kehcikonew

Animate Transitive Verb (VTA)

Independent Order

Indicative - neutral

→ direct inverse ←
1psni kehcikonâw
ni kehcikonikʷ
3ps
ni kehcikonâwak
ni kehcikonikwak
3pp
ni kehcikonimâwa
ni kehcikonâliwa
ni kehcikonikoliwa

4p
2pski kehcikonin
ki kehcikonitin
1ps
ki kehcikoninân
ki kehcikonitinân
1pp
(exclusive)
ki kehcikonâw
ki kehcikonikʷ
3ps
ki kehcikonâwak
ki kehcikonikwak
3pp
ki kehcikonimâwa
ki kehcikonâliwa
ki kehcikonikoliwa

4p
3pskehcikonew
kehcikonikow
4p
kehcikonimew

5p
4pkehcikoneliwa
kehcikonikoliwa
5p
1pp
(exclusive)
ni kehcikonânân
ni kehcikonikonân
3ps
ni kehcikonânânak
ni kehcikonikonânak
3pp
ni kehcikonimânâna
ni kehcikonikonâna
4p
1pp
(inclusive)
ki kehcikonânaw
ki kehcikonânon
ki kehcikoniko(nâ)naw
ki kehcikoniko(nâ)non
3ps
ki kehcikonânawak
ki kehcikoniko(nâ)nawak
3pp
ki kehcikonimânawa
ki kehcikonikonawa
4p
2ppki kehcikoninâwâw
ki kehcikonitinâwâw
1ps & 1pp
(exclusive)
ki kehcikonâwâw
ki kehcikonikowâw
3ps
ki kehcikonâwâwak
ki kehcikonikowâwak
3pp
ki kehcikonimâwâwa
ki kehcikonikowâwa
4p
3ppkehcikonewak
kehcikonikowak
4p
kehcikonimewak

5p

Indicative - preterit

→ direct inverse ←
1psni kehcikonâhtay
ni kehcikonikohtay
3ps
ni kehcikonâhtayak
ni kehcikonikohtayak
3pp
ni kehcikonimâhtaya
ni kehcikonikolihtay
4p
2pski kehcikonihtay
ki kehcikonitihtay
1ps
ki kehcikonihtân
ki kehcikonitihtân
1pp
(exclusive)
ki kehcikonâhtay
ki kehcikonikohtay
3ps
ki kehcikonâhtayak
ki kehcikonikohtayak
3pp
ki kehcikonimâhtaya
ki kehcikonikolihtay
4p
3pskehcikonepan
kehcikonikôpan
4p
kehcikonimepan

5p
4pkehcikonelîpana
kehcikonikolîpana
5p
1pp
(exclusive)
ni kehcikonâhtân
ni kehcikonikohtân
3ps
ni kehcikonâhtânak
ni kehcikonâhtâ(nâ)nak
ni kehcikonikohtânak
ni kehcikonikohtâ(nâ)nak
3pp
ni kehcikonimâhtâna
ni kehcikonikolihtân
4p
1pp
(inclusive)
ki kehcikonâhtânaw
ki kehcikonâhtânon
ki kehcikonikohtânaw
ki kehcikonikohtânon
3ps
ki kehcikonâhtânawak
ki kehcikonikohtânawak
3pp
ki kehcikonimâhtânawa
ki kehcikonikolihtânaw
4p
2ppki kehcikonihtâwâw
ki kehcikonitihtâwâw
1ps & 1pp
(exclusive)
ki kehcikonâhtâwâw
ki kehcikonikohtâwâw
3ps
ki kehcikonâhtâwâwak
ki kehcikonikohtâwâwak
3pp
ki kehcikonimâhtâwâwa
ki kehcikonikolihtâwâw
4p
3ppkehcikonepanak
kehcikonikôpanak
4p
kehcikonimepanak

