peyakonew

Animate Transitive Verb (VTA)

Independent Order

Indicative - neutral

→ direct inverse ←
1psni peyakonâw
ni peyakonikʷ
3ps
ni peyakonâwak
ni peyakonikwak
3pp
ni peyakonimâwa
ni peyakonâliwa
ni peyakonikoliwa

4p
2pski peyakonin
ki peyakonitin
1ps
ki peyakoninân
ki peyakonitinân
1pp
(exclusive)
ki peyakonâw
ki peyakonikʷ
3ps
ki peyakonâwak
ki peyakonikwak
3pp
ki peyakonimâwa
ki peyakonâliwa
ki peyakonikoliwa

4p
3pspeyakonew
peyakonikow
4p
peyakonimew

5p
4ppeyakoneliwa
peyakonikoliwa
5p
1pp
(exclusive)
ni peyakonânân
ni peyakonikonân
3ps
ni peyakonânânak
ni peyakonikonânak
3pp
ni peyakonimânâna
ni peyakonikonâna
4p
1pp
(inclusive)
ki peyakonânaw
ki peyakonânon
ki peyakoniko(nâ)naw
ki peyakoniko(nâ)non
3ps
ki peyakonânawak
ki peyakoniko(nâ)nawak
3pp
ki peyakonimânawa
ki peyakonikonawa
4p
2ppki peyakoninâwâw
ki peyakonitinâwâw
1ps & 1pp
(exclusive)
ki peyakonâwâw
ki peyakonikowâw
3ps
ki peyakonâwâwak
ki peyakonikowâwak
3pp
ki peyakonimâwâwa
ki peyakonikowâwa
4p
3pppeyakonewak
peyakonikowak
4p
peyakonimewak

5p

Indicative - preterit

→ direct inverse ←
1psni peyakonâhtay
ni peyakonikohtay
3ps
ni peyakonâhtayak
ni peyakonikohtayak
3pp
ni peyakonimâhtaya
ni peyakonikolihtay
4p
2pski peyakonihtay
ki peyakonitihtay
1ps
ki peyakonihtân
ki peyakonitihtân
1pp
(exclusive)
ki peyakonâhtay
ki peyakonikohtay
3ps
ki peyakonâhtayak
ki peyakonikohtayak
3pp
ki peyakonimâhtaya
ki peyakonikolihtay
4p
3pspeyakonepan
peyakonikôpan
4p
peyakonimepan

5p
4ppeyakonelîpana
peyakonikolîpana
5p
1pp
(exclusive)
ni peyakonâhtân
ni peyakonikohtân
3ps
ni peyakonâhtânak
ni peyakonâhtâ(nâ)nak
ni peyakonikohtânak
ni peyakonikohtâ(nâ)nak
3pp
ni peyakonimâhtâna
ni peyakonikolihtân
4p
1pp
(inclusive)
ki peyakonâhtânaw
ki peyakonâhtânon
ki peyakonikohtânaw
ki peyakonikohtânon
3ps
ki peyakonâhtânawak
ki peyakonikohtânawak
3pp
ki peyakonimâhtânawa
ki peyakonikolihtânaw
4p
2ppki peyakonihtâwâw
ki peyakonitihtâwâw
1ps & 1pp
(exclusive)
ki peyakonâhtâwâw
ki peyakonikohtâwâw
3ps
ki peyakonâhtâwâwak
ki peyakonikohtâwâwak
3pp
ki peyakonimâhtâwâwa
ki peyakonikolihtâwâw
4p
3pppeyakonepanak
peyakonikôpanak
4p
peyakonimepanak

5p

Dubitative - neutral

→ direct inverse ←
1psni peyakonâtok(w)e
ni peyakonikôtok(w)e
3ps
ni peyakonâtok(w)enak
ni peyakonikôtok(w)enak
3pp
ni peyakonimâtok(w)e
ni peyakonikolîtok(w)e
4p
2pski peyakoninâtok(w)e
ki peyakonitinâtok(w)e
1ps
ki peyakoninânâtok(w)e
ki peyakonitinânâtok(w)e
1pp
(exclusive)
ki peyakonâtok(w)e
ki peyakonikôtok(w)e
3ps
ki peyakonâtok(w)enak
ki peyakonikôtok(w)enak
3pp
ki peyakonimâtok(w)e
ki peyakonikolîtok(w)e
4p
3pspeyakonetok(w)e
peyakonikôtok(w)e
4p
peyakonimetok(w)e

5p
4ppeyakonelîtok(w)e
peyakonikolîtok(w)e
5p
1pp
(exclusive)
ni peyakonânânâtok(w)e
ni peyakonikonânâtok(w)e
3ps
ni peyakonânânâtok(w)enak
ni peyakonikonânâtok(w)enak
3pp
ni peyakonimânânâtok(w)e

