          Centered on0.00° N, 130° 43' E
 | 
          Centered on30° 18' S, 139° 17' W
 |    
          
          The circumference of this line around the center of the Earth is 
			24,892 miles. Along this line, the great circle distance from,
 
            
				
				
				the Great Pyramid to Machupicchu is 7,487 
			miles, 30.0% of the circumference. 
				
				Machupicchu is 2,564 miles from Easter Island, 
			10.3%. 
				
				Easter Island is 10,096 miles from Angkor Wat, 
			40.6%. 
				
				Angkor Wat is 2,490 miles from Mohenjo Daro, 
			10.0%. 
				
				Mohenjo Daro is 2255 miles from from the Great 
			Pyramid, 9.1%.  
          
          In addition to calculating the distances between these sites as a 
			percentage of the circumference of the Earth, the distances may also 
			be calculated in degrees of the 360° circumference, by multiplying 
			the percentage by 3.6. 
			 
            
          
          For example, the Great Pyramid is 108° away 
			from Machupicchu. 
           
          
          Angkor Wat and Angkor Thom were 
			constructed at a time when 72 temples were built across the Angkor 
			Plain. The Angkor temple at Prassat Preah Vihear, 90 miles Northeast 
			of Angkor Wat, is within one tenth of one degree of the line. Like
			Machupicchu, the temple at
          Prassat Preah Vihear was built on the edge of a 
			mountaintop. The first temples built around Angkor are near the 
			city of Rolous, Southeast of Angkor Wat.
 
            
          
          The temples near Rolous are 
			also thought to have been built on foundations constructed at a much 
			earlier time. 
 Halfway between Angkor Wat and the Great Pyramid 
			is the Indus Valley, the city of Mohenjo Daro, and the 
			unexcavated city of Ganweriwala, which is East of Mohenjo Daro, and thought to 
			be just as large. Both of these sites are on the line between 
			Angkor and the 
          Great Pyramid. The Indus Valley is also antipodal 
			to Easter Island.
 
            
          
          It is an interesting coincidence 
			concerning these two sites, opposite each other on Earth, that of 
			the few ancient written languages of the world that remain 
			undeciphered, two are Indus Valley Script and Rongorongo, the written language of ancient Easter 
			Island. The world's first known written languages, 
			Egyptian Hieroglyphics and Sumerian Cuneiform, were also 
			developed along this line of ancient sites. The Jewish, Christian, 
			Muslim, Hindu, Brahman and Buddhist religions, as well as ancient 
			Egyptian and Peruvian religions, were also developed along this 
			line.
          
 Anatom Island is the southernmost Island in the new 
			Republic of Vanuatu, formerly known as the New Hebrides. Anatom 
			Island is exactly halfway between Easter Island and Angkor Wat 5,048 
			miles each way, or 20.3% of the circumference of the Earth. Stone 
			ruins on Anatom Island 
          once housed the largest missionary church in the southern hemisphere.
 
 The line crosses over the source and the mouth of the Amazon, 
			the 
          mouth of the Nile, the mouth of the 
			Tigris-Euphrates, the 
          Indus River 
          and the Bay of Bengal near the mouth of the Ganges.
 
 The line also crosses over a number of areas of the world that are 
          largely unexplored or unexcavated, including the Sahara 
			Desert, the Brazilian Rainforest, the highlands of New Guinea, and 
			underwater areas of the North Atlantic Ocean, the South Pacific 
			Ocean and the South China Sea.
 
            
          
          For example, the midway point between 
			the Great Pyramid and Machupicchu is in 
			the North Atlantic Ocean, less than one degree south of the Cape 
			Verde Islands. This is also the midway point between Easter 
			Island and the Indus Valley. 
			 
            
          
          Although the Cape Verde Islands were found to be uninhabited when 
			they were rediscovered in 1460 A.D., maps and geographical 
			descriptions for the past 2000 years have shown this location to be 
			the home of ancient island civilizations, including maps 
			showing this location to be the site of 
          Atlantis. In Plato's account of Atlantis, there 
			was a mountainous region north of the city. 
			 