5p

Dubitative - neutral

→ direct inverse ←
1psni kehcikonâtok(w)e
ni kehcikonikôtok(w)e
3ps
ni kehcikonâtok(w)enak
ni kehcikonikôtok(w)enak
3pp
ni kehcikonimâtok(w)e
ni kehcikonikolîtok(w)e
4p
2pski kehcikoninâtok(w)e
ki kehcikonitinâtok(w)e
1ps
ki kehcikoninânâtok(w)e
ki kehcikonitinânâtok(w)e
1pp
(exclusive)
ki kehcikonâtok(w)e
ki kehcikonikôtok(w)e
3ps
ki kehcikonâtok(w)enak
ki kehcikonikôtok(w)enak
3pp
ki kehcikonimâtok(w)e
ki kehcikonikolîtok(w)e
4p
3pskehcikonetok(w)e
kehcikonikôtok(w)e
4p
kehcikonimetok(w)e

5p
4pkehcikonelîtok(w)e
kehcikonikolîtok(w)e
5p
1pp
(exclusive)
ni kehcikonânânâtok(w)e
ni kehcikonikonânâtok(w)e
3ps
ni kehcikonânânâtok(w)enak
ni kehcikonikonânâtok(w)enak
3pp
ni kehcikonimânânâtok(w)e

4p
1pp
(inclusive)
ki kehcikonânâtok(w)e
ki kehcikonikonâ(nâ)tok(w)e
3ps
ki kehcikonânâtok(w)enak
ki kehcikonikonâ(nâ)tok(w)enak
3pp
ki kehcikonimânâtok(w)e

4p
2ppki kehcikoninâwâtok(w)e
ki kehcikonitinâwâtok(w)e
1ps & 1pp
(exclusive)
ki kehcikonâwâtok(w)e
ki kehcikonikowâtok(w)e
3ps
ki kehcikonâwâtok(w)enak
ki kehcikonikowâtok(w)enak
3pp
ki kehcikonimâwâtok(w)e

4p
3ppkehcikonetok(w)enak
kehcikonikôtok(w)enak
4p
kehcikonimetok(w)enak

5p

Dubitative - preterit

→ direct inverse ←
1psni kehcikonâkopan
ni kehcikonikokopan
3ps
ni kehcikonâkopanak
ni kehcikonikokopanak
3pp
ni kehcikonimâkopan
ni kehcikonikolikopan
4p
2pski kehcikoninâkopan
ki kehcikonitinâkopan
1ps
ki kehcikoninânâkopan
ki kehcikonitinânâkopan
1pp
(exclusive)
ki kehcikonâkopan
ki kehcikonikokopan
3ps
ki kehcikonâkopanak
ki kehcikonikokopanak
3pp
ki kehcikonimâkopan
ki kehcikonikolikopan
4p
3pskehcikonekopan
kehcikonikokopan
4p
kehcikonimekopan

5p
4pkehcikonelikopan
kehcikonikolikopan
5p
1pp
(exclusive)
ni kehcikonânânâkopan
ni kehcikonikonânâkopan
3ps
ni kehcikonânânâkopanak
ni kehcikonikonânâkopanak
3pp
ni kehcikonimânânâkopan

4p
1pp
(inclusive)
ki kehcikonânâkopan
ki kehcikonikonâkopan
3ps
ki kehcikonânâkopanak
ki kehcikonikonâkopanak
3pp
ki kehcikonimânâkopan

4p
2ppki kehcikoninâwâkopan
ki kehcikonitinâwâkopan
1ps & 1pp
(exclusive)
ki kehcikonâwâkopan
ki kehcikonikowâkopan
3ps
ki kehcikonâwâkopanak
ki kehcikonikowâkopanak
3pp
ki kehcikonimâwâkopan

4p
3ppkehcikonewâkopan
kehcikonikowâkopan
4p
kehcikonimewâkopan

5p

Imperative Order

Immediate

↓ 2ps ↓ 2pp ↓ 1pp (inclusive)
1pskehcikonin
kehcikonikʷ

1pp
(exclusive)
kehcikoninân
kehcikoninân

3pskehcikon
kehcikonihkʷ
kehcikonâhkʷ
kehcikonâtâw
3ppkehcikonik
kehcikonihkok
kehcikonâhkok
kehcikonâtânak
4pkehcikonim
kehcikonimâhkʷ
kehcikonimâtâna

