Illani

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[OOC Marcosy] Approximately a third of the way from Aedaris to Hyperion is [OOC Marcosy] Approximately a third of the way from Aedaris to Hyperion is
-the moon, Illani. Illani is a sphere fifty miles in diameter exerting a+ the moon, Illani. Illani is a sphere fifty miles in diameter exerting a
-gravitational pull toward its center. Illani orbits Aedaris, with its orbital+ gravitational pull toward its center. Illani orbits Aedaris, with its orbital
-period defining a month. Its surface has breathable atmosphere.+ period defining a month. Its surface has breathable atmosphere.
- +
[OOC Vance] moonwalkers! [OOC Vance] moonwalkers!
- 
[OOC Vance] sounds like a fun guild [OOC Vance] sounds like a fun guild
 + [OOC Aeriella] We also don't have eclipses.
- [OOC Aeriella] We also don't have eclipses.+ [OOC Aeriella] Aedaris weighs about 9 quintillion dekans, assuming its average
 + density comes close to that of Material_Earth. :P
 + [OOC Aeriella] Illani weighs about 8 quadrillion dekans if it's composed of
 + selero, or about 240 quadrillion dekans if it's made of cheese.
 +(there were errors in this calculation but the fixed numbers were lost to history)
 + 
 +Someday we will visit it.
[[Category: Areas]] [[Category: Areas]]

Current revision

Illani is Aedaris' moon. It has a deity called Selene. Selenta, loamota are from here.

[OOC Marcosy]   Approximately a third of the way from Aedaris to Hyperion is
the moon, Illani.  Illani is a sphere fifty miles in diameter exerting a
gravitational pull toward its center.  Illani orbits Aedaris, with its orbital
period defining a month.  Its surface has breathable atmosphere.
[OOC Vance] moonwalkers!
[OOC Vance] sounds like a fun guild
[OOC Aeriella] We also don't have eclipses.
[OOC Aeriella] Aedaris weighs about 9 quintillion dekans, assuming its average
density comes close to that of Material_Earth. :P
[OOC Aeriella] Illani weighs about 8 quadrillion dekans if it's composed of
selero, or about 240 quadrillion dekans if it's made of cheese.

(there were errors in this calculation but the fixed numbers were lost to history)

Someday we will visit it.

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