4p
1pp
(inclusive)
ki peyakonânâtok(w)e
ki peyakonikonâ(nâ)tok(w)e
3ps
ki peyakonânâtok(w)enak
ki peyakonikonâ(nâ)tok(w)enak
3pp
ki peyakonimânâtok(w)e

4p
2ppki peyakoninâwâtok(w)e
ki peyakonitinâwâtok(w)e
1ps & 1pp
(exclusive)
ki peyakonâwâtok(w)e
ki peyakonikowâtok(w)e
3ps
ki peyakonâwâtok(w)enak
ki peyakonikowâtok(w)enak
3pp
ki peyakonimâwâtok(w)e

4p
3pppeyakonetok(w)enak
peyakonikôtok(w)enak
4p
peyakonimetok(w)enak

5p

Dubitative - preterit

→ direct inverse ←
1psni peyakonâkopan
ni peyakonikokopan
3ps
ni peyakonâkopanak
ni peyakonikokopanak
3pp
ni peyakonimâkopan
ni peyakonikolikopan
4p
2pski peyakoninâkopan
ki peyakonitinâkopan
1ps
ki peyakoninânâkopan
ki peyakonitinânâkopan
1pp
(exclusive)
ki peyakonâkopan
ki peyakonikokopan
3ps
ki peyakonâkopanak
ki peyakonikokopanak
3pp
ki peyakonimâkopan
ki peyakonikolikopan
4p
3pspeyakonekopan
peyakonikokopan
4p
peyakonimekopan

5p
4ppeyakonelikopan
peyakonikolikopan
5p
1pp
(exclusive)
ni peyakonânânâkopan
ni peyakonikonânâkopan
3ps
ni peyakonânânâkopanak
ni peyakonikonânâkopanak
3pp
ni peyakonimânânâkopan

4p
1pp
(inclusive)
ki peyakonânâkopan
ki peyakonikonâkopan
3ps
ki peyakonânâkopanak
ki peyakonikonâkopanak
3pp
ki peyakonimânâkopan

4p
2ppki peyakoninâwâkopan
ki peyakonitinâwâkopan
1ps & 1pp
(exclusive)
ki peyakonâwâkopan
ki peyakonikowâkopan
3ps
ki peyakonâwâkopanak
ki peyakonikowâkopanak
3pp
ki peyakonimâwâkopan

4p
3pppeyakonewâkopan
peyakonikowâkopan
4p
peyakonimewâkopan

5p

Imperative Order

Immediate

↓ 2ps ↓ 2pp ↓ 1pp (inclusive)
1pspeyakonin
peyakonikʷ

1pp
(exclusive)
peyakoninân
peyakoninân

3pspeyakon
peyakonihkʷ
peyakonâhkʷ
peyakonâtâw
3pppeyakonik
peyakonihkok
peyakonâhkok
peyakonâtânak
4ppeyakonim
peyakonimâhkʷ
peyakonimâtâna

Delayed

↓ 2ps ↓ 2pp ↓ 1pp (inclusive)
1pspeyakonîhkan
peyakonîhkekʷ




3pspeyakonâhkan
peyakonâhkekʷ
peyakonâhkahk
3pppeyakonâhkanak
peyakonâhkekok

4ppeyakonimâhkan
peyakonimâhkekʷ
peyakonimâhkahk

Conjunct Order

Indicative - neutral

→ direct inverse ←
1pspeyakonak
peyakonit
3ps
peyakonakik
peyakonicik
3pp
peyakonimaki
peyakonimici
4p
2pspeyakoniyan
peyakonitân
1ps
peyakoniyâhk
peyakonitâhk
1pp
(exclusive)
peyakonat
peyakonisk
3ps
peyakonacik
peyakoniskik
3pp
peyakonimaci
peyakonimiski
4p
3pspeyakonât
peyakonikot
4p
peyakonimât

5p
4ppeyakonâlici
peyakonikolici
5p
1pp
(exclusive)
peyakonakiht
peyakonâyâhk
peyakoniyamiht
peyakonikoyâhk
3ps
peyakonakihcik

peyakoniyamihcik
peyakonikoyâhk
3pp
peyakonimakihci
peyakonimiyamihci
4p
1pp
(inclusive)
peyakonahkʷ
peyakonâyahkʷ
peyakonitahkʷ
peyakonikoyahkʷ
3ps
peyakonahkok

peyakonitahkok
peyakonikoyahkʷ
3pp
peyakonimahko
peyakonimitahko
4p
2pppeyakoniyekʷ
peyakonitakok
1ps & 1pp
(exclusive)
peyakonekʷ

peyakonitâkʷ
peyakonikoyekʷ
3ps
peyakonekok

peyakonitâkok
peyakonikoyekʷ
3pp
peyakonimeko
peyakonimitâko
4p
3pppeyakonâcik
peyakonikocik
4p
peyakonimâcik

