A̱za̱za̱rak la̱mba

la̱mba di̱ kpa̱m á̱za̱za̱rak la̱mba

Di̱ ki bwan la̱mba a̱ni, a̱za̱za̱rak la̱mba na yhui yet 1, 2, 3, a̱nya bat., ka̱ doot a̱ a̱yhui ghai 0. A̱gyang shei nye a̱za̱za̱rak lamba yet swang lamba na byia tswá ani 0, 1, 3, ..., nang agyang shei ba nye lamba ba byia tswá ani. A̱ nyet lyuut yhang shim sarai ki shei nang a̱nyet shei ani ding jen khu yet ba asham ani. lyuut jhyang shei a̱za̱za̱rak lamba nang gu yet swang lamba mbyiang a̱ ziro, ma̱nang mang lyuut ghyang, swang lamba fa kakhap lamba nya (mbyiang asu sang tswá).

a̱za̱za̱rak la̱mba
mathematical term
Tafa Jhyuk
Yet kap Jhyuk
Byia̱ ta̱mfinger-counting Jhyuk
Á̱ fang ma̱number theory Jhyuk
NotationN Jhyuk
EntitySchema for this classEntity schema not supported yet (E13) Jhyuk
Byia̱ lyulyootlist of natural numbers Jhyuk