L061ontology construction

The candidates are:
  - opt_c sam minus quen, type dov, x3 is tav, x4 is sam, dov is fibrous, quen is heavy, lorn minus dov, type sam, dov minus quen, sam is rigid, x1 is lorn, tav is hollow, tav minus lorn, type tav, type lorn, x2 is lorn, lorn is warm, x5 is lorn and type quen
  - opt_b tav is hollow, x5 is lorn, lorn minus dov, x4 is sam, tav minus dov, dov minus quen, quen is heavy, type lorn, x3 is tav, type tav, x2 is lorn, type dov, x1 is lorn, type sam, type quen, dov is fibrous, sam minus quen, lorn is warm and sam is rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 is lorn, sam is rigid, type tav, lorn minus dov, dov is fibrous, lorn is warm, x1 is lorn, type sam, x4 is sam, x3 is tav, tav minus dov, tav is hollow and x5 is lorn
  - opt_a x3 is tav, sam is rigid, tav minus dov, tav is hollow, x5 is lorn, x1 is lorn, x4 is sam, dov is fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen is heavy, type dov, sam minus dov, lorn minus dov, lorn is warm and x2 is lorn
The entities are:
  - x1
  - x2
  - x3
  - x4
  - x5
The observations are:
  - x1 was observed to be warm
  - x2 was observed to be fibrous
  - x2 was observed to be heavy
  - x3 was observed to be fibrous
  - x5 was observed to be fibrous
  - x2 was observed to be warm
  - x3 was observed to be heavy
  - x5 was observed to be warm
  - x1 was observed to be heavy
  - x5 was observed to be heavy
  - x3 was observed to be hollow
  - x4 was observed to be rigid
  - x4 was observed to be heavy
  - x1 was observed to be fibrous
What is the consistent ontology?

Los candidatos son:
  - opción C: Samuel menos Quen, el tipo: Dov, x3 es Tav, x4 es Samuel, Dov es fibroso, Quen es pesado, Lorn menos Dov, el tipo: Samuel, Dov menos Quen, Samuel es rígido, x1 es Lorn, Tav es hueco, Tav menos Lorn, el tipo: Tav, el tipo: Lorn, x2 es Lorn, Lorn es cálido, x5 es Lorn y el tipo: Quen
  - opción B: Tav es hueco, x5 es Lorn, Lorn menos Dov, x4 es Samuel, Tav menos Dov, Dov menos Quen, Quen es pesado, el tipo: Lorn, x3 es Tav, el tipo: Tav, x2 es Lorn, el tipo: Dov, x1 es Lorn, el tipo: Samuel, el tipo: Quen, Dov es fibroso, Samuel menos Quen, Lorn es cálido y Samuel es rígido
  - opción D: Samuel menos Quen, Dov menos Quen, el tipo: Lorn, el tipo: Dov, el tipo: Quen, x2 es Lorn, Samuel es rígido, el tipo: Tav, Lorn menos Dov, Dov es fibroso, Lorn es cálido, x1 es Lorn, el tipo: Samuel, x4 es Samuel, x3 es Tav, Tav menos Dov, Tav es hueco y x5 es Lorn
  - opción A: x3 es Tav, Samuel es rígido, Tav menos Dov, Tav es hueco, x5 es Lorn, x1 es Lorn, x4 es Samuel, Dov es fibroso, el tipo: Quen, Dov menos Quen, el tipo: Samuel, el tipo: Lorn, el tipo: Tav, Quen es pesado, el tipo: Dov, Samuel menos Dov, Lorn menos Dov, Lorn es cálido y x2 es Lorn
Las entidades son:
  - x1
  - x2
  - x3
  - x4
  - x5
Las observaciones son:
  - x1 se observó como cálido
  - x2 se observó como fibroso
  - x2 se observó como pesado
  - x3 se observó como fibroso
  - x5 se observó como fibroso
  - x2 se observó como cálido
  - x3 se observó como pesado
  - x5 se observó como cálido
  - x1 se observó como pesado
  - x5 se observó como pesado
  - x3 se observó como hueco
  - x4 se observó como rígido
  - x4 se observó como pesado
  - x1 se observó como fibroso
¿Qué consistent ontology?

候选项如下：
  - 选项C：萨姆减昆恩、类型：多夫、x3是塔夫、x4是萨姆、多夫是纤维状的、昆恩是重的、洛恩减多夫、类型：萨姆、多夫减昆恩、萨姆是刚性的、x1是洛恩、塔夫是空心的、塔夫减洛恩、类型：塔夫、类型：洛恩、x2是洛恩、洛恩是温暖的、x5是洛恩和类型：昆恩
  - 选项B：塔夫是空心的、x5是洛恩、洛恩减多夫、x4是萨姆、塔夫减多夫、多夫减昆恩、昆恩是重的、类型：洛恩、x3是塔夫、类型：塔夫、x2是洛恩、类型：多夫、x1是洛恩、类型：萨姆、类型：昆恩、多夫是纤维状的、萨姆减昆恩、洛恩是温暖的和萨姆是刚性的
  - 选项D：萨姆减昆恩、多夫减昆恩、类型：洛恩、类型：多夫、类型：昆恩、x2是洛恩、萨姆是刚性的、类型：塔夫、洛恩减多夫、多夫是纤维状的、洛恩是温暖的、x1是洛恩、类型：萨姆、x4是萨姆、x3是塔夫、塔夫减多夫、塔夫是空心的和x5是洛恩
  - 选项A：x3是塔夫、萨姆是刚性的、塔夫减多夫、塔夫是空心的、x5是洛恩、x1是洛恩、x4是萨姆、多夫是纤维状的、类型：昆恩、多夫减昆恩、类型：萨姆、类型：洛恩、类型：塔夫、昆恩是重的、类型：多夫、萨姆减多夫、洛恩减多夫、洛恩是温暖的和x2是洛恩
实体如下：
  - x1
  - x2
  - x3
  - x4
  - x5
观察如下：
  - x1观察到温暖的
  - x2观察到纤维状的
  - x2观察到重
  - x3观察到纤维状的
  - x5观察到纤维状的
  - x2观察到温暖的
  - x3观察到重
  - x5观察到温暖的
  - x1观察到重
  - x5观察到重
  - x3观察到空心的
  - x4观察到刚性的
  - x4观察到重
  - x1观察到纤维状的
consistent ontology什么？