            
          
          Are the higher 
			elevations of those mountains now the Cape Verde Islands? 
			 
            
          
			
			
			Back to Contents 
          
          
 
            
            
            
          
          PART 2 - GOLDEN SECTION SITES - ANGKOR, THE GREAT PYRAMID & 
			NAZCA
 
 Angkor Wat is 4,745 miles from the Great Pyramid 
			and the Great Pyramid is 7,677 miles from Nazca.
 
            
           This 
			is a precise expression of ?, the Golden Section: 
			4,745 x 
          1.618 = 7,677 
			 
			 
 
            
            
            
              
                | 
          Ninety miles northeast of 
          Angkor Wat are the Angkor temples at Prassat Preah 
			Vihear. Prassat Vihear is 4754 miles from the Great 
			Pyramid.  
                   
          The line of ancient sites 
			crosses over the Great Pyramid and 
          Angkor Vihear.
          
 
          Twenty five miles 
			northwest of the city of 
          Nazca is a figure known as the Hummingbird.     
          The Hummingbird is 
			7,692 miles from the 
          Great Pyramid. 
           
             
          The line of ancient sites 
			also crosses over the 
          Hummingbird. 
 The relationship between the distances from Angkor Vihear 
			to the 
          Great Pyramid and from the Great Pyramid to the 
          
			 
          
            
          Nazcan Hummingbird is also a precise expression of 
			phi:
 
                  
                
          4,754 x 1.618 = 7,692 
                   | 
                
                 |  
            
            
          
          Because the distance from the Hummingbird to Angkor 
			Vihear
          is one-half of the circumference of the earth, two Golden 
			Section relationships 
          between these sites are shown by the circumference of the earth along 
			the line of ancient sites: 
 
            
          
          These Golden Section relationships may also be diagramed on a 
			straight line
 
 
            
          The line of ancient sites 
			is a line, from the perspective of the illustration in 
           
			Part One, and it is a circle, from the perspective of the 
			illustration in  
			Part Six. 
			 
            
          The line and the circle 
			are found in the Greek letter phi and the number 10. 
			Zero and one are also the first two numbers and the only two numbers 
			in the binary code. 
 The phi relationships between these sites are reflected 
			repeatedly in the first 500 Fibonacci numbers. The 
			first three prime numbers, 2, 3 and 5, approximate the intervals 
			along the circumference of 20%, 30% and 50%, between these three 
			sites.
 
            
          This same percentage of the circumference relationship, 
			accurate to three digits, is found in Fibonacci numbers 137-139: 
			 
           
 
            
            
              
                | 
 | 
                Percentage of circumference:
 | 
                Distance between sites:
 | 
                First three digits of Fibonacci numbers:
 | 
                First five digits of Fibonacci numbers:
 |  
                | 
                Angkor to Giza:  
 | 
                19.1% 
 | 
                4,754 miles 
 | 
                 #137: 191... (Prime) 
 | 
                 #359: 47542... (Prime) 
 |  
                |  
                Giza to Nazca:  
 | 
                30.9%  
 | 
                7,692 miles 
 | 
                 #138: 309... 
 | 
                 #360: 76924... 
 |  
                |  
                Nazca to Angkor:  
 | 
                50.0% 
 | 
                12,446 miles 
 | 
                 #139: 500... 
 | 
                 #361: 12446... 
 |  
          
          The next prime Fibonacci number after #137 is #359.
 The distances between these sites, in miles, is reflected
 by Fibocacci numbers 359-361, accurately to five digits.
 
            
          
			
			
			Back to Contents 
          
	 
            
            
            
            
          
          PART 3 - LINES 
			THROUGH THE EARTH 
          
			 
            
            
            
              
                | 
          The line of ancient sites 
			may be viewed as a circle because all of the sites are on a straight 
			line around the center of the Earth. 
                 
            
          The intervals 
			between the sites are based on their great circle distances from 
			each other. 
 The circle is oriented so that the two points where the circle crosses 
			the equator are on the horizontal axis, and the two points where the 
			circle reaches its greatest latitudes are on the vertical axis.
 
