Language: Noon nouns and adjectives Author: Gregory Stump and Raphael Finkel 2012 Nouns and adjectives Niger-Congo; Senegal authority: Maria Soukka Nouns have these morphosyntactic properties CLASS: 1/2/3/4/5/6 noun class (comparable to a gender) NUM: number (like "4 chairs") DEF: definiteness (like "the chair") LOC: location (like "near me", specified if and only if definite) POSS: possessor (like "our chair" specified only if definite) REL: relation (inalienable possessor, like "our father", specified optionally for singular definite nouns of subclass B) Adjectives have these morphosyntactic properties CLASS: 1/2/3/4/5/6 (agrees with class of modified noun) NUM: number (like "4 chairs") DEF: definiteness (like "the chair") LOC: location (like "near me", specified if and only if definite) ANIM: animacy (minus/plus) DIM: diminutivity (minus/plus) The purpose of this file is to experiment with PFM syntax and semantics. Paradigm Function PF() = V(IV(III(II(I(Stem()))))) ParadigmSchema(N <\d>A) = { CLASS:{$1} NUM:{sg/pl} DEF:{plus/minus} LOC:{1/2/3/noLoc} POSS:{(1 sg)/(1 pl incl/excl)/(2/3 sg/pl)/noPoss} REL:{noRel} } ParadigmSchema(N <\d>B) = { CLASS:{$1} NUM:{sg/pl} DEF:{plus/minus} LOC:{1/2/3/noLoc} POSS:{(1 pl incl/excl)/(2/3 pl)/noPoss} REL:{(1 sg)/(1 pl incl/excl)/(2/3 sg/pl)/noRel} } Disallow(N) = { (POSS:{sg/pl} DEF:{minus}) / % possession requires definiteness (REL:{sg/pl} DEF:{minus}) / % inalienable possessor requires definiteness (LOC:{1/2/3} DEF:{minus}) / % location requires definiteness (POSS:{sg/pl} REL:{sg/pl}) / % can't have both regular and inalienable possessor (DEF:{plus} LOC:{noLoc} REL:{noRel}) / % definite requires place or inalienable possessor (POSS:{sg/pl} LOC:{noLoc}) / % possessor needs a location (REL:{sg/pl} NUM:{pl}) / % inalienable possession only distinguished in sg (REL:{sg/pl} LOC:{1/2/3}) % inalienable possession } Disallow(N (1/2/3/4/5/6)B) = { NUM:{sg} POSS:{sg/pl} } ParadigmSchema(A) = { CLASS:{1/2/3/4/5/6} NUM:{sg/pl} DEF:{plus/minus} LOC:{1/2/3/noLoc} ANIM:{plus/minus} DIM:{plus/minus} } Disallow(A) = { (LOC:{1/2/3} DEF:{minus}) / % location requires definiteness (LOC:{noLoc} DEF:{plus}) % only for adjectives } Stem selection rules Nouns Stem() = yoon Stem() = pënís Stem() = miis Stem() = edik Stem() = ëlkít Stem() = ataa Stem() = ƴaal Stem() = ɓeti Stem() = kaan Stem() = hal Stem() = túuƴ Stem() = yaak Stem() = këmëŋkí Stem() = moorom Stem() = húnís Stem() = taanam Adjectives Stem() = yak Rules of exponence Block I I, X[N],σ:{CLASS:{4} NUM:{sg}} → kX I, X[N],σ:{CLASS:{5} NUM:{sg}} → pX I, X[N],σ:{CLASS:{6} NUM:{sg}} → jX I, X[N],σ:{CLASS:{4/5/6} NUM:{pl}} → tX I, X[A],σ:{} → iX Block II II, X[N],σ:{REL:{1 sg}} → Xroo II, X[N],σ:{REL:{2 sg}} → Xfu II, X[N],σ:{REL:{3 sg}} → Xci II, X[N],σ:{REL:{1 pl excl}} → Xríi II, X[N],σ:{REL:{1 pl incl}} → Xruu II, X[N],σ:{REL:{2 pl}} → Xrúu II, X[N],σ:{REL:{3 pl}} → Xɓa II, X[N 1B mun],σ:{REL:{noRel}} → Xmun II, X[A], σ:{DIM:{minus} ANIM:{minus} CLASS:{1} NUM:{sg}} → wX II, X[A], σ:{DIM:{minus} ANIM:{minus} CLASS:{2} NUM:{sg}} → fX II, X[A], σ:{DIM:{minus} ANIM:{minus} CLASS:{3} NUM:{sg}} → mX II, X[A], σ:{DIM:{minus} ANIM:{minus} CLASS:{4} NUM:{sg}} → kX II, X[A], σ:{DIM:{minus} ANIM:{minus} CLASS:{5} NUM:{sg}} → pX II, X[A], σ:{DIM:{minus} ANIM:{minus} CLASS:{6} NUM:{sg}} → jX