Delayed

↓ 2ps ↓ 2pp ↓ 1pp (inclusive)
1pskehcikonîhkan
kehcikonîhkekʷ




3pskehcikonâhkan
kehcikonâhkekʷ
kehcikonâhkahk
3ppkehcikonâhkanak
kehcikonâhkekok

4pkehcikonimâhkan
kehcikonimâhkekʷ
kehcikonimâhkahk

Conjunct Order

Indicative - neutral

→ direct inverse ←
1pskehcikonak
kehcikonit
3ps
kehcikonakik
kehcikonicik
3pp
kehcikonimaki
kehcikonimici
4p
2pskehcikoniyan
kehcikonitân
1ps
kehcikoniyâhk
kehcikonitâhk
1pp
(exclusive)
kehcikonat
kehcikonisk
3ps
kehcikonacik
kehcikoniskik
3pp
kehcikonimaci
kehcikonimiski
4p
3pskehcikonât
kehcikonikot
4p
kehcikonimât

5p
4pkehcikonâlici
kehcikonikolici
5p
1pp
(exclusive)
kehcikonakiht
kehcikonâyâhk
kehcikoniyamiht
kehcikonikoyâhk
3ps
kehcikonakihcik

kehcikoniyamihcik
kehcikonikoyâhk
3pp
kehcikonimakihci
kehcikonimiyamihci
4p
1pp
(inclusive)
kehcikonahkʷ
kehcikonâyahkʷ
kehcikonitahkʷ
kehcikonikoyahkʷ
3ps
kehcikonahkok

kehcikonitahkok
kehcikonikoyahkʷ
3pp
kehcikonimahko
kehcikonimitahko
4p
2ppkehcikoniyekʷ
kehcikonitakok
1ps & 1pp
(exclusive)
kehcikonekʷ

kehcikonitâkʷ
kehcikonikoyekʷ
3ps
kehcikonekok

kehcikonitâkok
kehcikonikoyekʷ
3pp
kehcikonimeko
kehcikonimitâko
4p
3ppkehcikonâcik
kehcikonikocik
4p
kehcikonimâcik

5p

Indicative - preterit

→ direct inverse ←
1pskehcikonakipan
kehcikonispan
3ps
kehcikonakwâpan
kehcikonakipanak
kehcikoniwâspan
kehcikonispanak
3pp
kehcikonimakipan
kehcikonimispan
4p
2pskehcikoniyahpan
kehcikonitâpân
1ps
kehcikoniyâhkipan
kehcikonitâhkipan
1pp
(exclusive)
kehcikonatipan
kehcikoniskipan
3ps
kehcikonatwâpan
kehcikonatipanak
kehcikoniskwâpan
kehcikoniskipanak
3pp
kehcikonimatipan
kehcikonimiskipan
4p
3pskehcikonâspan
kehcikonikospan
4p
kehcikonimâspan

5p
4pkehcikonâlispan
kehcikonikolispan
5p
1pp
(exclusive)
kehcikonakihtipan
kehcikonâyâhkipan
kehcikoniyamihtipan
kehcikonikoyâhkipan
3ps
kehcikonakihtwâpan
kehcikonakihtipanak

kehcikoniyamihtwâpan
kehcikoniyamihtipanak
kehcikonikoyâhkipan
3pp
kehcikonimakihtipan
kehcikonimiyamihtipan
4p
1pp
(inclusive)
kehcikonahkopan
kehcikonâyahkopan
kehcikonitahkopan
kehcikonikoyahkopan
3ps
kehcikonahkwâpan
kehcikonahkopanak

kehcikonitahkwâpan
kehcikonitahkopanak
kehcikonikoyahkopan
3pp
kehcikonimahkopan
kehcikonimitahkopan
4p
2ppkehcikoniyekopan
kehcikonitakokipan
1ps & 1pp
(exclusive)
kehcikonekopan

kehcikonitâkopan
kehcikonikoyekopan
3ps
kehcikonekwâpan
kehcikonekopanak

kehcikonitâkwâpan
kehcikonitâkopanak
kehcikonikoyekopan
3pp
kehcikonimekopan
kehcikonimitâkopan
4p
3ppkehcikonâwâspan
kehcikonâspanak
kehcikonikowâspan
kehcikonikospanak
4p
kehcikonimâwâspan