              
                  
                  
                    
                      | 
                      G = The Great 
						Pyramid
C = Cape Verde Islands
 M = Machupicchu
 N = Nazca
 E = Easter Island
 V = Anatom Island
 | 
                      A = Angkor Wat 
I  = Indus Valley
 D = Mohenjo Daro
 P = Perseopolis
 U = Ur
 R = Petra
 |    | 
                
                 |  
            
            
              
                | 
                
                 | 
          Straight lines may be 
			drawn through the Earth, connecting 
          Easter Island to Machupicchu, the 
			Great Pyramid, 
          Angkor Wat, and the Indus Valley 
			(antipodal to Easter Island). 
                 
           The straight line distance, through the Earth, from Angkor Wat 
			to 
          Easter Island (7,574 miles), plus the straight line 
			distance from 
          Easter Island to Macchupicchu (2,522 
			miles), equals the great circle distance from Angkor Wat to Easter 
			Island (10,096 miles).
 
 The straight line distance from the Great Pyramid to Easter Island 
          (7,566 miles) is three times the straight line distance from Easter 
			Island to Machupicchu (2,522 miles).
 
 The straight line distance from Easter Island to its 
			antipodal point in the Indus Valley (7,924 miles), 
			which is also the diameter of the Earth, is 3.1416 times the 
			straight line distance from Easter Island to Machupicchu (2,522 
			miles), a precise expression of phi.
 |  
          
          Since the circumference of the Earth is also 3.1416 times the diameter 
			of the Earth, the straight line distance from Easter Island to Machupicchu times pi² equals the circumference of the Earth.
 
 The angle formed by the lines from Easter Island to Machupicchu, and to the Indus Valley, is 72°. 
			The angle formed by the lines from Easter Island to Machupicchu, and 
			to the Great Pyramid, is 54°.
 
 
            
            
              
                | 
          Lines connecting
			Easter Island, the 
          Great Pyramid, and the Angkor temples near Rolous, 
			form an isosceles triangle with base angles of 72.9°. The base of 
			this triangle (AG) is 4462 miles long.  
            
          The height of this triangle 
			(HE) is 7220 miles long. The length of the base of the triangle 
			times phi equals the height of the triangle: 4,462 
			miles x 1.618 = 7,220 miles  
                  
                  
                    
                      | 
                      
                       | 
          The length of the base of 
			each face of the 
          Great Pyramid is 755.6 feet.  
                       
            
          The slant height of each 
			face is 611 feet.   |  
          One half of the length of 
			the base times phi equals the slant height of the 
			Great Pyramid: 
                   
                    
                  
          755.6 feet ÷ 2 = 377.8 
			feet 377.8 feet x 1.618 = 611 feet
 | 
                
                 |  
            
          
          The ratio of the base to the slant height of the Great Pyramid 
			is exactly two times the ratio of the base to the height of the 
			triangle formed by through the earth straight lines connecting the 
			Great Pyramid, Angkor and Easter Island. 
			 
            
            
            
              
                | 
                
                 | 
          Lines connecting Easter 
			Island with it's antipodal point in the 
          Indus Valley, Nazca with it's antipodal 
			point at Angkor, Easter Island with Nazca and Angkor with the Indus 
			Valley, form two isosceles triangles with base angles of 72.9°. 
                 
            
          With the same angular 
			dimensions as the triangle formed by Easter Island, Angkor and the Great Pyramid, the length of 
			the bases of these triangles times phi also equals the 
			height of these triangles: 
                 
                
          2,337 miles x 1.618 = 
			3,782 miles 
                 
          The ratio of the base to 
			the slant height of the 
          Great Pyramid is also exactly two times the ratio of the 
			base to the height of the triangles formed by through the earth 
			straight lines connecting Easter Island,
          Nazca and the center of the Earth, and Angkor, 
			the 
          Indus Valley and the center of the Earth.  |  
            
          Because the distance 
			between the Great Pyramid and Angkor is very nearly 
			20% of the circumference, they are very nearly 72° apart, along the 
			circle. 
			 