II, X[A], σ:{DIM:{minus} ANIM:{minus} CLASS:{1/2/3} NUM:{pl}} → cX II, X[A], σ:{DIM:{minus} ANIM:{minus} CLASS:{4/5/6} NUM:{pl}} → tX II, X[A], σ:{DIM:{minus} ANIM:{plus} NUM:{sg}} → yX II, X[A], σ:{DIM:{minus} ANIM:{plus} NUM:{pl}} → ɓX II, X[A], σ:{DIM:{plus} NUM:{sg}} → jX II, X[A], σ:{DIM:{plus} NUM:{pl}} → tX Block III III, X[N],σ:{CLASS:{2} NUM:{sg} DEF:{plus} REL:{noRel}} → Xf III, X[N],σ:{CLASS:{3} NUM:{sg} DEF:{plus} REL:{noRel}} → Xm III, X[N],σ:{CLASS:{4} NUM:{sg} DEF:{plus} REL:{noRel}} → Xk III, X[N],σ:{CLASS:{5} NUM:{sg} DEF:{plus} REL:{noRel}} → Xp III, X[N],σ:{CLASS:{6} NUM:{sg} DEF:{plus} REL:{noRel}} → Xj III, X[N],σ:{CLASS:{1/2/3} NUM:{pl} DEF:{plus} REL:{noRel}} → Xc III, X[N],σ:{CLASS:{4/5/6} NUM:{pl} DEF:{plus} REL:{noRel}} → Xt III, X[A],σ:{DEF:{plus} DIM:{minus} ANIM:{minus} CLASS:{1} NUM:{sg}} → Xw III, X[A],σ:{DEF:{plus} DIM:{minus} ANIM:{minus} CLASS:{2} NUM:{sg}} → Xf III, X[A],σ:{DEF:{plus} DIM:{minus} ANIM:{minus} CLASS:{3} NUM:{sg}} → Xm III, X[A],σ:{DEF:{plus} DIM:{minus} ANIM:{minus} CLASS:{4} NUM:{sg}} → Xk III, X[A],σ:{DEF:{plus} DIM:{minus} ANIM:{minus} CLASS:{5} NUM:{sg}} → Xp III, X[A],σ:{DEF:{plus} DIM:{minus} ANIM:{minus} CLASS:{6} NUM:{sg}} → Xj III, X[A],σ:{DEF:{plus} DIM:{minus} ANIM:{minus} CLASS:{1/2/3} NUM:{pl}} → Xc III, X[A],σ:{DEF:{plus} DIM:{minus} ANIM:{minus} CLASS:{4/5/6} NUM:{pl}} → Xt III, X[A],σ:{DEF:{plus} DIM:{minus} ANIM:{plus} NUM:{sg}} → Xy III, X[A],σ:{DEF:{plus} DIM:{minus} ANIM:{plus} NUM:{pl}} → Xɓ III, X[A],σ:{DEF:{plus} DIM:{plus} NUM:{sg}} → Xj III, X[A],σ:{DEF:{plus} DIM:{plus} NUM:{pl}} → Xt Block IV IV, X[],σ:{LOC:{1}} → Xii IV, X[],σ:{LOC:{2}} → Xum IV, X[],σ:{LOC:{3}} → Xaa Block V V, X[N],σ:{POSS:{1 sg}} → Xgoo V, X[N],σ:{POSS:{2 sg}} → Xgaraa V, X[N],σ:{POSS:{3 sg}} → Xgari V, X[N],σ:{POSS:{1 pl excl}} → Xgëríi V, X[N],σ:{POSS:{1 pl incl}} → Xgaruu V, X[N],σ:{POSS:{2 pl}} → Xgërúu V, X[N],σ:{POSS:{3 pl}} → Xgaɓa Sandhi { m → Ø / m_ % taanammuniigoo → taanamuniigoo } % Sandhi Lexeme: FIELD %yoon Meaning: field Syntactic category: N Inflection class: 1A % Syntactic category: N % N / A % Inflection class: A % A / (B Bmun) (only for some syntactic categories) % Morphosyntactic class: 1 % (1/2/3/4/5/6 animate/inanimate/diminutive) Lexeme: HORSE % pënís Meaning: horse Syntactic category: N Inflection class: 2A Lexeme: MILK % miis Meaning: milk Syntactic category: N Inflection class: 3A Lexeme: TREE % kedik Meaning: tree Syntactic category: N Inflection class: 4A Lexeme: THREAD % pëlkít Meaning: thread Syntactic category: N Inflection class: 5A Lexeme: SMALL_CALABASH % pataa Meaning: small_calabash Syntactic category: N Inflection class: 6A Lexeme: MAN % ƴaal Meaning: man Syntactic category: N Inflection class: 1B Lexeme: WOMAN % ɓeti Meaning: woman Syntactic category: N Inflection class: 2B Lexeme: COMPOUND % kaan Meaning: compound Syntactic category: N Inflection class: 2B Lexeme: GROUP_HOUSE % hal Meaning: group_house Syntactic category: N Inflection class: 1B Lexeme: ROOM_HUT % túuƴ Meaning: room-hut Syntactic category: N Inflection class: 1B Lexeme: OLDER_SIBLING % yaak Meaning: older-sibling Syntactic category: N Inflection class: 1B mun Lexeme: YOUNGER_SIBLING % këmëŋkí Meaning: younger-sibling Syntactic category: N Inflection class: 1B mun Lexeme: PEER % moorom