Tomb of Ramesses II Ramesses II, also known as Ramesses the Great, was buried in Tomb KV7, located in the Valley of the Kings, Egypt. He was the son of Seti I and Tuya and reigned from 1279 to 1213 BCE. He constructed monuments at Abu Simbel, Abydos, Rame sseum, L uxor, a nd Karnak. Coordinates 25.740776,32.601625 Description Current measurements divide the tomb into three levels: level 1, the entrance corridor; level 2, the pillared chamber; and level 3, the burial chamber and rooms. 3D mapping of the tomb enables measurements to be taken. Measurements Entrance corridor; 22.90m by 2.61m /44 by 5 cubits Floor area: 220 sq cubits Opening in corridor 8.35m by 8.35m by 3.7m Floor area: 70 sq m² Volume: 259m³/1795 cubit³ Room off corridor 7.85×8.48×3.10 m Floor area: 66.50 sq m Volume: 206.4 m³/1442.5 cubit³ Room off corridor (2) 5.38×3.30×2.63 m Floor area: 46.7 sq m Volume 46.7 m³/326.4 cubit³ End of corridor 6.3×5.72×2.82 Floor area: 36 sq m Volume: 101.6 m³/7...
Olympia
It was a major Panhellenic religious sanctuary of ancient Greece, where the ancient Olympic Games were held. Although dedicated to the Greek god Zeus, it is unconnected to Mount Olympus and the Twelve Olympians, which were the major deities of Ancient Greek religion.
The ancient Greek Olympic Games were held every four years, from the 8th century bc to the 4th century ad.
Angles for buildings
Temple of Zeus 8°
Temple of Hera 3.97°
Ancient Olympic Stadium 23°
Leonidaio 20°
Main route 16°
Coordinates
Kurd, Hungary
46.489649,18.216799
Olympia, Greece
37.636751,21.629804
If the coordinates of the location in Hungary are taken roughly as 46 and 18 and then connected to the building angles and then with π.
46×18=828
4×8×23=736
Difference
828-736=92
(92÷23=4)
π−3=0.14159
0.14159÷1.55=91.3500991
91.3500991÷23=3.9717434391
The reason for this could be to give a more accurate angle, which in turn would be a more accurate date, or a distance as part of a circle, so could be multipled by the radian.
This, though, is one of many points that could fit along this 16° north facing road.
A possible date, distance, and new coordinates.
3.9717÷1.55=2.5624
2.5624×1000=2562.4
2562.42−1985=577.42 bc
3.9717×57.296=227.565
227.5650÷111.3194=2.04425
21.629804-18.216799=3.413005
From Olympia's coordinates and adding the 227 as kms gives a value of 2.04425 for longitude and 0.306249 for latitude.
21.629804+2.044252136=23.674056136
Coordinates (longitude)
37.636751,23.674056136
Coordinates (latitude)
37.943000,23.674056136
(37.943000-37.636751=0.306249)
In a distance, this is a triangle 227.565 km by 34.09 km with an angle of 7.532° and a distance of 229.5 km to Athens, Greece. As a direct journey, the angle increases to 7.598°
37.636751,21.629804
2.026302+21.629804=23.656106
The alternative puts the distance about 1.5kms west in the Pireas area.
37.943000,23.65610669
Conclusion
This site holds a similarly to Rujm el-Hiri in the angle of 16° and distance of 225.2378 kms, which could be a direction to Jerusalem.
Another possibility is that it is a copy of the meaning for Olympia, the 16° north road and distance to Athens but using 227.565kms as the direct route and 225.566kms as the horizontal distance, the difference between these two is 0.329kms.
225.566-225.2378=0.329kms
3.9717÷1.55=2.5624
2.5624×1000=2562.4
2562.42−1985=577.42 bc
3.9717×57.296=227.565
227.5650÷111.3194=2.04425
21.629804-18.216799=3.413005
From Olympia's coordinates and adding the 227 as kms gives a value of 2.04425 for longitude and 0.306249 for latitude.
