Note: This page is outdated.

Right now on Earth, it's Sunday, August 1, 2010, 05:47:45 Greenwich Mean Time. On the Kēlen planet of Tērjemār, it is:

jaliþa la ē ī anhōλi ī anūsri ī anūsīñi ī anīlīñi ē anlōni il antielen ñi anrūni ā mamōrīñ āe anlōni il antielen ñi anrūni ā masīste āe anlōni il antielen ñi anrūni ā masēllō il antielen ñi anrūsi ā malūāne jamōlemae sū-kēie; *

or:

la ē ē jē mamōrīñ āe jē masīste āe jē masēllō il antielen anrūsi ; *

which translates to:

Today is the , anhōλi and anūsri and anūsīñi and anīlīñi on the day after the re-appearance of the moon Mōrīñ, the day after the re-appearance of the moon Sīste, the day after the re-appearance of the moon Sēllō, of the return of the Womb of the Goddess Lūāne to the sky.

or:

It's of the of Mōrīñ , the of Sīste , the of Sēllō in the year .

On Earth, where we would use Hours:Minutes:Seconds, the Kēleñi use jahōλi-jūsri-jūsīñi-jīlīñi. Starting with the smallest measure, a jīlīñ is approximately equivalent to 1.5 Earth seconds. There are 64 jīlīñi in a jūsīñ, making 1 jūsīñ approximately equivalent to a minute and a half. There are 12 jūsīñi in a jūsre, making a jūsre approximately equivalent to twenty minutes, a convenient division of time. There are 8 jūsri in a jahōλa, making those approximately equivalent to two and a half hours. There are 12 jahōλi in a day of approximately 31 hours, which starts at sunrise. Since Tērjemār has little axial tilt, the day is always more or less 6 jahōλi of light and 6 of night.

There are 498.22 jalōni (days) in a jīstū (year), giving four years of 498 days and a leap year of 499 days every fifth year.

Tērjemār has four moons: Lōīñ, Sēllō, Sīste, and Mōrīñ. Lōīñ is new approximately every days; Sēllō approximately every days; Sīste approximately every days; and Mōrīñ is new approximately every days. Since Lōīñ is new so often, it is not used for telling the date, except that each new moon of Lōīñ marks the end of a jālū, the psychological equivalent of a week.

The problem of having a lunar cycle superimposed on a celestial cycle is solved by calling the last "month(s)" of the previous year the first month of the new year, without actually resetting the day count. Thus, one can have the 29th day of the first Mōrīñ on the 2nd day of the year.

* Footnote: Kēlen numbers are in Base 8. All others are in Base 10.