Karlsson2017: word forms

Auto-generated from Linglib/Data/Forms/Karlsson2017.json by scripts/gen_forms.py. Do not edit by hand; edit the JSON and re-run the generator. Declarations live in namespace Karlsson2017.Forms.

inductive Karlsson2017.Forms.Possessor : Type

The values of Possessor the source distinguishes.

• sg1 : Possessor

  The possessive suffix of the 1st person singular, 1sg in the source.

• sg2 : Possessor

  The possessive suffix of the 2nd person singular, 2sg in the source.

• sg3 : Possessor

  The possessive suffix of the 3rd person singular, 3sg in the source.

• pl1 : Possessor

  The possessive suffix of the 1st person plural, 1pl in the source.

• pl2 : Possessor

  The possessive suffix of the 2nd person plural, 2pl in the source.

• pl3 : Possessor

  The possessive suffix of the 3rd person plural, 3pl in the source.

@[instance_reducible]

instance Karlsson2017.Forms.instDecidableEqPossessor : DecidableEq Possessor

Equations

• Karlsson2017.Forms.instDecidableEqPossessor x✝ y✝ = if h : x✝.ctorIdx = y✝.ctorIdx then isTrue ⋯ else isFalse ⋯

def Karlsson2017.Forms.instReprPossessor.repr : Possessor → ℕ → Std.Format

Equations

• One or more equations did not get rendered due to their size.

@[instance_reducible]

instance Karlsson2017.Forms.instReprPossessor : Repr Possessor

Equations

• Karlsson2017.Forms.instReprPossessor = { reprPrec := Karlsson2017.Forms.instReprPossessor.repr }

inductive Karlsson2017.Forms.Infinitive : Type

The values of Infinitive the source distinguishes.

• a : Infinitive

  The first infinitive, in -A, a in the source.

• e : Infinitive

  The second infinitive, in -e, e in the source.

• ma : Infinitive

  The third infinitive, in -mA, ma in the source.

@[instance_reducible]

instance Karlsson2017.Forms.instDecidableEqInfinitive : DecidableEq Infinitive

Equations

• Karlsson2017.Forms.instDecidableEqInfinitive x✝ y✝ = if h : x✝.ctorIdx = y✝.ctorIdx then isTrue ⋯ else isFalse ⋯

@[instance_reducible]

instance Karlsson2017.Forms.instReprInfinitive : Repr Infinitive

Equations

• Karlsson2017.Forms.instReprInfinitive = { reprPrec := Karlsson2017.Forms.instReprInfinitive.repr }

def Karlsson2017.Forms.instReprInfinitive.repr : Infinitive → ℕ → Std.Format

Equations

• One or more equations did not get rendered due to their size.

inductive Karlsson2017.Forms.Clitic : Type

The values of Clitic the source distinguishes.

• kO : Clitic

  The interrogative clitic, kO in the source.

• kin : Clitic

  The additive clitic, kin in the source.

• hAn : Clitic

  The clitic of familiarity, hAn in the source.

• kAAn : Clitic

  The negative-polarity clitic, kAAn in the source.

@[instance_reducible]

instance Karlsson2017.Forms.instDecidableEqClitic : DecidableEq Clitic

Equations

• Karlsson2017.Forms.instDecidableEqClitic x✝ y✝ = if h : x✝.ctorIdx = y✝.ctorIdx then isTrue ⋯ else isFalse ⋯

def Karlsson2017.Forms.instReprClitic.repr : Clitic → ℕ → Std.Format

Equations

• One or more equations did not get rendered due to their size.

@[instance_reducible]

instance Karlsson2017.Forms.instReprClitic : Repr Clitic

Equations

• Karlsson2017.Forms.instReprClitic = { reprPrec := Karlsson2017.Forms.instReprClitic.repr }

structure Karlsson2017.Forms.Cellextends UD.MorphFeatures : Type

A cell of the source's tables, by its Universal Dependencies features and the features UD lacks.

• number : Flat Number
• gender : Flat Gender
• case_ : Flat Case
• definite : Flat Definite
• degree : Flat Degree
• pronType : Flat PronType
• reflex : Bool
• person : Flat Person
• verbForm : Flat VerbForm
• tense : Flat Tense
• aspect : Flat Aspect
• mood : Flat Mood
• voice : Flat Voice
• polarity : Flat Polarity
• possessor : Flat Possessor

  The Possessor feature.

• infinitive : Flat Infinitive

  The Infinitive feature.

• clitic : Flat Clitic

  The Clitic feature.

@[instance_reducible]

instance Karlsson2017.Forms.instDecidableEqCell : DecidableEq Cell

Equations

• Karlsson2017.Forms.instDecidableEqCell = Karlsson2017.Forms.instDecidableEqCell.decEq

def Karlsson2017.Forms.instDecidableEqCell.decEq (x✝ x✝¹ : Cell) : Decidable (x✝ = x✝¹)

Equations

• One or more equations did not get rendered due to their size.

@[instance_reducible]

instance Karlsson2017.Forms.instReprCell : Repr Cell

Equations

• Karlsson2017.Forms.instReprCell = { reprPrec := Karlsson2017.Forms.instReprCell.repr }

def Karlsson2017.Forms.instReprCell.repr : Cell → ℕ → Std.Format

Equations

• One or more equations did not get rendered due to their size.

def Karlsson2017.Forms.nom : Cell

The nom cell, Case=Nom.

Equations

• Karlsson2017.Forms.nom = { case_ := ↑UD.Case.Nom }

def Karlsson2017.Forms.gen : Cell

The gen cell, Case=Gen.

Equations

• Karlsson2017.Forms.gen = { case_ := ↑UD.Case.Gen }

def Karlsson2017.Forms.acc : Cell

The acc cell, Case=Acc.

Equations

• Karlsson2017.Forms.acc = { case_ := ↑UD.Case.Acc }

def Karlsson2017.Forms.part : Cell

The part cell, Case=Par.

Equations

• Karlsson2017.Forms.part = { case_ := ↑UD.Case.Par }

def Karlsson2017.Forms.ine : Cell

The ine cell, Case=Ine.