Adaylar:
  - opt_c: sam quen eksi, tip: dov, x3 tav, x4 sam, dov lifli, quen ağır, lorn dov eksi, tip: sam, dov quen eksi, sam katı, x1 lorn, tav içi boş, tav lorn eksi, tip: tav, tip: lorn, x2 lorn, lorn ılık, x5 lorn ve tip: quen
  - opt_b: tav içi boş, x5 lorn, lorn dov eksi, x4 sam, tav dov eksi, dov quen eksi, quen ağır, tip: lorn, x3 tav, tip: tav, x2 lorn, tip: dov, x1 lorn, tip: sam, tip: quen, dov lifli, sam quen eksi, lorn ılık ve sam katı
  - opt_d: sam quen eksi, dov quen eksi, tip: lorn, tip: dov, tip: quen, x2 lorn, sam katı, tip: tav, lorn dov eksi, dov lifli, lorn ılık, x1 lorn, tip: sam, x4 sam, x3 tav, tav dov eksi, tav içi boş ve x5 lorn
  - opt_a: x3 tav, sam katı, tav dov eksi, tav içi boş, x5 lorn, x1 lorn, x4 sam, dov lifli, tip: quen, dov quen eksi, tip: sam, tip: lorn, tip: tav, quen ağır, tip: dov, sam dov eksi, lorn dov eksi, lorn ılık ve x2 lorn
Varlıklar:
  - x1
  - x2
  - x3
  - x4
  - x5
Gözlemler:
  - x1 ılık gözlemlendi
  - x2 lifli gözlemlendi
  - x2 ağır gözlemlendi
  - x3 lifli gözlemlendi
  - x5 lifli gözlemlendi
  - x2 ılık gözlemlendi
  - x3 ağır gözlemlendi
  - x5 ılık gözlemlendi
  - x1 ağır gözlemlendi
  - x5 ağır gözlemlendi
  - x3 içi boş gözlemlendi
  - x4 katı gözlemlendi
  - x4 ağır gözlemlendi
  - x1 lifli gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_c: sam minus quen, type: dov, x3 ni tav, x4 ni sam, dov ni fibrous, quen ni zito, lorn minus dov, type: sam, dov minus quen, sam ni rigid, x1 ni lorn, tav ni hollow, tav minus lorn, type: tav, type: lorn, x2 ni lorn, lorn ni vuguvugu, x5 ni lorn na type: quen
  - opt_b: tav ni hollow, x5 ni lorn, lorn minus dov, x4 ni sam, tav minus dov, dov minus quen, quen ni zito, type: lorn, x3 ni tav, type: tav, x2 ni lorn, type: dov, x1 ni lorn, type: sam, type: quen, dov ni fibrous, sam minus quen, lorn ni vuguvugu na sam ni rigid
  - opt_d: sam minus quen, dov minus quen, type: lorn, type: dov, type: quen, x2 ni lorn, sam ni rigid, type: tav, lorn minus dov, dov ni fibrous, lorn ni vuguvugu, x1 ni lorn, type: sam, x4 ni sam, x3 ni tav, tav minus dov, tav ni hollow na x5 ni lorn
  - opt_a: x3 ni tav, sam ni rigid, tav minus dov, tav ni hollow, x5 ni lorn, x1 ni lorn, x4 ni sam, dov ni fibrous, type: quen, dov minus quen, type: sam, type: lorn, type: tav, quen ni zito, type: dov, sam minus dov, lorn minus dov, lorn ni vuguvugu na x2 ni lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Uchunguzi:
  - x1 observe vuguvugu
  - x2 observe fibrous
  - x2 observe zito
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe vuguvugu
  - x3 observe zito
  - x5 observe vuguvugu
  - x1 observe zito
  - x5 observe zito
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe zito
  - x1 observe fibrous
Consistent ontology nini?

The candidates are:
  - opt_c sam minus quen, type dov, x3 is tav, x4 is sam, dov is fibrous, quen is heavy, lorn minus dov, type sam, dov minus quen, sam is rigid, x1 is lorn, tav is hollow, tav minus lorn, type tav, type lorn, x2 is lorn, lorn is warm, x5 is lorn and type quen
  - opt_b tav is hollow, x5 is lorn, lorn minus dov, x4 is sam, tav minus dov, dov minus quen, quen is heavy, type lorn, x3 is tav, type tav, x2 is lorn, type dov, x1 is lorn, type sam, type quen, dov is fibrous, sam minus quen, lorn is warm and sam is rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 is lorn, sam is rigid, type tav, lorn minus dov, dov is fibrous, lorn is warm, x1 is lorn, type sam, x4 is sam, x3 is tav, tav minus dov, tav is hollow and x5 is lorn
  - opt_a x3 is tav, sam is rigid, tav minus dov, tav is hollow, x5 is lorn, x1 is lorn, x4 is sam, dov is fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen is heavy, type dov, sam minus dov, lorn minus dov, lorn is warm and x2 is lorn
The entities are:
  - x1
  - x2
  - x3
  - x4
  - x5
The observations are:
  - x1 was observed to be warm
  - x2 was observed to be fibrous
  - x2 was observed to be heavy
  - x3 was observed to be fibrous
  - x5 was observed to be fibrous
  - x2 was observed to be warm
  - x3 was observed to be heavy
  - x5 was observed to be warm
  - x1 was observed to be heavy
  - x5 was observed to be heavy
  - x3 was observed to be hollow
  - x4 was observed to be rigid
  - x4 was observed to be heavy
  - x1 was observed to be fibrous
What is the consistent ontology?

