Note 340 — Chapter XII
Reading edition
The following note will explain the use of the palm-nuts, and the names of the figures:—
In throwing Afa, the reverend man, or the scholar, if sufficiently advanced, takes sixteen of the fleshy nuts of a palm, resembling the cocoa-tree; these are cleared of sarcocarp, and are marked with certain Afa-du, or Afa strokes.
When fate is consulted, the 16 nuts are thrown from the right hand to the left; if one is left behind, the priest marks two; if two, one (the contrary may be the case, as in European and Asiatic geomancy); and thus the 16 parents are formed.
The 16 are thus named and made:—
1. Called Bwé Megi: it is the Mother of all.
![[Illustration]](/illustrations/7b3a8960ce182bd7.jpg)
2. Yeku Megi.
![[Illustration]](/illustrations/dcb445c4f02053f8.jpg)
3. Wudde, or Odé-Megi.
![[Illustration]](/illustrations/138f74bd5ab17a74.jpg)
4. Dí-Megi.
![[Illustration]](/illustrations/e1b120edd89e9cc5.jpg)
5. Losu Megi.
![[Illustration]](/illustrations/6bbe7b913c87acf0.jpg)
6. Urán Megi: an inversion of No. 5.
![[Illustration]](/illustrations/16a4eef2552af931.jpg)
7. Called Abla Megi.
![[Illustration]](/illustrations/5f46ae1d8dcf1ad3.jpg)
8. Akla Megi; or Abla inverted.
![[Illustration]](/illustrations/f7d4515b6a489127.jpg)
9. Sá Megi.
![[Illustration]](/illustrations/bb8a9df3003010d8.jpg)
10. Guda Megi: an inversion of No. 9.
![[Illustration]](/illustrations/47455f10c3595012.jpg)
11. Turupwen Megi.
![[Illustration]](/illustrations/8ef45fa0d5519eb5.jpg)
12. Tula Megi.
![[Illustration]](/illustrations/0f30d9eb9f774a97.jpg)
13. Lete Megi; or Tula inverted.
![[Illustration]](/illustrations/482e48545added80.jpg)
14. Ká Megi.
![[Illustration]](/illustrations/7fdb8dfe1203a49b.jpg)
15. Ché Megi.
![[Illustration]](/illustrations/0e332f47cbdb2a48.jpg)
16. Fú Megi: considered the Father of all.
![[Illustration]](/illustrations/ecf226d2b918d8d4.jpg)
These 16 parents may have many children. Nos. 13 and 2, for instance, make
17.
![[Illustration]](/illustrations/838e6e5ae81b24c9.jpg)
—and so on, showing an infinite power of combination.