Equations

• Karlsson2017.Forms.ine = { case_ := ↑UD.Case.Ine }

def Karlsson2017.Forms.ela : Cell

The ela cell, Case=Ela.

Equations

• Karlsson2017.Forms.ela = { case_ := ↑UD.Case.Ela }

def Karlsson2017.Forms.ill : Cell

The ill cell, Case=Ill.

Equations

• Karlsson2017.Forms.ill = { case_ := ↑UD.Case.Ill }

def Karlsson2017.Forms.ade : Cell

The ade cell, Case=Ade.

Equations

• Karlsson2017.Forms.ade = { case_ := ↑UD.Case.Ade }

def Karlsson2017.Forms.abl : Cell

The abl cell, Case=Abl.

Equations

• Karlsson2017.Forms.abl = { case_ := ↑UD.Case.Abl }

def Karlsson2017.Forms.allat : Cell

The all cell, Case=All.

Equations

• Karlsson2017.Forms.allat = { case_ := ↑UD.Case.All }

def Karlsson2017.Forms.ess : Cell

The ess cell, Case=Ess.

Equations

• Karlsson2017.Forms.ess = { case_ := ↑UD.Case.Ess }

def Karlsson2017.Forms.transl : Cell

The transl cell, Case=Tra.

Equations

• Karlsson2017.Forms.transl = { case_ := ↑UD.Case.Tra }

def Karlsson2017.Forms.com_px1sg : Cell

The com 1sg possessor cell, Case=Com|Possessor=1sg.

Equations

• Karlsson2017.Forms.com_px1sg = { case_ := ↑UD.Case.Com, possessor := ↑Karlsson2017.Forms.Possessor.sg1 }

def Karlsson2017.Forms.abess : Cell

The abess cell, Case=Abe.

Equations

• Karlsson2017.Forms.abess = { case_ := ↑UD.Case.Abe }

def Karlsson2017.Forms.inst : Cell

The inst cell, Case=Ins.

Equations

• Karlsson2017.Forms.inst = { case_ := ↑UD.Case.Ins }

def Karlsson2017.Forms.nom_px1sg : Cell

The nom 1sg possessor cell, Case=Nom|Possessor=1sg.

Equations

• Karlsson2017.Forms.nom_px1sg = { case_ := ↑UD.Case.Nom, possessor := ↑Karlsson2017.Forms.Possessor.sg1 }

def Karlsson2017.Forms.nom_px2sg : Cell

The nom 2sg possessor cell, Case=Nom|Possessor=2sg.

Equations

• Karlsson2017.Forms.nom_px2sg = { case_ := ↑UD.Case.Nom, possessor := ↑Karlsson2017.Forms.Possessor.sg2 }

def Karlsson2017.Forms.nom_px3sg : Cell

The nom 3sg possessor cell, Case=Nom|Possessor=3sg.

Equations

• Karlsson2017.Forms.nom_px3sg = { case_ := ↑UD.Case.Nom, possessor := ↑Karlsson2017.Forms.Possessor.sg3 }

def Karlsson2017.Forms.ela_px1sg : Cell

The ela 1sg possessor cell, Case=Ela|Possessor=1sg.

Equations

• Karlsson2017.Forms.ela_px1sg = { case_ := ↑UD.Case.Ela, possessor := ↑Karlsson2017.Forms.Possessor.sg1 }

def Karlsson2017.Forms.allat_px2sg : Cell

The all 2sg possessor cell, Case=All|Possessor=2sg.

Equations

• Karlsson2017.Forms.allat_px2sg = { case_ := ↑UD.Case.All, possessor := ↑Karlsson2017.Forms.Possessor.sg2 }

def Karlsson2017.Forms.ine_px1sg : Cell

The ine 1sg possessor cell, Case=Ine|Possessor=1sg.

Equations

• Karlsson2017.Forms.ine_px1sg = { case_ := ↑UD.Case.Ine, possessor := ↑Karlsson2017.Forms.Possessor.sg1 }

def Karlsson2017.Forms.ill_px2sg : Cell

The ill 2sg possessor cell, Case=Ill|Possessor=2sg.

Equations

• Karlsson2017.Forms.ill_px2sg = { case_ := ↑UD.Case.Ill, possessor := ↑Karlsson2017.Forms.Possessor.sg2 }

def Karlsson2017.Forms.nom_infa : Cell

The nom a-infinitive cell, Case=Nom|VerbForm=Inf|Infinitive=a.

Equations

• Karlsson2017.Forms.nom_infa = { case_ := ↑UD.Case.Nom, verbForm := ↑UD.VerbForm.Inf, infinitive := ↑Karlsson2017.Forms.Infinitive.a }

def Karlsson2017.Forms.transl_infa_px1pl : Cell

The transl a-infinitive 1pl possessor cell, Case=Tra|VerbForm=Inf|Infinitive=a|Possessor=1pl.

Equations

• Karlsson2017.Forms.transl_infa_px1pl = { case_ := ↑UD.Case.Tra, verbForm := ↑UD.VerbForm.Inf, possessor := ↑Karlsson2017.Forms.Possessor.pl1, infinitive := ↑Karlsson2017.Forms.Infinitive.a }

def Karlsson2017.Forms.ine_infe_px1sg : Cell

The ine e-infinitive 1sg possessor cell, Case=Ine|VerbForm=Inf|Infinitive=e|Possessor=1sg.

Equations

• Karlsson2017.Forms.ine_infe_px1sg = { case_ := ↑UD.Case.Ine, verbForm := ↑UD.VerbForm.Inf, possessor := ↑Karlsson2017.Forms.Possessor.sg1, infinitive := ↑Karlsson2017.Forms.Infinitive.e }

def Karlsson2017.Forms.ine_infe_px1pl : Cell

The ine e-infinitive 1pl possessor cell, Case=Ine|VerbForm=Inf|Infinitive=e|Possessor=1pl.

Equations

• Karlsson2017.Forms.ine_infe_px1pl = { case_ := ↑UD.Case.Ine, verbForm := ↑UD.VerbForm.Inf, possessor := ↑Karlsson2017.Forms.Possessor.pl1, infinitive := ↑Karlsson2017.Forms.Infinitive.e }

def Karlsson2017.Forms.inst_infe : Cell

The inst e-infinitive cell, Case=Ins|VerbForm=Inf|Infinitive=e.