Meaning: peer Syntactic category: N Inflection class: 1B mun Lexeme: FRIEND & húnís Meaning: friend Syntactic category: N Inflection class: 1B mun Lexeme: UNCLE % taanam Meaning: uncle Syntactic category: N Inflection class: 1B mun Lexeme: BIG Meaning: big Syntactic category: A % Inflection class: % Syntactic category: N % N / A % Inflection class: A % A / (B Bmun) (only for some syntactic categories) % Morphosyntactic class: 1 % (1/2/3/4/5/6 animate/inanimate/diminutive) ShowOnlyTruth Truth = { % nouns TREE:{CLASS:{4} NUM:{sg} DEF:{minus} LOC:{noLoc} POSS:{noPoss} REL:{noRel}} = kedik TREE:{CLASS:{4} NUM:{pl} DEF:{minus} LOC:{noLoc} POSS:{noPoss} REL:{noRel}} = tedik TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{1} POSS:{noPoss} REL:{noRel}} = kedikkii TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{1} POSS:{1 sg} REL:{noRel}} = kedikkiigoo TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{1} POSS:{2 sg} REL:{noRel}} = kedikkiigaraa TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{1} POSS:{3 sg} REL:{noRel}} = kedikkiigari TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{1} POSS:{1 pl excl} REL:{noRel}} = kedikkiigëríi TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{1} POSS:{1 pl incl} REL:{noRel}} = kedikkiigaruu TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{1} POSS:{2 pl} REL:{noRel}} = kedikkiigërúu TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{1} POSS:{3 pl} REL:{noRel}} = kedikkiigaɓa TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{1} POSS:{noPoss} REL:{noRel}} = tediktii TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{1} POSS:{1 sg} REL:{noRel}} = tediktiigoo TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{1} POSS:{2 sg} REL:{noRel}} = tediktiigaraa TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{1} POSS:{3 sg} REL:{noRel}} = tediktiigari TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{1} POSS:{1 pl excl} REL:{noRel}} = tediktiigëríi TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{1} POSS:{1 pl incl} REL:{noRel}} = tediktiigaruu TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{1} POSS:{2 pl} REL:{noRel}} = tediktiigërúu TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{1} POSS:{3 pl} REL:{noRel}} = tediktiigaɓa TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{2} POSS:{noPoss} REL:{noRel}} = kedikkum TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{2} POSS:{1 sg} REL:{noRel}} = kedikkumgoo TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{2} POSS:{2 sg} REL:{noRel}} = kedikkumgaraa TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{2} POSS:{3 sg} REL:{noRel}} = kedikkumgari TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{2} POSS:{1 pl excl} REL:{noRel}} = kedikkumgëríi TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{2} POSS:{1 pl incl} REL:{noRel}} = kedikkumgaruu TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{2} POSS:{2 pl} REL:{noRel}} = kedikkumgërúu TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{2} POSS:{3 pl} REL:{noRel}} = kedikkumgaɓa TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{2} POSS:{noPoss} REL:{noRel}} = tediktum TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{2} POSS:{1 sg} REL:{noRel}} = tediktumgoo TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{2} POSS:{2 