5p

Indicative - preterit

→ direct inverse ←
1pspeyakonakipan
peyakonispan
3ps
peyakonakwâpan
peyakonakipanak
peyakoniwâspan
peyakonispanak
3pp
peyakonimakipan
peyakonimispan
4p
2pspeyakoniyahpan
peyakonitâpân
1ps
peyakoniyâhkipan
peyakonitâhkipan
1pp
(exclusive)
peyakonatipan
peyakoniskipan
3ps
peyakonatwâpan
peyakonatipanak
peyakoniskwâpan
peyakoniskipanak
3pp
peyakonimatipan
peyakonimiskipan
4p
3pspeyakonâspan
peyakonikospan
4p
peyakonimâspan

5p
4ppeyakonâlispan
peyakonikolispan
5p
1pp
(exclusive)
peyakonakihtipan
peyakonâyâhkipan
peyakoniyamihtipan
peyakonikoyâhkipan
3ps
peyakonakihtwâpan
peyakonakihtipanak

peyakoniyamihtwâpan
peyakoniyamihtipanak
peyakonikoyâhkipan
3pp
peyakonimakihtipan
peyakonimiyamihtipan
4p
1pp
(inclusive)
peyakonahkopan
peyakonâyahkopan
peyakonitahkopan
peyakonikoyahkopan
3ps
peyakonahkwâpan
peyakonahkopanak

peyakonitahkwâpan
peyakonitahkopanak
peyakonikoyahkopan
3pp
peyakonimahkopan
peyakonimitahkopan
4p
2pppeyakoniyekopan
peyakonitakokipan
1ps & 1pp
(exclusive)
peyakonekopan

peyakonitâkopan
peyakonikoyekopan
3ps
peyakonekwâpan
peyakonekopanak

peyakonitâkwâpan
peyakonitâkopanak
peyakonikoyekopan
3pp
peyakonimekopan
peyakonimitâkopan
4p
3pppeyakonâwâspan
peyakonâspanak
peyakonikowâspan
peyakonikospanak
4p
peyakonimâwâspan

5p

Dubitative - neutral

→ direct inverse ←
1pspeyakonâwake
peyakonikwe
3ps
peyakonâwakenak

peyakoniwâkwe
peyakonikwenak
3pp
peyakonimâwake
peyakonimikwe
4p
2pspeyakoniwane
peyakonitâwâne
1ps
peyakoniwâhkwe
peyakonitâwâhkwe
1pp
(exclusive)
peyakonâwate
peyakoniskwe
3ps
peyakonâwatenak

peyakoniskwâkwe
peyakoniskwenak
3pp
peyakonimâwate
peyakonimiskwe
4p
3pspeyakonâkwe
peyakonikokwe
4p
peyakonimâkwe

5p
4ppeyakonâlikwe
peyakonikolikwe
5p
1pp
(exclusive)
peyakonâwakihte

peyakoniyamihte
peyakonikoyâhkwe
3ps
peyakonâwakihtenak

peyakoniyamihtenak
peyakonikoyâhkwe
3pp
peyakonimâwakihte
peyakonimiyamihte
4p
1pp
(inclusive)
peyakonâwahkwe

peyakonitahkwe
peyakonikoyahkwe
3ps
peyakonâwahkwenak

peyakonitahkwenak
peyakonikoyahkwe
3pp
peyakonimâwahkwe
peyakonimitahkwe
4p
2pppeyakoniwekwe
peyakonitakokwâwe
1ps & 1pp
(exclusive)
peyakonewekwe

peyakonitâkwe
peyakonikoyekwe
3ps
peyakonewekwenak

peyakonitâkwenak
peyakonikoyekwe
3pp
peyakonimewekwe
peyakonimitâkwe
4p
3pppeyakonâwâkwe
peyakonâkwenak
peyakonikowâkwe
peyakonikokwenak
4p
peyakonimâwâkwe

5p

Dubitative - preterit

→ direct inverse ←
1pspeyakonâwakipane
peyakonikopane
3ps
peyakonâwakipanenak
peyakoniwâkopane
3pp
peyakonimâwakipane
peyakonimikopane
4p
2pspeyakoniwahpane
peyakonitâwâpâne
1ps
peyakoniwâhkopane
peyakonitâwâhkopane
1pp
(exclusive)
peyakonâwatipane
peyakoniskopane
3ps
peyakonâwatipanenak

peyakoniskwâkopane
peyakoniskopanenak
3pp
peyakonimâwatipane
peyakonimiskopane
4p
3pspeyakonâkopane
peyakonikokopane
4p
peyakonimâkopane