            
          Because the distance from the Great Pyramid to 
          Easter Island is very nearly 40% of the circumference, 
			and the distance from 
          Angkor to Easter Island is very nearly 40% 
			of the circumference, the Great Pyramid and Angkor are both very 
			nearly 144° away from Easter Island, along the circle. 
	 
           The number 72, and to a lesser extent the numbers 54, 
			108, and 144, have been associated with the designs of these 
			sites, particularly at the Great Pyramid and 
			Angkor. The ratio of the height and the perimeter of the 
			Great Pyramid, to the size of the Earth, is a multiple of 72.
 
            
           The 
			number of temples built around Angkor is 72, and the number 54 is 
			reflected in the numbers of statuary in the temples at Angkor. The 
			use of these numbers is also prevalent in ancient writings and 
			folklore surrounding these sites. The number 54 is itself a factor 
			of 72, in that 72 plus ½ of 72, or 36, equals 108, which divided by 
			two equals 54. 
 The number 72 is also associated with the astronomical 
			phenomenon known as precession, because 72 
			years is the length of time it takes for the constellations 
			to move one degree due to precession. This has 
			been offered as an explanation for the use of these numbers, 
			suggesting that the builders of these sites were aware of the 
			precession of the equinoxes.
 
            
           In the 2nd century B.C., the Greek 
			mathematician, Archimedes, wrote an article entitled The 
			Sand Reckoner, in which he cited earlier Greek mathematicians 
			(like Archimedes, they had studied in Alexandria and Heliopolis) who 
			had calculated that the Sun occupied 1/720 of the circle of the 
			constellations. This may be an additional, or alternative, 
			explanation for the prevalence of the number 72, and its multiples 
			and factors, found in these sites. 
			 
            
           In any event, the existence of 
			these numbers in the geometric relationships between these sites is 
			complementary to the use of these numbers in their internal designs. 
			 
           Back to Contents
 
          
          
 
            
            
          
          PART 4 - THE GREAT PYRAMID AND THE 30th PARALLEL
 
            
            
            
              
                | 
          This circle has a 
			different orientation than the previous diagrams and is two inches 
			in diameter. 
           
           
            
          The horizontal axis is the 
			Equator, FC is the 30th parallel, D is 60° North latitude and E is 
			the North Pole. 
           
             
          The 30th parallel is 
			exactly one-third of the great circle distance from the Equator to 
			the North Pole, and it is located at exactly one-half of the height 
			of the Northern Hemisphere. 
                 
            
          Like the Great 
			Pyramid, the maximum latitude of the line of ancient 
			sites is very close to the 30th parallel.  | 
                
                 |  
            
            
              
                | 
                
                 | 
          This diagram illustrates 
			that the relationship of the 30th parallel to the circumference of 
			the Earth is the geometric relationship known as the Vesica 
			Pisces.     
          In relation to the lower 
			circumference, DE is at 30° N latitude.     
          In relation to the upper 
			circumference, DE is at 30° S latitude.     
          The ratio between the 
			straight line distance of the 30th parallel and the radius of the 
			Earth is 1.732 to one. 1.732 is the square root of three.  |  
            
            
              
                | 
          Paul Michell and 
			Charles Henry have noted the relationship between the 
          Great Pyramid and the Vesica Pisces.       
          The small circles in this 
			diagram are one inch in diameter, and the large circles are three 
			inches in diameter, forming a small Vesica Pisces 
			circumscribed by a larger one. 
           