{candidates: [(candidate opt_c [(sub sam quen) (type dov) (inst x3 tav) (inst x4 sam) (prop dov fibrous) (prop quen heavy) (sub lorn dov) (type sam) (sub dov quen) (prop sam rigid) (inst x1 lorn) (prop tav hollow) (sub tav lorn) (type tav) (type lorn) (inst x2 lorn) (prop lorn warm) (inst x5 lorn) (type quen)]) (candidate opt_b [(prop tav hollow) (inst x5 lorn) (sub lorn dov) (inst x4 sam) (sub tav dov) (sub dov quen) (prop quen heavy) (type lorn) (inst x3 tav) (type tav) (inst x2 lorn) (type dov) (inst x1 lorn) (type sam) (type quen) (prop dov fibrous) (sub sam quen) (prop lorn warm) (prop sam rigid)]) (candidate opt_d [(sub sam quen) (sub dov quen) (type lorn) (type dov) (type quen) (inst x2 lorn) (prop sam rigid) (type tav) (sub lorn dov) (prop dov fibrous) (prop lorn warm) (inst x1 lorn) (type sam) (inst x4 sam) (inst x3 tav) (sub tav dov) (prop tav hollow) (inst x5 lorn)]) (candidate opt_a [(inst x3 tav) (prop sam rigid) (sub tav dov) (prop tav hollow) (inst x5 lorn) (inst x1 lorn) (inst x4 sam) (prop dov fibrous) (type quen) (sub dov quen) (type sam) (type lorn) (type tav) (prop quen heavy) (type dov) (sub sam dov) (sub lorn dov) (prop lorn warm) (inst x2 lorn)])], entities: [x1 x2 x3 x4 x5], observations: [(observed x1 warm) (observed x2 fibrous) (observed x2 heavy) (observed x3 fibrous) (observed x5 fibrous) (observed x2 warm) (observed x3 heavy) (observed x5 warm) (observed x1 heavy) (observed x5 heavy) (observed x3 hollow) (observed x4 rigid) (observed x4 heavy) (observed x1 fibrous)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_c sam weniger quen, type dov, x3 ist tav, x4 ist sam, dov ist fibrous, quen ist schwerer, lorn weniger dov, type sam, dov weniger quen, sam ist steifer, x1 ist lorn, tav ist hohler, tav weniger lorn, type tav, type lorn, x2 ist lorn, lorn ist warmer, x5 ist lorn und type quen
  - opt_b tav ist hohler, x5 ist lorn, lorn weniger dov, x4 ist sam, tav weniger dov, dov weniger quen, quen ist schwerer, type lorn, x3 ist tav, type tav, x2 ist lorn, type dov, x1 ist lorn, type sam, type quen, dov ist fibrous, sam weniger quen, lorn ist warmer und sam ist steifer
  - opt_d sam weniger quen, dov weniger quen, type lorn, type dov, type quen, x2 ist lorn, sam ist steifer, type tav, lorn weniger dov, dov ist fibrous, lorn ist warmer, x1 ist lorn, type sam, x4 ist sam, x3 ist tav, tav weniger dov, tav ist hohler und x5 ist lorn
  - opt_a x3 ist tav, sam ist steifer, tav weniger dov, tav ist hohler, x5 ist lorn, x1 ist lorn, x4 ist sam, dov ist fibrous, type quen, dov weniger quen, type sam, type lorn, type tav, quen ist schwerer, type dov, sam weniger dov, lorn weniger dov, lorn ist warmer und x2 ist lorn
Die Entitäten sind:
  - x1
  - x2
  - x3
  - x4
  - x5
Beobachtungen:
  - x1 beobachten warme
  - x2 beobachten fibrous
  - x2 beobachten schwere
  - x3 beobachten fibrous
  - x5 beobachten fibrous
  - x2 beobachten warme
  - x3 beobachten schwere
  - x5 beobachten warme
  - x1 beobachten schwere
  - x5 beobachten schwere
  - x3 beobachten hohle
  - x4 beobachten steife
  - x4 beobachten schwere
  - x1 beobachten fibrous
Was beständig Ontologie?

Кандѝда̄т:
  - opt_c sam minus quen, ти̑п dov, x3 би̏ти tav, x4 би̏ти sam, dov би̏ти fibrous, quen би̏ти те́жак, lorn minus dov, ти̑п sam, dov minus quen, sam би̏ти rigid, x1 би̏ти lorn, tav би̏ти hollow, tav minus lorn, ти̑п tav, ти̑п lorn, x2 би̏ти lorn, lorn би̏ти то̏пао, x5 би̏ти lorn и ти̑п quen
  - opt_b tav би̏ти hollow, x5 би̏ти lorn, lorn minus dov, x4 би̏ти sam, tav minus dov, dov minus quen, quen би̏ти те́жак, ти̑п lorn, x3 би̏ти tav, ти̑п tav, x2 би̏ти lorn, ти̑п dov, x1 би̏ти lorn, ти̑п sam, ти̑п quen, dov би̏ти fibrous, sam minus quen, lorn би̏ти то̏пао и sam би̏ти rigid
  - opt_d sam minus quen, dov minus quen, ти̑п lorn, ти̑п dov, ти̑п quen, x2 би̏ти lorn, sam би̏ти rigid, ти̑п tav, lorn minus dov, dov би̏ти fibrous, lorn би̏ти то̏пао, x1 би̏ти lorn, ти̑п sam, x4 би̏ти sam, x3 би̏ти tav, tav minus dov, tav би̏ти hollow и x5 би̏ти lorn
  - opt_a x3 би̏ти tav, sam би̏ти rigid, tav minus dov, tav би̏ти hollow, x5 би̏ти lorn, x1 би̏ти lorn, x4 би̏ти sam, dov би̏ти fibrous, ти̑п quen, dov minus quen, ти̑п sam, ти̑п lorn, ти̑п tav, quen би̏ти те́жак, ти̑п dov, sam minus dov, lorn minus dov, lorn би̏ти то̏пао и x2 би̏ти lorn
Ентѝте̄т:
  - x1
  - x2
  - x3
  - x4
  - x5
Опа́жа̄ње:
  - x1 прома́трати то̏пао
  - x2 прома́трати fibrous
  - x2 прома́трати те́жак
  - x3 прома́трати fibrous
  - x5 прома́трати fibrous
  - x2 прома́трати то̏пао
  - x3 прома́трати те́жак
  - x5 прома́трати то̏пао
  - x1 прома́трати те́жак
  - x5 прома́трати те́жак
  - x3 прома́трати hollow
  - x4 прома́трати rigid
  - x4 прома́трати те́жак
  - x1 прома́трати fibrous
Consistent ontològija kakav?