Equations

• Karlsson2017.Forms.inst_infe = { case_ := ↑UD.Case.Ins, verbForm := ↑UD.VerbForm.Inf, infinitive := ↑Karlsson2017.Forms.Infinitive.e }

def Karlsson2017.Forms.ade_infma : Cell

The ade ma-infinitive cell, Case=Ade|VerbForm=Inf|Infinitive=ma.

Equations

• Karlsson2017.Forms.ade_infma = { case_ := ↑UD.Case.Ade, verbForm := ↑UD.VerbForm.Inf, infinitive := ↑Karlsson2017.Forms.Infinitive.ma }

def Karlsson2017.Forms.abess_infma : Cell

The abess ma-infinitive cell, Case=Abe|VerbForm=Inf|Infinitive=ma.

Equations

• Karlsson2017.Forms.abess_infma = { case_ := ↑UD.Case.Abe, verbForm := ↑UD.VerbForm.Inf, infinitive := ↑Karlsson2017.Forms.Infinitive.ma }

def Karlsson2017.Forms.ill_infma : Cell

The ill ma-infinitive cell, Case=Ill|VerbForm=Inf|Infinitive=ma.

Equations

• Karlsson2017.Forms.ill_infma = { case_ := ↑UD.Case.Ill, verbForm := ↑UD.VerbForm.Inf, infinitive := ↑Karlsson2017.Forms.Infinitive.ma }

def Karlsson2017.Forms.transl_infa_px2sg : Cell

The transl a-infinitive 2sg possessor cell, Case=Tra|VerbForm=Inf|Infinitive=a|Possessor=2sg.

Equations

• Karlsson2017.Forms.transl_infa_px2sg = { case_ := ↑UD.Case.Tra, verbForm := ↑UD.VerbForm.Inf, possessor := ↑Karlsson2017.Forms.Possessor.sg2, infinitive := ↑Karlsson2017.Forms.Infinitive.a }

def Karlsson2017.Forms.ade_px1sg : Cell

The ade 1sg possessor cell, Case=Ade|Possessor=1sg.

Equations

• Karlsson2017.Forms.ade_px1sg = { case_ := ↑UD.Case.Ade, possessor := ↑Karlsson2017.Forms.Possessor.sg1 }

def Karlsson2017.Forms.ela_px2sg : Cell

The ela 2sg possessor cell, Case=Ela|Possessor=2sg.

Equations

• Karlsson2017.Forms.ela_px2sg = { case_ := ↑UD.Case.Ela, possessor := ↑Karlsson2017.Forms.Possessor.sg2 }

def Karlsson2017.Forms.ill_px1sg : Cell

The ill 1sg possessor cell, Case=Ill|Possessor=1sg.

Equations

• Karlsson2017.Forms.ill_px1sg = { case_ := ↑UD.Case.Ill, possessor := ↑Karlsson2017.Forms.Possessor.sg1 }

def Karlsson2017.Forms.nom_px1pl : Cell

The nom 1pl possessor cell, Case=Nom|Possessor=1pl.

Equations

• Karlsson2017.Forms.nom_px1pl = { case_ := ↑UD.Case.Nom, possessor := ↑Karlsson2017.Forms.Possessor.pl1 }

def Karlsson2017.Forms.nom_px2pl : Cell

The nom 2pl possessor cell, Case=Nom|Possessor=2pl.

Equations

• Karlsson2017.Forms.nom_px2pl = { case_ := ↑UD.Case.Nom, possessor := ↑Karlsson2017.Forms.Possessor.pl2 }

def Karlsson2017.Forms.nom_px3pl : Cell

The nom 3pl possessor cell, Case=Nom|Possessor=3pl.

Equations

• Karlsson2017.Forms.nom_px3pl = { case_ := ↑UD.Case.Nom, possessor := ↑Karlsson2017.Forms.Possessor.pl3 }

def Karlsson2017.Forms.part_px3sg : Cell

The part 3sg possessor cell, Case=Par|Possessor=3sg.

Equations

• Karlsson2017.Forms.part_px3sg = { case_ := ↑UD.Case.Par, possessor := ↑Karlsson2017.Forms.Possessor.sg3 }

def Karlsson2017.Forms.ess_px3pl : Cell

The ess 3pl possessor cell, Case=Ess|Possessor=3pl.

Equations

• Karlsson2017.Forms.ess_px3pl = { case_ := ↑UD.Case.Ess, possessor := ↑Karlsson2017.Forms.Possessor.pl3 }

def Karlsson2017.Forms.transl_infa_px3sg : Cell

The transl a-infinitive 3sg possessor cell, Case=Tra|VerbForm=Inf|Infinitive=a|Possessor=3sg.

Equations

• Karlsson2017.Forms.transl_infa_px3sg = { case_ := ↑UD.Case.Tra, verbForm := ↑UD.VerbForm.Inf, possessor := ↑Karlsson2017.Forms.Possessor.sg3, infinitive := ↑Karlsson2017.Forms.Infinitive.a }

def Karlsson2017.Forms.ine_px3pl : Cell

The ine 3pl possessor cell, Case=Ine|Possessor=3pl.

Equations

• Karlsson2017.Forms.ine_px3pl = { case_ := ↑UD.Case.Ine, possessor := ↑Karlsson2017.Forms.Possessor.pl3 }

def Karlsson2017.Forms.ade_px3sg : Cell

The ade 3sg possessor cell, Case=Ade|Possessor=3sg.

Equations

• Karlsson2017.Forms.ade_px3sg = { case_ := ↑UD.Case.Ade, possessor := ↑Karlsson2017.Forms.Possessor.sg3 }

def Karlsson2017.Forms.allat_px3pl : Cell

The all 3pl possessor cell, Case=All|Possessor=3pl.

Equations

• Karlsson2017.Forms.allat_px3pl = { case_ := ↑UD.Case.All, possessor := ↑Karlsson2017.Forms.Possessor.pl3 }

def Karlsson2017.Forms.abl_px3sg : Cell

The abl 3sg possessor cell, Case=Abl|Possessor=3sg.