           
           
             
          The triangle in this 
			diagram has the same angular dimensions as the 
          Great Pyramid.   | 
                
                 |  
            
            
              
                | 
                
                 | 
          The circle in this diagram 
			also represents the circumference of the Earth with the poles on the 
			vertical axis.     
          The radius of the circle 
			is 1.00 inch.     
          The exterior and interior 
			equilateral triangles touch the circle only at the 30th parallels 
			and the poles.     
          The height of each 
			equilateral triangle is 87% of the length of each of it’s sides: 
                 
                  
                
          3.00 ÷ 3.46 = .87 
 1.50 ÷ 1.73 = .87
 
 1.00 ÷ 1.15 = .87
 
          The length of each of the 
			sides of the interior triangles, including the straight line 
			distance through the earth at the 30th parallel, is also 87% of the 
			diameter of the Earth: 
                 
                  
                
          1.73 ÷ 2.00 = .87 
                   |  
          The radius of the Earth is 
			also 87% of the distance from the center of the Earth to the point 
			of the exterior triangles’ intersections (AP, AQ, AR, etc.): 
           
            
              
				1.00 ÷ 1.15 = .87 
             
          The Greek foot is thought 
			to have been developed before the size and shape of the Earth was 
			known and independently from the foot, which is also thought to have 
			been developed before the size and shape of the Earth was known. The 
			foot is 87% of the length of the Greek foot. 
 The mile, which is thought to have been developed before the size and 
			shape of the Earth was known, is 87% of the length of the nautical 
			mile, which was developed specifically in relation to the size of 
			the Earth. The nautical mile equals one minute of latitude, so 60 
			nautical miles equals one degree of latitude and 5,400 nautical 
			miles equals the 90 degrees of latitude between the Equator and the 
			poles.
 
            
          The distance from the Equator to the poles is 6,215 miles: 
           
            
              
				5,400 ÷ 6,215 = .87 
             
          One minute of latitude 
			equals one nautical mile at any longitude. 
			 
            
          At the equator, one 
			minute of longitude also equals one nautical mile, but at higher 
			latitudes, the distances between each minute of longitude become 
			shorter. Because the straight line distance through the Earth at the 
			30th parallel is 87% of the diameter of the Earth, the circumference 
			around the Earth at the 30th parallel is 87% of the circumference of 
			the Earth at the Equator, and each minute of longitude at the 30th 
			parallel is 87% of the distance of each minute of longitude at the 
			Equator. As a result, just as one nautical mile equals one minute of 
			longitude at the Equator, one standard mile equals one minute of 
			longitude at the 30th parallel. 
 The currently accepted value for the Equatorial diameter of the Earth 
			is 7,926 miles, with an Equatorial radius of 3,963 miles. The ratio 
			of the radius of the Earth to the straight line distance through the 
			Earth at the 30th parallel is 1:1.732.
 
            
          
          3,963 miles x 1.732 = 
			6,864 miles (the straight line distance through the Earth at the 
			30th parallel). 
 6,864 miles x pi = 21,564 miles (the circumference of the Earth at the 
          30th parallel).
 
 21,564 miles ÷ 360 degrees = 59.9 miles (one degree of longitude at 
			the 30th parallel).
 
 59.9 miles ÷ 60 minutes = .998 miles (one minute of longitude at the 
          30th parallel).
 
          As an alternative proof, 
			the currently accepted value for the Equatorial circumference of the 
			Earth is 24,902 miles, and the circumference of the 30th parallel is 
			87% of the circumference of the Earth. 
           
            
          
          24,902 miles x .87 = 
			21,664 miles (the circumference of the Earth at the 30th 
			parallel). 
 21,664 miles ÷ 360 degrees = 60.1 miles (one degree of longitude at 
			the 30th parallel).
 
 60.1 miles ÷ 60 = 1.00 miles (one minute of longitude at the 
			30th parallel).
 
          Conclusion: One 
			minute of longitude equals one mile at (or, like the Great Pyramid, 
			just below) the 30th parallel. 
			 
           Back to Contents
 
          
          
 
            
            
          
          PART 5 - ALIGNMENTS OF THE NAZCA LINES & FIGURES
 
            
            
              
                | 
            
          The glyphs and lines 
			at Nazca are oriented along the line of ancient sites.  
			 
            
          This 
			image of the glyphs at Nazca, with a compass bearing, is available 
			on the internet, but it is usually oriented away from the cardinal 
			points so that the figures are roughly horizontal and vertical. 
			 