Ehdokkaat:
  - opt_c sam miinus quen, luokka dov, x3 on tav, x4 on sam, dov on runsaskuituinen, quen on painava, lorn miinus dov, luokka sam, dov miinus quen, sam on jäykkä, x1 on lorn, tav on ontto, tav miinus lorn, luokka tav, luokka lorn, x2 on lorn, lorn on lämmin, x5 on lorn ja luokka quen
  - opt_b tav on ontto, x5 on lorn, lorn miinus dov, x4 on sam, tav miinus dov, dov miinus quen, quen on painava, luokka lorn, x3 on tav, luokka tav, x2 on lorn, luokka dov, x1 on lorn, luokka sam, luokka quen, dov on runsaskuituinen, sam miinus quen, lorn on lämmin ja sam on jäykkä
  - opt_d sam miinus quen, dov miinus quen, luokka lorn, luokka dov, luokka quen, x2 on lorn, sam on jäykkä, luokka tav, lorn miinus dov, dov on runsaskuituinen, lorn on lämmin, x1 on lorn, luokka sam, x4 on sam, x3 on tav, tav miinus dov, tav on ontto ja x5 on lorn
  - opt_a x3 on tav, sam on jäykkä, tav miinus dov, tav on ontto, x5 on lorn, x1 on lorn, x4 on sam, dov on runsaskuituinen, luokka quen, dov miinus quen, luokka sam, luokka lorn, luokka tav, quen on painava, luokka dov, sam miinus dov, lorn miinus dov, lorn on lämmin ja x2 on lorn
Olennot:
  - x1
  - x2
  - x3
  - x4
  - x5
Havainnoinnit:
  - x1 havainnoida lämmin
  - x2 havainnoida runsaskuituinen
  - x2 havainnoida painava
  - x3 havainnoida runsaskuituinen
  - x5 havainnoida runsaskuituinen
  - x2 havainnoida lämmin
  - x3 havainnoida painava
  - x5 havainnoida lämmin
  - x1 havainnoida painava
  - x5 havainnoida painava
  - x3 havainnoida ontto
  - x4 havainnoida jäykkä
  - x4 havainnoida painava
  - x1 havainnoida runsaskuituinen
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项C：萨姆减昆恩、类型：多夫、x3是塔夫、x4是萨姆、多夫是纤维状的、昆恩是重的、洛恩减多夫、类型：萨姆、多夫减昆恩、萨姆是刚性的、x1是洛恩、塔夫是空心的、塔夫减洛恩、类型：塔夫、类型：洛恩、x2是洛恩、洛恩是温暖的、x5是洛恩和类型：昆恩
  - 选项B：塔夫是空心的、x5是洛恩、洛恩减多夫、x4是萨姆、塔夫减多夫、多夫减昆恩、昆恩是重的、类型：洛恩、x3是塔夫、类型：塔夫、x2是洛恩、类型：多夫、x1是洛恩、类型：萨姆、类型：昆恩、多夫是纤维状的、萨姆减昆恩、洛恩是温暖的和萨姆是刚性的
  - 选项D：萨姆减昆恩、多夫减昆恩、类型：洛恩、类型：多夫、类型：昆恩、x2是洛恩、萨姆是刚性的、类型：塔夫、洛恩减多夫、多夫是纤维状的、洛恩是温暖的、x1是洛恩、类型：萨姆、x4是萨姆、x3是塔夫、塔夫减多夫、塔夫是空心的和x5是洛恩
  - 选项A：x3是塔夫、萨姆是刚性的、塔夫减多夫、塔夫是空心的、x5是洛恩、x1是洛恩、x4是萨姆、多夫是纤维状的、类型：昆恩、多夫减昆恩、类型：萨姆、类型：洛恩、类型：塔夫、昆恩是重的、类型：多夫、萨姆减多夫、洛恩减多夫、洛恩是温暖的和x2是洛恩
实体如下：
  - x1
  - x2
  - x3
  - x4
  - x5
观察如下：
  - x1观察到温暖的
  - x2观察到纤维状的
  - x2观察到重
  - x3观察到纤维状的
  - x5观察到纤维状的
  - x2观察到温暖的
  - x3观察到重
  - x5观察到温暖的
  - x1观察到重
  - x5观察到重
  - x3观察到空心的
  - x4观察到刚性的
  - x4观察到重
  - x1观察到纤维状的
consistent ontology什么？