5p

Dubitative - neutral

→ direct inverse ←
1pskehcikonâwake
kehcikonikwe
3ps
kehcikonâwakenak

kehcikoniwâkwe
kehcikonikwenak
3pp
kehcikonimâwake
kehcikonimikwe
4p
2pskehcikoniwane
kehcikonitâwâne
1ps
kehcikoniwâhkwe
kehcikonitâwâhkwe
1pp
(exclusive)
kehcikonâwate
kehcikoniskwe
3ps
kehcikonâwatenak

kehcikoniskwâkwe
kehcikoniskwenak
3pp
kehcikonimâwate
kehcikonimiskwe
4p
3pskehcikonâkwe
kehcikonikokwe
4p
kehcikonimâkwe

5p
4pkehcikonâlikwe
kehcikonikolikwe
5p
1pp
(exclusive)
kehcikonâwakihte

kehcikoniyamihte
kehcikonikoyâhkwe
3ps
kehcikonâwakihtenak

kehcikoniyamihtenak
kehcikonikoyâhkwe
3pp
kehcikonimâwakihte
kehcikonimiyamihte
4p
1pp
(inclusive)
kehcikonâwahkwe

kehcikonitahkwe
kehcikonikoyahkwe
3ps
kehcikonâwahkwenak

kehcikonitahkwenak
kehcikonikoyahkwe
3pp
kehcikonimâwahkwe
kehcikonimitahkwe
4p
2ppkehcikoniwekwe
kehcikonitakokwâwe
1ps & 1pp
(exclusive)
kehcikonewekwe

kehcikonitâkwe
kehcikonikoyekwe
3ps
kehcikonewekwenak

kehcikonitâkwenak
kehcikonikoyekwe
3pp
kehcikonimewekwe
kehcikonimitâkwe
4p
3ppkehcikonâwâkwe
kehcikonâkwenak
kehcikonikowâkwe
kehcikonikokwenak
4p
kehcikonimâwâkwe

5p

Dubitative - preterit

→ direct inverse ←
1pskehcikonâwakipane
kehcikonikopane
3ps
kehcikonâwakipanenak
kehcikoniwâkopane
3pp
kehcikonimâwakipane
kehcikonimikopane
4p
2pskehcikoniwahpane
kehcikonitâwâpâne
1ps
kehcikoniwâhkopane
kehcikonitâwâhkopane
1pp
(exclusive)
kehcikonâwatipane
kehcikoniskopane
3ps
kehcikonâwatipanenak

kehcikoniskwâkopane
kehcikoniskopanenak
3pp
kehcikonimâwatipane
kehcikonimiskopane
4p
3pskehcikonâkopane
kehcikonikokopane
4p
kehcikonimâkopane

5p
4pkehcikonâlikopane
kehcikonikolikopane
5p
1pp
(exclusive)
kehcikonâwakihtipane

kehcikoniyamihtipane
kehcikonikoyâhkopane
3ps
kehcikonâwakihtipanenak

kehcikoniyamihtipanenak
kehcikonikoyâhkopane
3pp
kehcikonimâwakihtipane
kehcikonimiyamihtipane
4p
1pp
(inclusive)
kehcikonâwahkopane

kehcikonitahkopane
kehcikonikoyahkopane
3ps
kehcikonâwahkopanenak

kehcikonitahkopanenak
kehcikonikoyahkopane
3pp
kehcikonimâwahkopane
kehcikonimitahkopane
4p
2ppkehcikoniwekopane
kehcikonitakokopane
1ps & 1pp
(exclusive)
kehcikonewekopane

kehcikonitâkokopane
kehcikonikoyekopane
3ps
kehcikonewekopanenak

kehcikonitâkokopanenak
kehcikonikoyekopane
3pp
kehcikonimewekopane
kehcikonimitâkokopane
4p
3ppkehcikonâwâkopane
kehcikonâkopanenak
kehcikonikowâkopane
kehcikonikokopanenak
4p
kehcikonimâwâkopane