Equations

• Karlsson2017.Forms.abl_px3sg = { case_ := ↑UD.Case.Abl, possessor := ↑Karlsson2017.Forms.Possessor.sg3 }

def Karlsson2017.Forms.ill_px3pl : Cell

The ill 3pl possessor cell, Case=Ill|Possessor=3pl.

Equations

• Karlsson2017.Forms.ill_px3pl = { case_ := ↑UD.Case.Ill, possessor := ↑Karlsson2017.Forms.Possessor.pl3 }

def Karlsson2017.Forms.transl_infa_px1sg : Cell

The transl a-infinitive 1sg possessor cell, Case=Tra|VerbForm=Inf|Infinitive=a|Possessor=1sg.

Equations

• Karlsson2017.Forms.transl_infa_px1sg = { case_ := ↑UD.Case.Tra, verbForm := ↑UD.VerbForm.Inf, possessor := ↑Karlsson2017.Forms.Possessor.sg1, infinitive := ↑Karlsson2017.Forms.Infinitive.a }

def Karlsson2017.Forms.transl_infa_px2pl : Cell

The transl a-infinitive 2pl possessor cell, Case=Tra|VerbForm=Inf|Infinitive=a|Possessor=2pl.

Equations

• Karlsson2017.Forms.transl_infa_px2pl = { case_ := ↑UD.Case.Tra, verbForm := ↑UD.VerbForm.Inf, possessor := ↑Karlsson2017.Forms.Possessor.pl2, infinitive := ↑Karlsson2017.Forms.Infinitive.a }

def Karlsson2017.Forms.ine_infma : Cell

The ine ma-infinitive cell, Case=Ine|VerbForm=Inf|Infinitive=ma.

Equations

• Karlsson2017.Forms.ine_infma = { case_ := ↑UD.Case.Ine, verbForm := ↑UD.VerbForm.Inf, infinitive := ↑Karlsson2017.Forms.Infinitive.ma }

def Karlsson2017.Forms.ela_infma : Cell

The ela ma-infinitive cell, Case=Ela|VerbForm=Inf|Infinitive=ma.

Equations

• Karlsson2017.Forms.ela_infma = { case_ := ↑UD.Case.Ela, verbForm := ↑UD.VerbForm.Inf, infinitive := ↑Karlsson2017.Forms.Infinitive.ma }

def Karlsson2017.Forms.inst_infma : Cell

The inst ma-infinitive cell, Case=Ins|VerbForm=Inf|Infinitive=ma.

Equations

• Karlsson2017.Forms.inst_infma = { case_ := ↑UD.Case.Ins, verbForm := ↑UD.VerbForm.Inf, infinitive := ↑Karlsson2017.Forms.Infinitive.ma }

def Karlsson2017.Forms.nom_pl : Cell

The nom plural cell, Case=Nom|Number=Plur.

Equations

• Karlsson2017.Forms.nom_pl = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Nom }

def Karlsson2017.Forms.nom_kin : Cell

The nom -kin cell, Case=Nom|Clitic=kin.

Equations

• Karlsson2017.Forms.nom_kin = { case_ := ↑UD.Case.Nom, clitic := ↑Karlsson2017.Forms.Clitic.kin }

def Karlsson2017.Forms.ela_pl : Cell

The ela plural cell, Case=Ela|Number=Plur.

Equations

• Karlsson2017.Forms.ela_pl = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Ela }

def Karlsson2017.Forms.ine_han : Cell

The ine -hAn cell, Case=Ine|Clitic=hAn.

Equations

• Karlsson2017.Forms.ine_han = { case_ := ↑UD.Case.Ine, clitic := ↑Karlsson2017.Forms.Clitic.hAn }

def Karlsson2017.Forms.nom_pl_kin : Cell

The nom plural -kin cell, Case=Nom|Number=Plur|Clitic=kin.

Equations

• Karlsson2017.Forms.nom_pl_kin = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Nom, clitic := ↑Karlsson2017.Forms.Clitic.kin }

def Karlsson2017.Forms.ine_px2sg_ko : Cell

The ine 2sg possessor -kO cell, Case=Ine|Possessor=2sg|Clitic=kO.

Equations

• Karlsson2017.Forms.ine_px2sg_ko = { case_ := ↑UD.Case.Ine, possessor := ↑Karlsson2017.Forms.Possessor.sg2, clitic := ↑Karlsson2017.Forms.Clitic.kO }

def Karlsson2017.Forms.ine_pl_px1pl : Cell

The ine plural 1pl possessor cell, Case=Ine|Number=Plur|Possessor=1pl.

Equations

• Karlsson2017.Forms.ine_pl_px1pl = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Ine, possessor := ↑Karlsson2017.Forms.Possessor.pl1 }

def Karlsson2017.Forms.ela_pl_kaan : Cell

The ela plural -kAAn cell, Case=Ela|Number=Plur|Clitic=kAAn.

Equations

• Karlsson2017.Forms.ela_pl_kaan = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Ela, clitic := ↑Karlsson2017.Forms.Clitic.kAAn }

def Karlsson2017.Forms.ine_pl_px2pl_kin : Cell

The ine plural 2pl possessor -kin cell, Case=Ine|Number=Plur|Possessor=2pl|Clitic=kin.

Equations

• Karlsson2017.Forms.ine_pl_px2pl_kin = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Ine, possessor := ↑Karlsson2017.Forms.Possessor.pl2, clitic := ↑Karlsson2017.Forms.Clitic.kin }

def Karlsson2017.Forms.abl_ko : Cell

The abl -kO cell, Case=Abl|Clitic=kO.

Equations

• Karlsson2017.Forms.abl_ko = { case_ := ↑UD.Case.Abl, clitic := ↑Karlsson2017.Forms.Clitic.kO }

def Karlsson2017.Forms.nom_pl_ko : Cell

The nom plural -kO cell, Case=Nom|Number=Plur|Clitic=kO.