候補者:
  - opt_c:samquenminus, 種類:dov, x3tavです, x4samです, dovfibrousです, quen重いです, lorndovminus, 種類:sam, dovquenminus, sam硬いです, x1lornです, tav空っぽです, tavlornminus, 種類:tav, 種類:lorn, x2lornです, lorn暖かいです, x5lornですと種類:quen
  - opt_b:tav空っぽです, x5lornです, lorndovminus, x4samです, tavdovminus, dovquenminus, quen重いです, 種類:lorn, x3tavです, 種類:tav, x2lornです, 種類:dov, x1lornです, 種類:sam, 種類:quen, dovfibrousです, samquenminus, lorn暖かいですとsam硬いです
  - opt_d:samquenminus, dovquenminus, 種類:lorn, 種類:dov, 種類:quen, x2lornです, sam硬いです, 種類:tav, lorndovminus, dovfibrousです, lorn暖かいです, x1lornです, 種類:sam, x4samです, x3tavです, tavdovminus, tav空っぽですとx5lornです
  - opt_a:x3tavです, sam硬いです, tavdovminus, tav空っぽです, x5lornです, x1lornです, x4samです, dovfibrousです, 種類:quen, dovquenminus, 種類:sam, 種類:lorn, 種類:tav, quen重いです, 種類:dov, samdovminus, lorndovminus, lorn暖かいですとx2lornです
実体:
  - x1
  - x2
  - x3
  - x4
  - x5
観察:
  - x1暖かい観察する
  - x2fibrous観察する
  - x2重い観察する
  - x3fibrous観察する
  - x5fibrous観察する
  - x2暖かい観察する
  - x3重い観察する
  - x5暖かい観察する
  - x1重い観察する
  - x5重い観察する
  - x3空っぽ観察する
  - x4硬い観察する
  - x4重い観察する
  - x1fibrous観察する
consistent存在論何と?

Adaylar:
  - opt_c: sam quen eksi, tip: dov, x3 tav, x4 sam, dov lifli, quen ağır, lorn dov eksi, tip: sam, dov quen eksi, sam katı, x1 lorn, tav içi boş, tav lorn eksi, tip: tav, tip: lorn, x2 lorn, lorn ılık, x5 lorn ve tip: quen
  - opt_b: tav içi boş, x5 lorn, lorn dov eksi, x4 sam, tav dov eksi, dov quen eksi, quen ağır, tip: lorn, x3 tav, tip: tav, x2 lorn, tip: dov, x1 lorn, tip: sam, tip: quen, dov lifli, sam quen eksi, lorn ılık ve sam katı
  - opt_d: sam quen eksi, dov quen eksi, tip: lorn, tip: dov, tip: quen, x2 lorn, sam katı, tip: tav, lorn dov eksi, dov lifli, lorn ılık, x1 lorn, tip: sam, x4 sam, x3 tav, tav dov eksi, tav içi boş ve x5 lorn
  - opt_a: x3 tav, sam katı, tav dov eksi, tav içi boş, x5 lorn, x1 lorn, x4 sam, dov lifli, tip: quen, dov quen eksi, tip: sam, tip: lorn, tip: tav, quen ağır, tip: dov, sam dov eksi, lorn dov eksi, lorn ılık ve x2 lorn
Varlıklar:
  - x1
  - x2
  - x3
  - x4
  - x5
Gözlemler:
  - x1 ılık gözlemlendi
  - x2 lifli gözlemlendi
  - x2 ağır gözlemlendi
  - x3 lifli gözlemlendi
  - x5 lifli gözlemlendi
  - x2 ılık gözlemlendi
  - x3 ağır gözlemlendi
  - x5 ılık gözlemlendi
  - x1 ağır gözlemlendi
  - x5 ağır gözlemlendi
  - x3 içi boş gözlemlendi
  - x4 katı gözlemlendi
  - x4 ağır gözlemlendi
  - x1 lifli gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_c نَاقَص sam quen، type dov، x3 tav، x4 sam، dov fibrous، quen ثَقِيل، نَاقَص lorn dov، type sam، نَاقَص dov quen، sam rigid، x1 lorn، tav أَجْوَف، نَاقَص tav lorn، type tav، type lorn، x2 lorn، lorn دَافِئ، x5 lorn وَـ type quen
  - opt_b tav أَجْوَف، x5 lorn، نَاقَص lorn dov، x4 sam، نَاقَص tav dov، نَاقَص dov quen، quen ثَقِيل، type lorn، x3 tav، type tav، x2 lorn، type dov، x1 lorn، type sam، type quen، dov fibrous، نَاقَص sam quen، lorn دَافِئ وَـ sam rigid
  - opt_d نَاقَص sam quen، نَاقَص dov quen، type lorn، type dov، type quen، x2 lorn، sam rigid، type tav، نَاقَص lorn dov، dov fibrous، lorn دَافِئ، x1 lorn، type sam، x4 sam، x3 tav، نَاقَص tav dov، tav أَجْوَف وَـ x5 lorn
  - opt_a x3 tav، sam rigid، نَاقَص tav dov، tav أَجْوَف، x5 lorn، x1 lorn، x4 sam، dov fibrous، type quen، نَاقَص dov quen، type sam، type lorn، type tav، quen ثَقِيل، type dov، نَاقَص sam dov، نَاقَص lorn dov، lorn دَافِئ وَـ x2 lorn
كِيَان:
  - x1
  - x2
  - x3
  - x4
  - x5
رَصْد:
  - لَاحَظَ x1 دَافِئ
  - لَاحَظَ x2 fibrous
  - لَاحَظَ x2 ثَقِيل
  - لَاحَظَ x3 fibrous
  - لَاحَظَ x5 fibrous
  - لَاحَظَ x2 دَافِئ
  - لَاحَظَ x3 ثَقِيل
  - لَاحَظَ x5 دَافِئ
  - لَاحَظَ x1 ثَقِيل
  - لَاحَظَ x5 ثَقِيل
  - لَاحَظَ x3 أَجْوَف
  - لَاحَظَ x4 rigid
  - لَاحَظَ x4 ثَقِيل
  - لَاحَظَ x1 fibrous
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_c sam quen minus, type dov, x3 tav ყოფნა, x4 sam ყოფნა, dov fibrous ყოფნა, quen მძიმე ყოფნა, lorn dov minus, type sam, dov quen minus, sam მაგარი ყოფნა, x1 lorn ყოფნა, tav ცარიელი ყოფნა, tav lorn minus, type tav, type lorn, x2 lorn ყოფნა, lorn თბილი ყოფნა, x5 lorn ყოფნა და type quen
  - opt_b tav ცარიელი ყოფნა, x5 lorn ყოფნა, lorn dov minus, x4 sam ყოფნა, tav dov minus, dov quen minus, quen მძიმე ყოფნა, type lorn, x3 tav ყოფნა, type tav, x2 lorn ყოფნა, type dov, x1 lorn ყოფნა, type sam, type quen, dov fibrous ყოფნა, sam quen minus, lorn თბილი ყოფნა და sam მაგარი ყოფნა
  - opt_d sam quen minus, dov quen minus, type lorn, type dov, type quen, x2 lorn ყოფნა, sam მაგარი ყოფნა, type tav, lorn dov minus, dov fibrous ყოფნა, lorn თბილი ყოფნა, x1 lorn ყოფნა, type sam, x4 sam ყოფნა, x3 tav ყოფნა, tav dov minus, tav ცარიელი ყოფნა და x5 lorn ყოფნა
  - opt_a x3 tav ყოფნა, sam მაგარი ყოფნა, tav dov minus, tav ცარიელი ყოფნა, x5 lorn ყოფნა, x1 lorn ყოფნა, x4 sam ყოფნა, dov fibrous ყოფნა, type quen, dov quen minus, type sam, type lorn, type tav, quen მძიმე ყოფნა, type dov, sam dov minus, lorn dov minus, lorn თბილი ყოფნა და x2 lorn ყოფნა
Არსებები:
  - x1
  - x2
  - x3
  - x4
  - x5
Დაკვირვება:
  - x1 თბილი აკვირდება
  - x2 fibrous აკვირდება
  - x2 მძიმე აკვირდება
  - x3 fibrous აკვირდება
  - x5 fibrous აკვირდება
  - x2 თბილი აკვირდება
  - x3 მძიმე აკვირდება
  - x5 თბილი აკვირდება
  - x1 მძიმე აკვირდება
  - x5 მძიმე აკვირდება
  - x3 ცარიელი აკვირდება
  - x4 მაგარი აკვირდება
  - x4 მძიმე აკვირდება
  - x1 fibrous აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_c minus sam quen, pato dov, x3 tav, x4 sam, dov akaaka, quen makerewhatu, minus lorn dov, pato sam, minus dov quen, sam torotika, x1 lorn, tav kaiwaka, minus tav lorn, pato tav, pato lorn, x2 lorn, lorn mahana, x5 lorn me pato quen
  - opt_b tav kaiwaka, x5 lorn, minus lorn dov, x4 sam, minus tav dov, minus dov quen, quen makerewhatu, pato lorn, x3 tav, pato tav, x2 lorn, pato dov, x1 lorn, pato sam, pato quen, dov akaaka, minus sam quen, lorn mahana me sam torotika
  - opt_d minus sam quen, minus dov quen, pato lorn, pato dov, pato quen, x2 lorn, sam torotika, pato tav, minus lorn dov, dov akaaka, lorn mahana, x1 lorn, pato sam, x4 sam, x3 tav, minus tav dov, tav kaiwaka me x5 lorn
  - opt_a x3 tav, sam torotika, minus tav dov, tav kaiwaka, x5 lorn, x1 lorn, x4 sam, dov akaaka, pato quen, minus dov quen, pato sam, pato lorn, pato tav, quen makerewhatu, pato dov, minus sam dov, minus lorn dov, lorn mahana me x2 lorn
Hinonga:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - observe x1 mahana
  - observe x2 akaaka
  - observe x2 makerewhatu
  - observe x3 akaaka
  - observe x5 akaaka
  - observe x2 mahana
  - observe x3 makerewhatu
  - observe x5 mahana
  - observe x1 makerewhatu
  - observe x5 makerewhatu
  - observe x3 kaiwaka
  - observe x4 torotika
  - observe x4 makerewhatu
  - observe x1 akaaka
Consistent ontology unutai?