5p

Subjunctive

→ direct inverse ←
1pskehcikonake
kehcikonite
3ps
kehcikonakwâwe
kehcikonakenak
kehcikonitwâwe
kehcikonitenak
3pp
kehcikonimake(na)
kehcikonimite
4p
2pskehcikoniyane
kehcikonitâne
1ps
kehcikoniyâhke
kehcikonitâhke
1pp
(exclusive)
kehcikonate
kehcikoniske
3ps
kehcikonatwâwe
kehcikonatenak
kehcikoniskwâwe
kehcikoniskenak
3pp
kehcikonimate(na)
kehcikonimiske
4p
3pskehcikonâte
kehcikonikote
4p
kehcikonimâte(na)

5p
4pkehcikonâlite
kehcikonikolite
5p
1pp
(exclusive)
kehcikonakihte

kehcikoniyamihte
kehcikonikoyâhke
3ps
kehcikonakihtwâwe
kehcikonakihtenak

kehcikoniyamihtwâwe
kehcikoniyamihtenak
kehcikonikoyâhke
3pp
kehcikonimakihte(na)
kehcikonimiyamihte
4p
1pp
(inclusive)
kehcikonahkwe

kehcikonitahkwe
kehcikonikoyahkwe
3ps
kehcikonahkwâwe
kehcikonahkwenak

kehcikonitahkwâwe
kehcikonitahkwenak
kehcikonikoyahkwe
3pp
kehcikonimahkwe(na)
kehcikonimitahkwe
4p
2ppkehcikoniyekwe

kehcikonitakwâwe
kehcikonitakoke
1ps & 1pp
(exclusive)
kehcikonekwe

kehcikonitâkwe
kehcikonikoyekwe
3ps
kehcikonekwâwe
kehcikonekwenak

kehcikonitâkwâwe
kehcikonitâkwenak
kehcikonikoyekwe
3pp
kehcikonimekwe(na)
kehcikonimitâkwe
4p
3ppkehcikonâtwâwe
kehcikonâtenak
kehcikonikotwâwe
kehcikonikotenak
4p
kehcikonimâtwâwe

5p

Iterative

→ direct inverse ←
1pskehcikonaki
kehcikonici
3ps
kehcikonakwâwi
kehcikonitwâwi
3pp
kehcikonimaki
kehcikonimici
4p
2pskehcikoniyani
kehcikonitâni
1ps
kehcikoniyâhki
kehcikonitâhki
1pp
(exclusive)
kehcikonaci
kehcikoniski
3ps
kehcikonatwâwi
kehcikoniskwâwi
3pp
kehcikonimaci
kehcikonimiski
4p
3pskehcikonâci
kehcikonikoci
4p
kehcikonimâci

5p
4pkehcikonâlici
kehcikonikolici
5p
1pp
(exclusive)
kehcikonakihci

kehcikoniyamihci
kehcikonikoyâhki
3ps
kehcikonakihtwâwi

kehcikoniyamihtwâwi
kehcikonikoyâhki
3pp
kehcikonimakihci
kehcikonimiyamihci
4p
1pp
(inclusive)
kehcikonahko

kehcikonitahko
kehcikonikoyahko
3ps
kehcikonahkwâwi

kehcikonitahkwâwi
kehcikonikoyahko
3pp
kehcikonimahko
kehcikonimitahko
4p
2ppkehcikoniyeko

kehcikonitakwâwi
kehcikonitakoki
1ps & 1pp
(exclusive)
kehcikoneko

kehcikonitâko
kehcikonikoyeko
3ps
kehcikonekwâwi

kehcikonitâkwâwi
kehcikonikoyeko
3pp
kehcikonimeko
kehcikonimitâko
4p
3ppkehcikonâtwâwi
kehcikonikotwâwi
4p
kehcikonimâtwâwi

5p
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