Wait... I have just had an idea.
Synuefe XR-H D11-102 1 B
-31.7347, -128.9212
1,122km = 7,049km circumference. 7,049 ÷ 6 = 1174.8333 ÷ 5 = 234.9666
(Average between 1 B and 9 b: 37.3001 ÷ 2 = 18.65005)
Synuefe ZL-J d10-119 9 b
-23.3821, 178.9094
1,300km = 8,168km circumference. 8,168 ÷ 6 = 1361.3333 ÷ 5 = 272.2667
(Average between 9 b and C 3: 42.9333 ÷ 2 = 21.46665)
IC 2391 Sector ZE-A D101 C3
29.4245, -59.5443
1,505km = 9,456km circumference. 9,456 ÷ 6 = 1576 ÷ 5 = 315.2
(Average between C 3 and B 1: 52.3666 ÷ 2 = 26.1833)
IC 2391 SECTOR GW-V B2-4 B 1
-29.1024, -30.5132
1,755km = 11,027km circumference. 11,027 ÷ 6 = 1837.8333 ÷ 5 = 367.5666
(Average between C 3 and B 1: 12.1334 ÷ 2 = 6.0667)
Synuefe XO-P c22-17 c 1
19.5345, -141.7634
1,813km = 11,391km circumference. 11,391 ÷ 6 = 1898.5 ÷ 5 = 379.7
With all those calculated, I'm wondering: do the latitudes and longitudes remain the same if the planets are of different circumferences and radius? I guess they do not. They would stretch and conform... however, since B 1 and C 1 are so close in their radius and circumference, would it not be wise to assume, that the ruins, if they do indeed exist, would roughly be near at those same co-ordinates and share them?
Also, could we narrow it down by finding the mean or average in the numbers between, 367.5666 and 379.7, for example?
379.7 - 367.5666 = 12.1334 ÷ 2 = 6.0667 - so... if the average holds true, both B 1 and C 1 should share ruins within 6.06km (12km to be safe, perhaps) - edit: or, perhaps more accurately, longitude/latitude. So C 1 could have ruins located near -29.1024, -30.5132 (like where B 1 ruins are), and B 1 could have ruins near 19.5345, -141.7634.
If they all do indeed share a pentagon geometric shape which is a spherical-type polyhedron, then... perhaps?
EDIT: Added the averages between the planets in italics.
EDIT 2: I don't think I'm the only one who checked the 1st site's co-ordinates at other planets - when I did this, I found nothing - however, the size of each planet will change the latitude and longitude so it is never the same because it is adapting to the re-sized polyhedron! So it is instead very close! So either those average numbers are the averages between co-ordinates (latitude/longitude), or they are the averages between KMs...