Candidates:
  - opt_c sam trừ quen, loại dov, x3 là tav, x4 là sam, dov là fibrous, quen là nặng, lorn trừ dov, loại sam, dov trừ quen, sam là cứng ngắc, x1 là lorn, tav là rỗng, tav trừ lorn, loại tav, loại lorn, x2 là lorn, lorn là warm, x5 là lorn và loại quen
  - opt_b tav là rỗng, x5 là lorn, lorn trừ dov, x4 là sam, tav trừ dov, dov trừ quen, quen là nặng, loại lorn, x3 là tav, loại tav, x2 là lorn, loại dov, x1 là lorn, loại sam, loại quen, dov là fibrous, sam trừ quen, lorn là warm và sam là cứng ngắc
  - opt_d sam trừ quen, dov trừ quen, loại lorn, loại dov, loại quen, x2 là lorn, sam là cứng ngắc, loại tav, lorn trừ dov, dov là fibrous, lorn là warm, x1 là lorn, loại sam, x4 là sam, x3 là tav, tav trừ dov, tav là rỗng và x5 là lorn
  - opt_a x3 là tav, sam là cứng ngắc, tav trừ dov, tav là rỗng, x5 là lorn, x1 là lorn, x4 là sam, dov là fibrous, loại quen, dov trừ quen, loại sam, loại lorn, loại tav, quen là nặng, loại dov, sam trừ dov, lorn trừ dov, lorn là warm và x2 là lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 quan sát warm
  - x2 quan sát fibrous
  - x2 quan sát nặng
  - x3 quan sát fibrous
  - x5 quan sát fibrous
  - x2 quan sát warm
  - x3 quan sát nặng
  - x5 quan sát warm
  - x1 quan sát nặng
  - x5 quan sát nặng
  - x3 quan sát rỗng
  - x4 quan sát cứng ngắc
  - x4 quan sát nặng
  - x1 quan sát fibrous
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_c:samminusquen, ประเภท:dov, x3ถูกtav, x4ถูกsam, dovถูกfibrous, quenถูกหนัก, lornminusdov, ประเภท:sam, dovminusquen, samถูกrigid, x1ถูกlorn, tavถูกกลวง, tavminuslorn, ประเภท:tav, ประเภท:lorn, x2ถูกlorn, lornถูกอุ่น, x5ถูกlornและประเภท:quen
  - opt_b:tavถูกกลวง, x5ถูกlorn, lornminusdov, x4ถูกsam, tavminusdov, dovminusquen, quenถูกหนัก, ประเภท:lorn, x3ถูกtav, ประเภท:tav, x2ถูกlorn, ประเภท:dov, x1ถูกlorn, ประเภท:sam, ประเภท:quen, dovถูกfibrous, samminusquen, lornถูกอุ่นและsamถูกrigid
  - opt_d:samminusquen, dovminusquen, ประเภท:lorn, ประเภท:dov, ประเภท:quen, x2ถูกlorn, samถูกrigid, ประเภท:tav, lornminusdov, dovถูกfibrous, lornถูกอุ่น, x1ถูกlorn, ประเภท:sam, x4ถูกsam, x3ถูกtav, tavminusdov, tavถูกกลวงและx5ถูกlorn
  - opt_a:x3ถูกtav, samถูกrigid, tavminusdov, tavถูกกลวง, x5ถูกlorn, x1ถูกlorn, x4ถูกsam, dovถูกfibrous, ประเภท:quen, dovminusquen, ประเภท:sam, ประเภท:lorn, ประเภท:tav, quenถูกหนัก, ประเภท:dov, samminusdov, lornminusdov, lornถูกอุ่นและx2ถูกlorn
entities:
  - x1
  - x2
  - x3
  - x4
  - x5
การสังเกต:
  - x1สังเกตอุ่น
  - x2สังเกตfibrous
  - x2สังเกตหนัก
  - x3สังเกตfibrous
  - x5สังเกตfibrous
  - x2สังเกตอุ่น
  - x3สังเกตหนัก
  - x5สังเกตอุ่น
  - x1สังเกตหนัก
  - x5สังเกตหนัก
  - x3สังเกตกลวง
  - x4สังเกตrigid
  - x4สังเกตหนัก
  - x1สังเกตfibrous
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_c sam quen கழித்தல், type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn dov கழித்தல், type sam, dov quen கழித்தல், sam rigid, x1 lorn, tav hollow, tav lorn கழித்தல், type tav, type lorn, x2 lorn, lorn இதமாக, x5 lorn மற்றும் type quen
  - opt_b tav hollow, x5 lorn, lorn dov கழித்தல், x4 sam, tav dov கழித்தல், dov quen கழித்தல், quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam quen கழித்தல், lorn இதமாக மற்றும் sam rigid
  - opt_d sam quen கழித்தல், dov quen கழித்தல், type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn dov கழித்தல், dov fibrous, lorn இதமாக, x1 lorn, type sam, x4 sam, x3 tav, tav dov கழித்தல், tav hollow மற்றும் x5 lorn
  - opt_a x3 tav, sam rigid, tav dov கழித்தல், tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov quen கழித்தல், type sam, type lorn, type tav, quen heavy, type dov, sam dov கழித்தல், lorn dov கழித்தல், lorn இதமாக மற்றும் x2 lorn
entities:
  - x1
  - x2
  - x3
  - x4
  - x5
observations:
  - x1 இதமாக observe
  - x2 fibrous observe
  - x2 heavy observe
  - x3 fibrous observe
  - x5 fibrous observe
  - x2 இதமாக observe
  - x3 heavy observe
  - x5 இதமாக observe
  - x1 heavy observe
  - x5 heavy observe
  - x3 hollow observe
  - x4 rigid observe
  - x4 heavy observe
  - x1 fibrous observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_c: sam minus quen, type: dov, x3 ni tav, x4 ni sam, dov ni fibrous, quen ni zito, lorn minus dov, type: sam, dov minus quen, sam ni rigid, x1 ni lorn, tav ni hollow, tav minus lorn, type: tav, type: lorn, x2 ni lorn, lorn ni vuguvugu, x5 ni lorn na type: quen
  - opt_b: tav ni hollow, x5 ni lorn, lorn minus dov, x4 ni sam, tav minus dov, dov minus quen, quen ni zito, type: lorn, x3 ni tav, type: tav, x2 ni lorn, type: dov, x1 ni lorn, type: sam, type: quen, dov ni fibrous, sam minus quen, lorn ni vuguvugu na sam ni rigid
  - opt_d: sam minus quen, dov minus quen, type: lorn, type: dov, type: quen, x2 ni lorn, sam ni rigid, type: tav, lorn minus dov, dov ni fibrous, lorn ni vuguvugu, x1 ni lorn, type: sam, x4 ni sam, x3 ni tav, tav minus dov, tav ni hollow na x5 ni lorn
  - opt_a: x3 ni tav, sam ni rigid, tav minus dov, tav ni hollow, x5 ni lorn, x1 ni lorn, x4 ni sam, dov ni fibrous, type: quen, dov minus quen, type: sam, type: lorn, type: tav, quen ni zito, type: dov, sam minus dov, lorn minus dov, lorn ni vuguvugu na x2 ni lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Uchunguzi:
  - x1 observe vuguvugu
  - x2 observe fibrous
  - x2 observe zito
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe vuguvugu
  - x3 observe zito
  - x5 observe vuguvugu
  - x1 observe zito
  - x5 observe zito
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe zito
  - x1 observe fibrous
Consistent ontology nini?