            
          Rotating this image so that the north-south axis is vertical, aligns 
			the figures and geometric drawings to the line of ancient sites as 
			it crosses Nazca.          
          Nazca is 
			marked by the 
          yellow cross 
			on the illustration [above]. The vertical line in the center of the 
			picture is 75° West Longitude. The horizontal line is 15° South 
			Latitude. 
				 
            
          The white dot in
          red circle touching the 
			north side of the line on the upper right side of the illustration 
			is
          Machupicchu. 
				 
            | 
                
                 |  
          This below illustration of 
			the Nazca lines has also been rotated so that the 
			north-south axis is vertical, and shows the primary orientation of 
			the lines is from Southwest to Northeast, along the line of 
			ancient sites. 
			 
            
            
            
          
			
			
			Back to Contents 
          
          
 
            
            
          
          PART 6 - THE AXIS POINTS
 
           Just as every point along the equator is 6,215 miles from both the 
			North and South Poles, every point along the line of ancient sites 
			is 
          6,215 miles from two axis points on Earth. The axis 
			point in the Northern Hemisphere is near the Southeastern coast of 
			Alaska, at 59° 42' N 139° 17' W, 25 miles Northeast of 
			Yakutat, Alaska
 
 The North and South Poles have not always been in their present 
			locations. Several theories have been offered to explain observed 
			and suspected movements of the poles in relation to the surface of 
			the Earth. Plate tectonics, the prevailing theory, suggests gradual 
			movements of the surface of the Earth. This theory has been called 
			into question by recent measurements of relative movements of the 
			earth's surface, and by accumulating seismological data.
 
            
           Alternative 
			theories include: Axial shifts; polar wander; and a catastrophic 
			form of polar wander known as Earth crust displacement. 
 
            
            
              
                | 
          Charles Hapgood 
			advocated the Earth crust displacement theory in a book entitled 
			The Path of the Poles. Hapgood supported this theory with 
			geomagnetic and carbon dated evidence.  
            
          In a book entitled When 
			the Sky Fell, Rose and Rand Flem-Ath also advocate 
			the Earth crust displacement theory, with additional geological and 
			archeological evidence. Both of these works conclude that the North Pole was located in the Yukon, at 63° N 135° W, 
			approximately 80,000 to100,000 years ago. 
 This is about 250 miles Northeast of the axis point for the line of 
			ancient sites at 59° 42' N 139° 17' W.
 
            
          It is interesting to note 
			that some of the heaviest remaining glaciations in all of North 
			America is on the Southeastern coast of Alaska, surrounding Yakutat.   
          If 59° 42' N 139° 17' W 
			was the location of the 
          North Pole, then the line of ancient sites would have 
			been the equator at that time. The concentric circles 
			in the diagram represent lines of latitude from 59° 42' N 139° 17' 
			W. 
				 
            
          The circle closest to the center of the diagram is 75°N, followed 
			by 60°N, 45°N, 30°N and 15°N. The line of ancient sites is just 
			beyond the horizon.  | 
                
                 |  
          
          Since many of the sites along the line are precisely oriented to the 
			present North and South Poles, it is not suggested that they were 
			constructed when the poles were in a prior location.
 
            
          
          However, if 
			this line had previously been the equator, the placement of these 
			sites on this line would be a remarkable coincidence. 
 In a book entitled Atlantis Blueprint, Rand Flem-Ath and 
          Colin Wilson 
          have listed some of these sites, and a number of other sites, in 
			relation to their calculation of the North Pole in the Yukon, 
			including sites that would have been on the equator during this 
			prior polar alignment.
 
            
          
          A line around the center of the earth, with 
			the Yukon Pole as it’s axis point, approaches and crosses over the 
			line of ancient sites at antipodal points in Peru and Cambodia. 
			
			 
            
          
          Along the line of ancient sites, the sites in these two areas are 
			close to being equally distant from the Yukon Pole and from the 
			Yakutat axis point.
          
 None of the theories offered to explain the motions of the surface of 
			the Earth, relative to the poles, can pinpoint exact prior polar 
			positions. The round number coordinates that are used by Hapgood 
			and the Flem-Aths for the Yukon Pole indicate 
			that they are approximations.
 