Equations

• Karlsson2017.Forms.nom_pl_ko = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Nom, clitic := ↑Karlsson2017.Forms.Clitic.kO }

def Karlsson2017.Forms.gen_han : Cell

The gen -hAn cell, Case=Gen|Clitic=hAn.

Equations

• Karlsson2017.Forms.gen_han = { case_ := ↑UD.Case.Gen, clitic := ↑Karlsson2017.Forms.Clitic.hAn }

def Karlsson2017.Forms.nom_px3sg_ko : Cell

The nom 3sg possessor -kO cell, Case=Nom|Possessor=3sg|Clitic=kO.

Equations

• Karlsson2017.Forms.nom_px3sg_ko = { case_ := ↑UD.Case.Nom, possessor := ↑Karlsson2017.Forms.Possessor.sg3, clitic := ↑Karlsson2017.Forms.Clitic.kO }

def Karlsson2017.Forms.ade_pl_px1pl : Cell

The ade plural 1pl possessor cell, Case=Ade|Number=Plur|Possessor=1pl.

Equations

• Karlsson2017.Forms.ade_pl_px1pl = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Ade, possessor := ↑Karlsson2017.Forms.Possessor.pl1 }

def Karlsson2017.Forms.ine_pl_px1pl_han : Cell

The ine plural 1pl possessor -hAn cell, Case=Ine|Number=Plur|Possessor=1pl|Clitic=hAn.

Equations

• Karlsson2017.Forms.ine_pl_px1pl_han = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Ine, possessor := ↑Karlsson2017.Forms.Possessor.pl1, clitic := ↑Karlsson2017.Forms.Clitic.hAn }

def Karlsson2017.Forms.ill_infma_ko : Cell

The ill ma-infinitive -kO cell, Case=Ill|VerbForm=Inf|Infinitive=ma|Clitic=kO.

Equations

• Karlsson2017.Forms.ill_infma_ko = { case_ := ↑UD.Case.Ill, verbForm := ↑UD.VerbForm.Inf, infinitive := ↑Karlsson2017.Forms.Infinitive.ma, clitic := ↑Karlsson2017.Forms.Clitic.kO }

def Karlsson2017.Forms.ade_infma_kin : Cell

The ade ma-infinitive -kin cell, Case=Ade|VerbForm=Inf|Infinitive=ma|Clitic=kin.

Equations

• Karlsson2017.Forms.ade_infma_kin = { case_ := ↑UD.Case.Ade, verbForm := ↑UD.VerbForm.Inf, infinitive := ↑Karlsson2017.Forms.Infinitive.ma, clitic := ↑Karlsson2017.Forms.Clitic.kin }

def Karlsson2017.Forms.abess_infma_kaan : Cell

The abess ma-infinitive -kAAn cell, Case=Abe|VerbForm=Inf|Infinitive=ma|Clitic=kAAn.

Equations

• Karlsson2017.Forms.abess_infma_kaan = { case_ := ↑UD.Case.Abe, verbForm := ↑UD.VerbForm.Inf, infinitive := ↑Karlsson2017.Forms.Infinitive.ma, clitic := ↑Karlsson2017.Forms.Clitic.kAAn }

def Karlsson2017.Forms.transl_infa_px3sg_han : Cell

The transl a-infinitive 3sg possessor -hAn cell, Case=Tra|VerbForm=Inf|Infinitive=a|Possessor=3sg|Clitic=hAn.

Equations

• One or more equations did not get rendered due to their size.

def Karlsson2017.Forms.part_px1pl : Cell

The part 1pl possessor cell, Case=Par|Possessor=1pl.

Equations

• Karlsson2017.Forms.part_px1pl = { case_ := ↑UD.Case.Par, possessor := ↑Karlsson2017.Forms.Possessor.pl1 }

def Karlsson2017.Forms.nom_px2pl_kin : Cell

The nom 2pl possessor -kin cell, Case=Nom|Possessor=2pl|Clitic=kin.

Equations

• Karlsson2017.Forms.nom_px2pl_kin = { case_ := ↑UD.Case.Nom, possessor := ↑Karlsson2017.Forms.Possessor.pl2, clitic := ↑Karlsson2017.Forms.Clitic.kin }

def Karlsson2017.Forms.abl_px1sg_han : Cell

The abl 1sg possessor -hAn cell, Case=Abl|Possessor=1sg|Clitic=hAn.

Equations

• Karlsson2017.Forms.abl_px1sg_han = { case_ := ↑UD.Case.Abl, possessor := ↑Karlsson2017.Forms.Possessor.sg1, clitic := ↑Karlsson2017.Forms.Clitic.hAn }

def Karlsson2017.Forms.allat_px2sg_ko : Cell

The all 2sg possessor -kO cell, Case=All|Possessor=2sg|Clitic=kO.

Equations

• Karlsson2017.Forms.allat_px2sg_ko = { case_ := ↑UD.Case.All, possessor := ↑Karlsson2017.Forms.Possessor.sg2, clitic := ↑Karlsson2017.Forms.Clitic.kO }

def Karlsson2017.Forms.ill_px1pl : Cell

The ill 1pl possessor cell, Case=Ill|Possessor=1pl.

Equations

• Karlsson2017.Forms.ill_px1pl = { case_ := ↑UD.Case.Ill, possessor := ↑Karlsson2017.Forms.Possessor.pl1 }

def Karlsson2017.Forms.part_pl_px3sg : Cell

The part plural 3sg possessor cell, Case=Par|Number=Plur|Possessor=3sg.

Equations

• Karlsson2017.Forms.part_pl_px3sg = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Par, possessor := ↑Karlsson2017.Forms.Possessor.sg3 }

def Karlsson2017.Forms.ill_px3sg : Cell

The ill 3sg possessor cell, Case=Ill|Possessor=3sg.

Equations

• Karlsson2017.Forms.ill_px3sg = { case_ := ↑UD.Case.Ill, possessor := ↑Karlsson2017.Forms.Possessor.sg3 }

def Karlsson2017.Forms.ill_pl_px3sg : Cell

The ill plural 3sg possessor cell, Case=Ill|Number=Plur|Possessor=3sg.