Candidates:
  - opt_c sam quen minus, type dov, x3 tav átʼé, x4 sam átʼé, dov fibrous átʼé, quen nisdaaz átʼé, lorn dov minus, type sam, dov quen minus, sam rigid átʼé, x1 lorn átʼé, tav hollow átʼé, tav lorn minus, type tav, type lorn, x2 lorn átʼé, lorn warm átʼé, x5 lorn átʼé dóó type quen
  - opt_b tav hollow átʼé, x5 lorn átʼé, lorn dov minus, x4 sam átʼé, tav dov minus, dov quen minus, quen nisdaaz átʼé, type lorn, x3 tav átʼé, type tav, x2 lorn átʼé, type dov, x1 lorn átʼé, type sam, type quen, dov fibrous átʼé, sam quen minus, lorn warm átʼé dóó sam rigid átʼé
  - opt_d sam quen minus, dov quen minus, type lorn, type dov, type quen, x2 lorn átʼé, sam rigid átʼé, type tav, lorn dov minus, dov fibrous átʼé, lorn warm átʼé, x1 lorn átʼé, type sam, x4 sam átʼé, x3 tav átʼé, tav dov minus, tav hollow átʼé dóó x5 lorn átʼé
  - opt_a x3 tav átʼé, sam rigid átʼé, tav dov minus, tav hollow átʼé, x5 lorn átʼé, x1 lorn átʼé, x4 sam átʼé, dov fibrous átʼé, type quen, dov quen minus, type sam, type lorn, type tav, quen nisdaaz átʼé, type dov, sam dov minus, lorn dov minus, lorn warm átʼé dóó x2 lorn átʼé
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 warm observe
  - x2 fibrous observe
  - x2 nisdaaz observe
  - x3 fibrous observe
  - x5 fibrous observe
  - x2 warm observe
  - x3 nisdaaz observe
  - x5 warm observe
  - x1 nisdaaz observe
  - x5 nisdaaz observe
  - x3 hollow observe
  - x4 rigid observe
  - x4 nisdaaz observe
  - x1 fibrous observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_c sam quen minus, type dov, x3 tav a, x4 sam a, dov fibrous a, quen heavy a, lorn dov minus, type sam, dov quen minus, sam rigid a, x1 lorn a, tav hollow a, tav lorn minus, type tav, type lorn, x2 lorn a, lorn warm a, x5 lorn a aamma type quen
  - opt_b tav hollow a, x5 lorn a, lorn dov minus, x4 sam a, tav dov minus, dov quen minus, quen heavy a, type lorn, x3 tav a, type tav, x2 lorn a, type dov, x1 lorn a, type sam, type quen, dov fibrous a, sam quen minus, lorn warm a aamma sam rigid a
  - opt_d sam quen minus, dov quen minus, type lorn, type dov, type quen, x2 lorn a, sam rigid a, type tav, lorn dov minus, dov fibrous a, lorn warm a, x1 lorn a, type sam, x4 sam a, x3 tav a, tav dov minus, tav hollow a aamma x5 lorn a
  - opt_a x3 tav a, sam rigid a, tav dov minus, tav hollow a, x5 lorn a, x1 lorn a, x4 sam a, dov fibrous a, type quen, dov quen minus, type sam, type lorn, type tav, quen heavy a, type dov, sam dov minus, lorn dov minus, lorn warm a aamma x2 lorn a
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 warm observe
  - x2 fibrous observe
  - x2 heavy observe
  - x3 fibrous observe
  - x5 fibrous observe
  - x2 warm observe
  - x3 heavy observe
  - x5 warm observe
  - x1 heavy observe
  - x5 heavy observe
  - x3 hollow observe
  - x4 rigid observe
  - x4 heavy observe
  - x1 fibrous observe
Consistent ontology what?