            
          
          If the line of ancient sites was 
			originally selected because of its equatorial relationship with a 
			prior polar alignment, the most accurate way to determine the 
			location of the prior alignment is to simply calculate it from the 
			location of the line of ancient sites. 
			 
          
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          PART 7 - THE GREAT PYRAMID, PERU & PYTHAGORAS
 
           The Great Pyramid precisely expresses the 2pi 
          relationship between the circumference and the radius of the Earth.
 
            
              
				
           The height 
          of the Great Pyramid is 481.4 feet. 
				
           The perimeter 
          of the Great Pyramid (the length of all four sides at the base of the 
			pyramid) is 3,023 feet. 
				
           The height 
          of the Great Pyramid times 2pi (6.28) is 3,023 feet.  
            
            
              
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          The relationship of the 
			distances between the Great Pyramid, Nazca, and the axis point 
			of the line of ancient sites, precisely expresses this same 2pi 
			relationship. 
 Inspired by Charles Hapgood's Earth crust displacement theory, Jim Bowles, a retired NASA engineer, wrote 
			The Gods, Gemini, 
			and the Great Pyramid. In his book, Bowles provides a 
			scientific explanation for the causes of Earth crust displacements.
 
          He also discusses many similarities between the lines and figures at
			Nazca, the 
          Great Pyramid 
          and ancient Egyptian hieroglyphic texts. 
			 
          Bowles observes that 
			the Great Pyramid and the Nazca lines and figures would have been 
			on the equator if the North Pole had been in southeastern 
			Alaska, and in a lengthy proof using coordinate derivations and 
			spherical trigonometry he demonstrates the 2pi 
			relationship between the three sites. 
			 
          Of course, this 2pi 
			relationship exists between the Great Pyramid, Nazca and the axis 
			point for the line of ancient sites, regardless of whether or not 
			the axis point was once the North Pole. 
			 
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          This relationship may also 
			be demonstrated by diagramming the great circle distances between 
			the three sites on a flat surface. Along the line of ancient sites, 
			the distance from the Great Pyramid to the
          Nazca lines is 7,677.6 miles.  
            
          The distance from the line 
			of ancient sites to the axis point in southeastern Alaska is 6,215 
			miles.  
            
          This triangle, with a base of 7,677.6 miles and sides of 
			6,215 miles, forms an isosceles triangle with base angles of 51° 51' 
			and a height of 4,887.72 miles. The height of the triangle is 
			calculated using Pythagoras' theory (a² + b² = c²).  
            
          The height of 
			the triangle times 2pi equals the base of the triangle times four.  
                
          3.1416 x 2 = 6.2832 
 4,887.72 miles x 6.2832 = 30,710.4 miles
 
 7,677.6 miles x 4 = 30,710.4 miles
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          Another special triangular relationship, found in the dimensions of 
			the King's Chamber in the Great Pyramid, is the 3-4-5 
			right triangle that elegantly expresses Pythagoras' theory 
			(3² + 4² = 5²). 
			 
            
          
          In the King's Chamber, the diagonal length of the 
			east wall is 309", the length of the chamber is 412", and the long 
			central diagonal is 515". The stone over the entrance to the King's 
			Chamber is the only stone in the walls that is two courses high. 
			
			 
            
          
          This stone also expresses a 3-4-5 right triangle relationship by its 
			measurements of 124"L x 93"H x 155" diagonal. 
           
            
            
              
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          The distances between the 
          Great Pyramid, Machupicchu, and the axis 
			point of the line of ancient sites, express this same 3-4-5 
			relationship.     
          The distance from the Great Pyramid to Machupicchu 
          (7,487 miles) is exactly 30.0% of the circumference of the Earth.   
            
          The 
			distance from the Great Pyramid and from Machupicchu to the axis 
			point for the line of ancient sites is exactly 25% of the 
			circumference of the Earth.     
          Dividing this isosceles 
			triangle by it's height, forms two 15%-20%-25% right triangles.  | 
                
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