Equations

• Karlsson2017.Forms.ill_pl_px3sg = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Ill, possessor := ↑Karlsson2017.Forms.Possessor.sg3 }

def Karlsson2017.Forms.ine_pl : Cell

The ine plural cell, Case=Ine|Number=Plur.

Equations

• Karlsson2017.Forms.ine_pl = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Ine }

def Karlsson2017.Forms.ill_pl : Cell

The ill plural cell, Case=Ill|Number=Plur.

Equations

• Karlsson2017.Forms.ill_pl = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Ill }

def Karlsson2017.Forms.ess_pl : Cell

The ess plural cell, Case=Ess|Number=Plur.

Equations

• Karlsson2017.Forms.ess_pl = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Ess }

def Karlsson2017.Forms.allat_pl : Cell

The all plural cell, Case=All|Number=Plur.

Equations

• Karlsson2017.Forms.allat_pl = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.All }

def Karlsson2017.Forms.transl_pl : Cell

The transl plural cell, Case=Tra|Number=Plur.

Equations

• Karlsson2017.Forms.transl_pl = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Tra }

def Karlsson2017.Forms.part_pl : Cell

The part plural cell, Case=Par|Number=Plur.

Equations

• Karlsson2017.Forms.part_pl = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Par }

def Karlsson2017.Forms.gen_pl : Cell

The gen plural cell, Case=Gen|Number=Plur.

Equations

• Karlsson2017.Forms.gen_pl = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Gen }

def Karlsson2017.Forms.gen_pl_px3sg : Cell

The gen plural 3sg possessor cell, Case=Gen|Number=Plur|Possessor=3sg.

Equations

• Karlsson2017.Forms.gen_pl_px3sg = { number := ↑UD.Number.Plur, case_ := ↑UD.Case.Gen, possessor := ↑Karlsson2017.Forms.Possessor.sg3 }

def Karlsson2017.Forms.Lexemes.car : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.car = { id := "car", languageId := "finn1318", parameterId := "car" }

def Karlsson2017.Forms.Lexemes.him_her : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.him_her = { id := "him_her", languageId := "finn1318", parameterId := "him_her" }

def Karlsson2017.Forms.Lexemes.milk : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.milk = { id := "milk", languageId := "finn1318", parameterId := "milk" }

def Karlsson2017.Forms.Lexemes.water : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.water = { id := "water", languageId := "finn1318", parameterId := "water" }

def Karlsson2017.Forms.Lexemes.family : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.family = { id := "family", languageId := "finn1318", parameterId := "family" }

def Karlsson2017.Forms.Lexemes.country : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.country = { id := "country", languageId := "finn1318", parameterId := "country" }

def Karlsson2017.Forms.Lexemes.porvoo : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.porvoo = { id := "porvoo", languageId := "finn1318", parameterId := "porvoo" }

def Karlsson2017.Forms.Lexemes.table : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.table = { id := "table", languageId := "finn1318", parameterId := "table" }

def Karlsson2017.Forms.Lexemes.teacher : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.teacher = { id := "teacher", languageId := "finn1318", parameterId := "teacher" }

def Karlsson2017.Forms.Lexemes.wife : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.wife = { id := "wife", languageId := "finn1318", parameterId := "wife" }

def Karlsson2017.Forms.Lexemes.passport : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.passport = { id := "passport", languageId := "finn1318", parameterId := "passport" }

def Karlsson2017.Forms.Lexemes.foot : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.foot = { id := "foot", languageId := "finn1318", parameterId := "foot" }

def Karlsson2017.Forms.Lexemes.book : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.book = { id := "book", languageId := "finn1318", parameterId := "book" }

def Karlsson2017.Forms.Lexemes.bottle : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.bottle = { id := "bottle", languageId := "finn1318", parameterId := "bottle" }

def Karlsson2017.Forms.Lexemes.shelf : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.shelf = { id := "shelf", languageId := "finn1318", parameterId := "shelf" }

def Karlsson2017.Forms.Lexemes.house : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.house = { id := "house", languageId := "finn1318", parameterId := "house" }

def Karlsson2017.Forms.Lexemes.hand : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.hand = { id := "hand", languageId := "finn1318", parameterId := "hand" }

def Karlsson2017.Forms.Lexemes.say : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.say = { id := "say", languageId := "finn1318", parameterId := "say" }

def Karlsson2017.Forms.Lexemes.eat : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.eat = { id := "eat", languageId := "finn1318", parameterId := "eat" }

def Karlsson2017.Forms.Lexemes.run : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.run = { id := "run", languageId := "finn1318", parameterId := "run" }

def Karlsson2017.Forms.Lexemes.speak : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.speak = { id := "speak", languageId := "finn1318", parameterId := "speak" }

def Karlsson2017.Forms.Lexemes.bag : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.bag = { id := "bag", languageId := "finn1318", parameterId := "bag" }

def Karlsson2017.Forms.Lexemes.guest : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.guest = { id := "guest", languageId := "finn1318", parameterId := "guest" }

def Karlsson2017.Forms.Lexemes.get : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.get = { id := "get", languageId := "finn1318", parameterId := "get" }

def Karlsson2017.Forms.Lexemes.father : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.father = { id := "father", languageId := "finn1318", parameterId := "father" }

def Karlsson2017.Forms.Lexemes.mother : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.mother = { id := "mother", languageId := "finn1318", parameterId := "mother" }

def Karlsson2017.Forms.Lexemes.live : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.live = { id := "live", languageId := "finn1318", parameterId := "live" }

def Karlsson2017.Forms.Lexemes.meet : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.meet = { id := "meet", languageId := "finn1318", parameterId := "meet" }

def Karlsson2017.Forms.Lexemes.drink : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.drink = { id := "drink", languageId := "finn1318", parameterId := "drink" }

def Karlsson2017.Forms.Lexemes.be : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.be = { id := "be", languageId := "finn1318", parameterId := "be" }

def Karlsson2017.Forms.Lexemes.rest : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.rest = { id := "rest", languageId := "finn1318", parameterId := "rest" }

def Karlsson2017.Forms.Lexemes.pull : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.pull = { id := "pull", languageId := "finn1318", parameterId := "pull" }