sg} REL:{noRel}} = tediktumgaraa TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{2} POSS:{3 sg} REL:{noRel}} = tediktumgari TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{2} POSS:{1 pl excl} REL:{noRel}} = tediktumgëríi TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{2} POSS:{1 pl incl} REL:{noRel}} = tediktumgaruu TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{2} POSS:{2 pl} REL:{noRel}} = tediktumgërúu TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{2} POSS:{3 pl} REL:{noRel}} = tediktumgaɓa TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{3} POSS:{noPoss} REL:{noRel}} = kedikkaa TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{3} POSS:{1 sg} REL:{noRel}} = kedikkaagoo TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{3} POSS:{2 sg} REL:{noRel}} = kedikkaagaraa TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{3} POSS:{3 sg} REL:{noRel}} = kedikkaagari TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{3} POSS:{1 pl excl} REL:{noRel}} = kedikkaagëríi TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{3} POSS:{1 pl incl} REL:{noRel}} = kedikkaagaruu TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{3} POSS:{2 pl} REL:{noRel}} = kedikkaagërúu TREE:{CLASS:{4} NUM:{sg} DEF:{plus} LOC:{3} POSS:{3 pl} REL:{noRel}} = kedikkaagaɓa TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{3} POSS:{noPoss} REL:{noRel}} = tediktaa TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{3} POSS:{1 sg} REL:{noRel}} = tediktaagoo TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{3} POSS:{2 sg} REL:{noRel}} = tediktaagaraa TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{3} POSS:{3 sg} REL:{noRel}} = tediktaagari TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{3} POSS:{1 pl excl} REL:{noRel}} = tediktaagëríi TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{3} POSS:{1 pl incl} REL:{noRel}} = tediktaagaruu TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{3} POSS:{2 pl} REL:{noRel}} = tediktaagërúu TREE:{CLASS:{4} NUM:{pl} DEF:{plus} LOC:{3} POSS:{3 pl} REL:{noRel}} = tediktaagaɓa UNCLE:{CLASS:{1} NUM:{sg} DEF:{minus} LOC:{noLoc} POSS:{noPoss} REL:{noRel}} = taanamun UNCLE:{CLASS:{1} NUM:{pl} DEF:{minus} LOC:{noLoc} POSS:{noPoss} REL:{noRel}} = taanamun UNCLE:{CLASS:{1} NUM:{sg} DEF:{plus} LOC:{noLoc} POSS:{noPoss} REL:{1 sg}} = taanamroo UNCLE:{CLASS:{1} NUM:{sg} DEF:{plus} LOC:{noLoc} POSS:{noPoss} REL:{2 sg}} = taanamfu UNCLE:{CLASS:{1} NUM:{sg} DEF:{plus} LOC:{noLoc} POSS:{noPoss} REL:{3 sg}} = taanamci UNCLE:{CLASS:{1} NUM:{sg} DEF:{plus} LOC:{noLoc} POSS:{noPoss} REL:{1 pl excl}} = taanamríi UNCLE:{CLASS:{1} NUM:{sg} DEF:{plus} LOC:{noLoc} POSS:{noPoss} REL:{1 pl incl}} = taanamruu UNCLE:{CLASS:{1} NUM:{sg} DEF:{plus} LOC:{noLoc} POSS:{noPoss} REL:{2 pl}} = taanamrúu UNCLE:{CLASS:{1} NUM:{sg} DEF:{plus} LOC:{noLoc} POSS:{noPoss} REL:{3 pl}} = taanamɓa UNCLE:{CLASS:{1} NUM:{sg} DEF:{plus} LOC:{1} POSS:{noPoss} REL:{noRel}} = taanamunii UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{1} POSS:{noPoss} REL:{noRel}} = taanamuncii UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{1} POSS:{1 sg} REL:{noRel}} = taanamunciigoo UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{1} POSS:{2 sg} REL:{noRel}} = taanamunciigaraa UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{1} POSS:{3 sg} REL:{noRel}} = taanamunciigari UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{1} POSS:{1 pl excl} REL:{noRel}} = taanamunciigëríi UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{1} POSS:{1 pl incl} REL:{noRel}} = taanamunciigaruu UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{1} POSS:{2 pl} REL:{noRel}} = taanamunciigërúu UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{1} POSS:{3 pl} REL:{noRel}} = taanamunciigaɓa UNCLE:{CLASS:{1} NUM:{sg} DEF:{plus} LOC:{2} POSS:{noPoss} REL:{noRel}} = taanamunum UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{2} POSS:{noPoss} REL:{noRel}} = taanamuncum UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{2} POSS:{1 sg} REL:{noRel}} = taanamuncumgoo UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{2} POSS:{2 sg} REL:{noRel}} = taanamuncumgaraa UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{2} POSS:{3 sg} REL:{noRel}} = taanamuncumgari UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{2} POSS:{1 pl excl} REL:{noRel}} = taanamuncumgëríi UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{2} POSS:{1 pl incl} REL:{noRel}} = taanamuncumgaruu UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{2} POSS:{2 pl} REL:{noRel}} = taanamuncumgërúu UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{2} POSS:{3 pl} REL:{noRel}} = taanamuncumgaɓa UNCLE:{CLASS:{1} NUM:{sg} DEF:{plus} LOC:{3} POSS:{noPoss} REL:{noRel}} = taanamunaa UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{3} POSS:{noPoss} REL:{noRel}} = taanamuncaa UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{3} POSS:{1 sg} REL:{noRel}} = taanamuncaagoo UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{3} POSS:{2 sg} REL:{noRel}} = taanamuncaagaraa UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{3} POSS:{3 sg} REL:{noRel}} = taanamuncaagari UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{3} POSS:{1 pl excl} REL:{noRel}} = taanamuncaagëríi UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{3} POSS:{1 pl incl} REL:{noRel}} = taanamuncaagaruu UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{3} POSS:{2 pl} REL:{noRel}} = taanamuncaagërúu UNCLE:{CLASS:{1} NUM:{pl} DEF:{plus} LOC:{3} POSS:{3 pl} REL:{noRel}} = taanamuncaagaɓa % adjectives BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{1} DEF:{minus} LOC:{noLoc}} = wiyak BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{2} DEF:{minus} LOC:{noLoc}} = fiyak BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{3} DEF:{minus} LOC:{noLoc}} = miyak BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{4} DEF:{minus} LOC:{noLoc}} = kiyak BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{5} DEF:{minus} LOC:{noLoc}} = piyak BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{6} DEF:{minus} LOC:{noLoc}} = jiyak BIG:{DIM:{minus} ANIM:{minus} NUM:{pl} CLASS:{1/2/3} DEF:{minus} LOC:{noLoc}} = ciyak BIG:{DIM:{minus} ANIM:{minus} NUM:{pl} CLASS:{4/5/6} DEF:{minus} LOC:{noLoc}} = tiyak BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{1} DEF:{plus} LOC:{1}} = wiyakwii BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{2} DEF:{plus} LOC:{1}} = fiyakfii BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{3} DEF:{plus} LOC:{1}} = miyakmii BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{4} DEF:{plus} LOC:{1}} = kiyakkii BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{5} DEF:{plus} LOC:{1}} = piyakpii BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{6} DEF:{plus} LOC:{1}} = jiyakjii BIG:{DIM:{minus} ANIM:{minus} NUM:{pl} CLASS:{1/2/3} DEF:{plus} LOC:{1}} = ciyakcii BIG:{DIM:{minus} ANIM:{minus} NUM:{pl} CLASS:{4/5/6} DEF:{plus} LOC:{1}} = tiyaktii BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{1} DEF:{plus} LOC:{2}} = wiyakwum BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{2} DEF:{plus} LOC:{2}} = fiyakfum BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{3} DEF:{plus} LOC:{2}} = miyakmum BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{4} DEF:{plus} LOC:{2}} = kiyakkum BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{5} DEF:{plus} LOC:{2}} = piyakpum BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{6} DEF:{plus} LOC:{2}} = jiyakjum BIG:{DIM:{minus} ANIM:{minus} NUM:{pl} CLASS:{1/2/3} DEF:{plus} LOC:{2}} = ciyakcum BIG:{DIM:{minus} ANIM:{minus} NUM:{pl} CLASS:{4/5/6} DEF:{plus} LOC:{2}} = tiyaktum BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{1} DEF:{plus} LOC:{3}} = wiyakwaa BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{2} DEF:{plus} LOC:{3}} = fiyakfaa BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{3} DEF:{plus} LOC:{3}} = miyakmaa BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{4} DEF:{plus} LOC:{3}} = kiyakkaa BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{5} DEF:{plus} LOC:{3}} = piyakpaa BIG:{DIM:{minus} ANIM:{minus} NUM:{sg} CLASS:{6} DEF:{plus} LOC:{3}} = jiyakjaa BIG:{DIM:{minus} ANIM:{minus} NUM:{pl} CLASS:{1/2/3} DEF:{plus} LOC:{3}} = ciyakcaa BIG:{DIM:{minus} ANIM:{minus} NUM:{pl} CLASS:{4/5/6} DEF:{plus} LOC:{3}} = tiyaktaa BIG:{DIM:{minus} ANIM:{plus} NUM:{sg} CLASS:{1/2/3/4/5/6} DEF:{minus} LOC:{noLoc}} = yiyak BIG:{DIM:{minus} ANIM:{plus} NUM:{pl} CLASS:{1/2/3/4/5/6} DEF:{minus} LOC:{noLoc}} = ɓiyak BIG:{DIM:{minus} ANIM:{plus} NUM:{sg} CLASS:{1/2/3/4/5/6} DEF:{plus} LOC:{1}} = yiyakyii BIG:{DIM:{minus} ANIM:{plus} NUM:{pl} CLASS:{1/2/3/4/5/6} DEF:{plus} LOC:{1}} = ɓiyakɓii BIG:{DIM:{minus} ANIM:{plus} NUM:{sg} CLASS:{1/2/3/4/5/6} DEF:{plus} LOC:{2}} = yiyakyum BIG:{DIM:{minus} ANIM:{plus} NUM:{pl} CLASS:{1/2/3/4/5/6} DEF:{plus} LOC:{2}} = ɓiyakɓum BIG:{DIM:{minus} ANIM:{plus} NUM:{sg} CLASS:{1/2/3/4/5/6} DEF:{plus} LOC:{3}} = yiyakyaa BIG:{DIM:{minus} ANIM:{plus} NUM:{pl} CLASS:{1/2/3/4/5/6} DEF:{plus} LOC:{3}} = ɓiyakɓaa BIG:{DIM:{plus} ANIM:{plus/minus} NUM:{sg} CLASS:{1/2/3/4/5/6} DEF:{minus} LOC:{noLoc}} = jiyak BIG:{DIM:{plus} ANIM:{plus/minus} NUM:{pl} CLASS:{1/2/3/4/5/6} DEF:{minus} LOC:{noLoc}} = tiyak BIG:{DIM:{plus} ANIM:{plus/minus} NUM:{sg} CLASS:{1/2/3/4/5/6} DEF:{plus} LOC:{1}} = jiyakjii BIG:{DIM:{plus} ANIM:{plus/minus} NUM:{pl} CLASS:{1/2/3/4/5/6} DEF:{plus} LOC:{1}} = tiyaktii BIG:{DIM:{plus} ANIM:{plus/minus} NUM:{sg} CLASS:{1/2/3/4/5/6} DEF:{plus} LOC:{2}} = jiyakjum BIG:{DIM:{plus} ANIM:{plus/minus} NUM:{pl} CLASS:{1/2/3/4/5/6} DEF:{plus} LOC:{2}} = tiyaktum BIG:{DIM:{plus} ANIM:{plus/minus} NUM:{sg} CLASS:{1/2/3/4/5/6} DEF:{plus} LOC:{3}} = jiyakjaa BIG:{DIM:{plus} ANIM:{plus/minus} NUM:{pl} CLASS:{1/2/3/4/5/6} DEF:{plus} LOC:{3}} = tiyaktaa }