5p
4ppeyakonâlikopane
peyakonikolikopane
5p
1pp
(exclusive)
peyakonâwakihtipane

peyakoniyamihtipane
peyakonikoyâhkopane
3ps
peyakonâwakihtipanenak

peyakoniyamihtipanenak
peyakonikoyâhkopane
3pp
peyakonimâwakihtipane
peyakonimiyamihtipane
4p
1pp
(inclusive)
peyakonâwahkopane

peyakonitahkopane
peyakonikoyahkopane
3ps
peyakonâwahkopanenak

peyakonitahkopanenak
peyakonikoyahkopane
3pp
peyakonimâwahkopane
peyakonimitahkopane
4p
2pppeyakoniwekopane
peyakonitakokopane
1ps & 1pp
(exclusive)
peyakonewekopane

peyakonitâkokopane
peyakonikoyekopane
3ps
peyakonewekopanenak

peyakonitâkokopanenak
peyakonikoyekopane
3pp
peyakonimewekopane
peyakonimitâkokopane
4p
3pppeyakonâwâkopane
peyakonâkopanenak
peyakonikowâkopane
peyakonikokopanenak
4p
peyakonimâwâkopane

5p

Subjunctive

→ direct inverse ←
1pspeyakonake
peyakonite
3ps
peyakonakwâwe
peyakonakenak
peyakonitwâwe
peyakonitenak
3pp
peyakonimake(na)
peyakonimite
4p
2pspeyakoniyane
peyakonitâne
1ps
peyakoniyâhke
peyakonitâhke
1pp
(exclusive)
peyakonate
peyakoniske
3ps
peyakonatwâwe
peyakonatenak
peyakoniskwâwe
peyakoniskenak
3pp
peyakonimate(na)
peyakonimiske
4p
3pspeyakonâte
peyakonikote
4p
peyakonimâte(na)

5p
4ppeyakonâlite
peyakonikolite
5p
1pp
(exclusive)
peyakonakihte

peyakoniyamihte
peyakonikoyâhke
3ps
peyakonakihtwâwe
peyakonakihtenak

peyakoniyamihtwâwe
peyakoniyamihtenak
peyakonikoyâhke
3pp
peyakonimakihte(na)
peyakonimiyamihte
4p
1pp
(inclusive)
peyakonahkwe

peyakonitahkwe
peyakonikoyahkwe
3ps
peyakonahkwâwe
peyakonahkwenak

peyakonitahkwâwe
peyakonitahkwenak
peyakonikoyahkwe
3pp
peyakonimahkwe(na)
peyakonimitahkwe
4p
2pppeyakoniyekwe

peyakonitakwâwe
peyakonitakoke
1ps & 1pp
(exclusive)
peyakonekwe

peyakonitâkwe
peyakonikoyekwe
3ps
peyakonekwâwe
peyakonekwenak

peyakonitâkwâwe
peyakonitâkwenak
peyakonikoyekwe
3pp
peyakonimekwe(na)
peyakonimitâkwe
4p
3pppeyakonâtwâwe
peyakonâtenak
peyakonikotwâwe
peyakonikotenak
4p
peyakonimâtwâwe

5p

Iterative

→ direct inverse ←
1pspeyakonaki
peyakonici
3ps
peyakonakwâwi
peyakonitwâwi
3pp
peyakonimaki
peyakonimici
4p
2pspeyakoniyani
peyakonitâni
1ps
peyakoniyâhki
peyakonitâhki
1pp
(exclusive)
peyakonaci
peyakoniski
3ps
peyakonatwâwi
peyakoniskwâwi
3pp
peyakonimaci
peyakonimiski
4p
3pspeyakonâci
peyakonikoci
4p
peyakonimâci

5p
4ppeyakonâlici
peyakonikolici
5p
1pp
(exclusive)
peyakonakihci

peyakoniyamihci
peyakonikoyâhki
3ps
peyakonakihtwâwi

peyakoniyamihtwâwi
peyakonikoyâhki
3pp
peyakonimakihci
peyakonimiyamihci
4p
1pp
(inclusive)
peyakonahko

peyakonitahko
peyakonikoyahko
3ps
peyakonahkwâwi

peyakonitahkwâwi
peyakonikoyahko
3pp
peyakonimahko
peyakonimitahko
4p
2pppeyakoniyeko

peyakonitakwâwi
peyakonitakoki
1ps & 1pp
(exclusive)
peyakoneko

peyakonitâko
peyakonikoyeko
3ps
peyakonekwâwi

peyakonitâkwâwi
peyakonikoyeko
3pp
peyakonimeko
peyakonimitâko
4p
3pppeyakonâtwâwi
peyakonikotwâwi
4p
peyakonimâtwâwi

5p
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