def Karlsson2017.Forms.Lexemes.mention : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.mention = { id := "mention", languageId := "finn1318", parameterId := "mention" }

def Karlsson2017.Forms.Lexemes.do : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.do = { id := "do", languageId := "finn1318", parameterId := "do" }

def Karlsson2017.Forms.Lexemes.come : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.come = { id := "come", languageId := "finn1318", parameterId := "come" }

def Karlsson2017.Forms.Lexemes.learn : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.learn = { id := "learn", languageId := "finn1318", parameterId := "learn" }

def Karlsson2017.Forms.Lexemes.son : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.son = { id := "son", languageId := "finn1318", parameterId := "son" }

def Karlsson2017.Forms.Lexemes.ring : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.ring = { id := "ring", languageId := "finn1318", parameterId := "ring" }

def Karlsson2017.Forms.Lexemes.head : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.head = { id := "head", languageId := "finn1318", parameterId := "head" }

def Karlsson2017.Forms.Lexemes.fish : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.fish = { id := "fish", languageId := "finn1318", parameterId := "fish" }

def Karlsson2017.Forms.Lexemes.girl : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.girl = { id := "girl", languageId := "finn1318", parameterId := "girl" }

def Karlsson2017.Forms.Lexemes.cross : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.cross = { id := "cross", languageId := "finn1318", parameterId := "cross" }

def Karlsson2017.Forms.Lexemes.stone : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.stone = { id := "stone", languageId := "finn1318", parameterId := "stone" }

def Karlsson2017.Forms.Lexemes.child : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.child = { id := "child", languageId := "finn1318", parameterId := "child" }

def Karlsson2017.Forms.Lexemes.boy : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.boy = { id := "boy", languageId := "finn1318", parameterId := "boy" }

def Karlsson2017.Forms.Lexemes.day : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.day = { id := "day", languageId := "finn1318", parameterId := "day" }

def Karlsson2017.Forms.Lexemes.road : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.road = { id := "road", languageId := "finn1318", parameterId := "road" }

def Karlsson2017.Forms.Lexemes.obstacle : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.obstacle = { id := "obstacle", languageId := "finn1318", parameterId := "obstacle" }

def Karlsson2017.Forms.Lexemes.state : Data.Forms.Lexeme

Equations

• Karlsson2017.Forms.Lexemes.state = { id := "state", languageId := "finn1318", parameterId := "state" }

def Karlsson2017.Forms.auto : Data.Forms.Form Cell

Equations

• One or more equations did not get rendered due to their size.

def Karlsson2017.Forms.auton : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.hanet : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.maitoa : Data.Forms.Form Cell

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def Karlsson2017.Forms.vetta : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.perhetta : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.autossa : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.autosta : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.autoon : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.maahan : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.porvooseen : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.poydalla : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.poydalta : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.poydalle : Data.Forms.Form Cell

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def Karlsson2017.Forms.opettajana : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.opettajaksi : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.vaimoineni : Data.Forms.Form Cell

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def Karlsson2017.Forms.passitta : Data.Forms.Form Cell

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def Karlsson2017.Forms.jalan : Data.Forms.Form Cell

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def Karlsson2017.Forms.kirjani : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.kirjasi : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.kirjansa : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.pullo : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.pullossa : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.pulloni : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.pullostani : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.hyllyssa : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.hyllylla : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.hyllysi : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.hyllyllesi : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.taloon : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.hyllynsa : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.kadessani : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.kateen : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.kateesi : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.katta : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.sanoa : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.syoda : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.juosta : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.juostaksemme : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.sanoessani : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.syodessamme : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.juosten : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.syomalla : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.sanomatta : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.sanomaan : Data.Forms.Form Cell

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def Karlsson2017.Forms.puhuaksesi : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.puhumalla : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.autollani : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.autostasi : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.autooni : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.laukkuni : Data.Forms.Form Cell

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def Karlsson2017.Forms.laukkusi : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.laukkunsa_3sg : Data.Forms.Form Cell

Equations

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def Karlsson2017.Forms.laukkumme : Data.Forms.Form Cell

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def Karlsson2017.Forms.laukkunne : Data.Forms.Form Cell

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def Karlsson2017.Forms.laukkunsa_3pl : Data.Forms.Form Cell

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def Karlsson2017.Forms.taloaan : Data.Forms.Form Cell

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def Karlsson2017.Forms.vieraanaan : Data.Forms.Form Cell

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def Karlsson2017.Forms.saadakseen : Data.Forms.Form Cell

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def Karlsson2017.Forms.talossaan : Data.Forms.Form Cell

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def Karlsson2017.Forms.autollaan : Data.Forms.Form Cell

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def Karlsson2017.Forms.isalleen : Data.Forms.Form Cell

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def Karlsson2017.Forms.aidiltaan : Data.Forms.Form Cell

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def Karlsson2017.Forms.aitiaan : Data.Forms.Form Cell

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def Karlsson2017.Forms.talonsa : Data.Forms.Form Cell

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def Karlsson2017.Forms.autonsa : Data.Forms.Form Cell

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def Karlsson2017.Forms.isaansa : Data.Forms.Form Cell

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def Karlsson2017.Forms.aitinsa : Data.Forms.Form Cell

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def Karlsson2017.Forms.sanoakseni : Data.Forms.Form Cell

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def Karlsson2017.Forms.elaaksemme : Data.Forms.Form Cell

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def Karlsson2017.Forms.tavataksesi : Data.Forms.Form Cell

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def Karlsson2017.Forms.juodakseen : Data.Forms.Form Cell

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def Karlsson2017.Forms.ollaksenne : Data.Forms.Form Cell

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def Karlsson2017.Forms.lepaamassa : Data.Forms.Form Cell

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def Karlsson2017.Forms.lepaamaan : Data.Forms.Form Cell

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def Karlsson2017.Forms.vetamalla : Data.Forms.Form Cell

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def Karlsson2017.Forms.mainitsematta : Data.Forms.Form Cell

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def Karlsson2017.Forms.tekemasta : Data.Forms.Form Cell

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def Karlsson2017.Forms.tuleman : Data.Forms.Form Cell

