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! rowspan=2 | Proto-Ashanic !! colspan=4 | Talman !! colspan=4 | Bjeheondian !! colspan=1 | Etalocian | ! rowspan=2 | Proto-Ashanic !! colspan=4 | Talman !! colspan=4 | Bjeheondian !! colspan=1 | Etalocian | ||
|- | |- | ||
! [[Windermere]] !! [[Häskä]] !! [[Tseezh]] | ! [[Windermere]] !! [[Häskä]] !! [[Tseezh]] !! [[Tsăloșian]] !! [[Wiebian]] !! [[Schong]] !! [[Æ]] !! [[Ferlitian]] | ||
|- | |- | ||
! *àdòn "one" | ! *àdòn "one" | ||
| doan || odän || don | | doan || odän || don || thohn || tů || || | ||
|- | |- | ||
! *ùrat "two" | ! *ùrat "two" | ||
| rath || rat || oozhad | | rath || rat || oozhad || raat || ras || || | ||
|- | |- | ||
! *tsiw "three" | ! *tsiw "three" | ||
| stiw || ətsəw || txim (rebracketed from 4) | | stiw || ətsəw || txim (rebracketed from 4) || tsiw || tjův || || | ||
|- | |- | ||
! *mšàk "four" | ! *mšàk "four" | ||
| smech || əmšäk || khaag | | smech || əmšäk || khaag || meih || njaai || njærv || | ||
|- | |- | ||
! *Vmǜc "five" | ! *Vmǜc "five" | ||
| müets || müc || omøøtx | | müets || müc || omøøtx || muhs || vur || || | ||
|- | |- | ||
! *dak "six" | ! *dak "six" | ||
| tach || dak || dag | | tach || dak || dag || thak || tars || || | ||
|- | |- | ||
! *àbòt "seven" | ! *àbòt "seven" | ||
| boath || obät || aabood | | boath || obät || aabood || phoht || pov || || | ||
|- | |- | ||
! *słeb "eight" | ! *słeb "eight" | ||
| łep || ešəb || xev | | łep || ešəb || xev || schap || læ̊g || || | ||
|- | |- | ||
! *ʔlòy "nine" | ! *ʔlòy "nine" | ||
| loay || oläy || wooj | | loay || oläy || wooj || loih || løv || || | ||
|- | |- | ||
! *tap "ten" | ! *tap "ten" | ||
| thaf || taf || rab | | thaf || taf || rab || tap || tås || || | ||
|- | |- | ||
! *suyàw "eleven" | ! *suyàw "eleven" | ||
| săyew || suyäw || taxaa | | săyew || suyäw || taxaa || sew || søv || || | ||
|- | |- | ||
! *srük "twelve" | ! *srük "twelve" | ||
| srüch || üsruk || tzhøg | | srüch || üsruk || tzhøg || srk || rurs || || | ||
|} | |} |
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