21.629804+2.044252136=23.674056136
Coordinates (longitude)
37.636751,23.674056136
Coordinates (latitude)
37.943000,23.674056136
(37.943000-37.636751=0.306249)
In a distance, this is a triangle 227.565 km by 34.09 km with an angle of 7.532° and a distance of 229.5 km to Athens, Greece. As a direct journey, the angle increases to 7.598°
37.636751,21.629804
2.026302+21.629804=23.656106
The alternative puts the distance about 1.5kms west in the Pireas area.
37.943000,23.65610669
Conclusion
This site holds a similarly to Rujm el-Hiri in the angle of 16° and distance of 225.2378 kms, which could be a direction to Jerusalem.
Another possibility is that it is a copy of the meaning for Olympia, the 16° north road and distance to Athens but using 227.565kms as the direct route and 225.566kms as the horizontal distance, the difference between these two is 0.329kms.
225.566-225.2378=0.329kms
The difference in measurement can be accounted for as the measurement used is from the end of the main road and in itself is about 300m west of the grandstand of the Olympic Stadium.
This would then put Rujm el-Hiri no older than 800 bc but more accurately nearer to the Romans in the 1st century bc to 1st century ad.
This also just uses triangles to calculate distance on a curved surface and uses the equatorial circumference for both latitude and longitude.
The distance to Kurd is 1056kms at 16° north in the 20th century, if subtracted by the angle 3.97° and that number divided by 60 as if coverting into minutes, as a ratio from 360 gives the number 0.7 which can be used for obliquity with a date given.
16−3.97=12.03
12.03×1056=12703.68
12703.68÷60=211.728 minutes
360-211.728=148.272
148.272÷211.728=0.7
0.7×10250=7178.0208
This number then is subtracted from maximum tilt and from peak obliquity, giving two numbers.
7178.0208-1985=5193
7178.0208-6642=536
Taking these two numbers and splitting them so that by giving coordinates, the following is produced.
51.93 or 51°N 93°E
5.36 or 5°N 36°E
The angle between the two points is 44° in the 20th century ad and in the 5th century bc it is 40.03°.
44-3.97=40.03
From earlier, a number of 225.56kms was achieved. If this number is also split for coordinates, it gives the longitude.
225.56 = 22.56°
Official coordinates
40°05′08″N 22°21′31″E
New coordinates
40°03' N 22°56' E
The new coordinates are about 15kms southeast of Mt.Olympus and visable from the coast at Leptokarya and an angular distance of 3° accounting for the π-3.
This suggests that the maximum tilt to 577 bc is 3.97°, 'Olympus', but the conversion is quite obscure.
(Minutes, degrees, obliquity, and coordinates).
This would then put Rujm el-Hiri no older than 800 bc but more accurately nearer to the Romans in the 1st century bc to 1st century ad.
This also just uses triangles to calculate distance on a curved surface and uses the equatorial circumference for both latitude and longitude.
The distance to Kurd is 1056kms at 16° north in the 20th century, if subtracted by the angle 3.97° and that number divided by 60 as if coverting into minutes, as a ratio from 360 gives the number 0.7 which can be used for obliquity with a date given.
16−3.97=12.03
12.03×1056=12703.68
12703.68÷60=211.728 minutes
360-211.728=148.272
148.272÷211.728=0.7
0.7×10250=7178.0208
This number then is subtracted from maximum tilt and from peak obliquity, giving two numbers.
7178.0208-1985=5193
7178.0208-6642=536
Taking these two numbers and splitting them so that by giving coordinates, the following is produced.
51.93 or 51°N 93°E
5.36 or 5°N 36°E
The angle between the two points is 44° in the 20th century ad and in the 5th century bc it is 40.03°.
44-3.97=40.03
From earlier, a number of 225.56kms was achieved. If this number is also split for coordinates, it gives the longitude.
225.56 = 22.56°
Official coordinates
40°05′08″N 22°21′31″E
New coordinates
40°03' N 22°56' E
The new coordinates are about 15kms southeast of Mt.Olympus and visable from the coast at Leptokarya and an angular distance of 3° accounting for the π-3.
This suggests that the maximum tilt to 577 bc is 3.97°, 'Olympus', but the conversion is quite obscure.
(Minutes, degrees, obliquity, and coordinates).
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