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def Karlsson2017.Forms.pullot : Data.Forms.Form Cell

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def Karlsson2017.Forms.pullokin : Data.Forms.Form Cell

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def Karlsson2017.Forms.pulloista : Data.Forms.Form Cell

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def Karlsson2017.Forms.pullossahan : Data.Forms.Form Cell

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def Karlsson2017.Forms.pullotkin : Data.Forms.Form Cell

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def Karlsson2017.Forms.pullossasiko : Data.Forms.Form Cell

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def Karlsson2017.Forms.pulloissamme : Data.Forms.Form Cell

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def Karlsson2017.Forms.pulloistakaan : Data.Forms.Form Cell

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def Karlsson2017.Forms.pulloissannekin : Data.Forms.Form Cell

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def Karlsson2017.Forms.hyllyltako : Data.Forms.Form Cell

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def Karlsson2017.Forms.hyllytko : Data.Forms.Form Cell

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def Karlsson2017.Forms.hyllynhan : Data.Forms.Form Cell

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def Karlsson2017.Forms.talonsako : Data.Forms.Form Cell

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def Karlsson2017.Forms.hyllyillamme : Data.Forms.Form Cell

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def Karlsson2017.Forms.kasi : Data.Forms.Form Cell

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def Karlsson2017.Forms.kadet : Data.Forms.Form Cell

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def Karlsson2017.Forms.kasissammehan : Data.Forms.Form Cell

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def Karlsson2017.Forms.lepaamaanko : Data.Forms.Form Cell

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def Karlsson2017.Forms.vetamallakin : Data.Forms.Form Cell

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def Karlsson2017.Forms.mainitsemattakaan : Data.Forms.Form Cell

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def Karlsson2017.Forms.oppiakseenhan : Data.Forms.Form Cell

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def Karlsson2017.Forms.maatamme : Data.Forms.Form Cell

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def Karlsson2017.Forms.poikannekin : Data.Forms.Form Cell

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def Karlsson2017.Forms.aidiltanihan : Data.Forms.Form Cell

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def Karlsson2017.Forms.isallesiko : Data.Forms.Form Cell

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def Karlsson2017.Forms.maahamme : Data.Forms.Form Cell

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def Karlsson2017.Forms.perhettaan : Data.Forms.Form Cell

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def Karlsson2017.Forms.talojaan : Data.Forms.Form Cell

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def Karlsson2017.Forms.renkaitaan : Data.Forms.Form Cell

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def Karlsson2017.Forms.paataan : Data.Forms.Form Cell

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def Karlsson2017.Forms.taloansa : Data.Forms.Form Cell

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def Karlsson2017.Forms.kalansa : Data.Forms.Form Cell

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def Karlsson2017.Forms.kalaansa_ill : Data.Forms.Form Cell

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def Karlsson2017.Forms.kalaansa_part : Data.Forms.Form Cell

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def Karlsson2017.Forms.kaloihinsa : Data.Forms.Form Cell

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def Karlsson2017.Forms.taloissa : Data.Forms.Form Cell

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def Karlsson2017.Forms.taloihin : Data.Forms.Form Cell

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def Karlsson2017.Forms.taloina : Data.Forms.Form Cell

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def Karlsson2017.Forms.taloille : Data.Forms.Form Cell

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def Karlsson2017.Forms.taloiksi : Data.Forms.Form Cell

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def Karlsson2017.Forms.hyllyja : Data.Forms.Form Cell

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def Karlsson2017.Forms.hyllyjen : Data.Forms.Form Cell

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def Karlsson2017.Forms.pulloja : Data.Forms.Form Cell

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def Karlsson2017.Forms.pullojen : Data.Forms.Form Cell

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def Karlsson2017.Forms.tyttoja : Data.Forms.Form Cell

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def Karlsson2017.Forms.tyttojen : Data.Forms.Form Cell

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def Karlsson2017.Forms.pulloissa : Data.Forms.Form Cell

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def Karlsson2017.Forms.maissa : Data.Forms.Form Cell

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def Karlsson2017.Forms.risteissa : Data.Forms.Form Cell

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def Karlsson2017.Forms.kivissa : Data.Forms.Form Cell

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def Karlsson2017.Forms.lapsia : Data.Forms.Form Cell

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def Karlsson2017.Forms.talojen : Data.Forms.Form Cell

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def Karlsson2017.Forms.poikia : Data.Forms.Form Cell

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def Karlsson2017.Forms.poikien : Data.Forms.Form Cell

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def Karlsson2017.Forms.kirjoja : Data.Forms.Form Cell

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def Karlsson2017.Forms.kirjojen : Data.Forms.Form Cell

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def Karlsson2017.Forms.paivia : Data.Forms.Form Cell

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def Karlsson2017.Forms.paivien : Data.Forms.Form Cell

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def Karlsson2017.Forms.kasien : Data.Forms.Form Cell

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def Karlsson2017.Forms.maita : Data.Forms.Form Cell

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def Karlsson2017.Forms.maiden : Data.Forms.Form Cell

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def Karlsson2017.Forms.maitten : Data.Forms.Form Cell

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def Karlsson2017.Forms.teita : Data.Forms.Form Cell

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def Karlsson2017.Forms.teiden : Data.Forms.Form Cell

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def Karlsson2017.Forms.esteitten : Data.Forms.Form Cell

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def Karlsson2017.Forms.valtioiden : Data.Forms.Form Cell

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def Karlsson2017.Forms.kalojensa : Data.Forms.Form Cell

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def Karlsson2017.Forms.lexemes : List Data.Forms.Lexeme

Every lexeme of the data.

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def Karlsson2017.Forms.all : List (Data.Forms.Form Cell)

Every form the sources accept.

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def Karlsson2017.Forms.marked : List (Data.Forms.Form Cell)

Every form a source marks, as marginal, questionable, unacceptable or ungrammatical.

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• Karlsson2017.Forms.marked = []

def Karlsson2017.Forms.relations : List (Data.Forms.FormRelation (Data.Forms.Form Cell))

Every relation the sources assert between forms.

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• Karlsson2017.Forms.relations = []