Candidates:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn warm, x5 lorn na type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn warm na sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow na x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen heavy, type dov, sam minus dov, lorn minus dov, lorn warm na x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology what?

Candidates:
  - opt_c sam minus quen, sësàphitehike dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn minus dov, sësàphitehike sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, sësàphitehike tav, sësàphitehike lorn, x2 lorn, lorn warm, x5 lorn sësàphitehike quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen heavy, sësàphitehike lorn, x3 tav, sësàphitehike tav, x2 lorn, sësàphitehike dov, x1 lorn, sësàphitehike sam, sësàphitehike quen, dov fibrous, sam minus quen, lorn warm sam rigid
  - opt_d sam minus quen, dov minus quen, sësàphitehike lorn, sësàphitehike dov, sësàphitehike quen, x2 lorn, sam rigid, sësàphitehike tav, lorn minus dov, dov fibrous, lorn warm, x1 lorn, sësàphitehike sam, x4 sam, x3 tav, tav minus dov, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, sësàphitehike quen, dov minus quen, sësàphitehike sam, sësàphitehike lorn, sësàphitehike tav, quen heavy, sësàphitehike dov, sam minus dov, lorn minus dov, lorn warm x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology kwèch?

Candidates:
  - opt_c sam minus quen, type dov, x3 хила tav, x4 хила sam, dov хила fibrous, quen хила деза, lorn minus dov, type sam, dov minus quen, sam хила rigid, x1 хила lorn, tav хила hollow, tav minus lorn, type tav, type lorn, x2 хила lorn, lorn хила мела, x5 хила lorn а type quen
  - opt_b tav хила hollow, x5 хила lorn, lorn minus dov, x4 хила sam, tav minus dov, dov minus quen, quen хила деза, type lorn, x3 хила tav, type tav, x2 хила lorn, type dov, x1 хила lorn, type sam, type quen, dov хила fibrous, sam minus quen, lorn хила мела а sam хила rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 хила lorn, sam хила rigid, type tav, lorn minus dov, dov хила fibrous, lorn хила мела, x1 хила lorn, type sam, x4 хила sam, x3 хила tav, tav minus dov, tav хила hollow а x5 хила lorn
  - opt_a x3 хила tav, sam хила rigid, tav minus dov, tav хила hollow, x5 хила lorn, x1 хила lorn, x4 хила sam, dov хила fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen хила деза, type dov, sam minus dov, lorn minus dov, lorn хила мела а x2 хила lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe мела
  - x2 observe fibrous
  - x2 observe деза
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe мела
  - x3 observe деза
  - x5 observe мела
  - x1 observe деза
  - x5 observe деза
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe деза
  - x1 observe fibrous
Consistent ontology фу?

후보자:
  - opt_c sam quen 빼기, 유형 dov, x3 tav, x4 sam, dov fibrous, quen 무겁다, lorn dov 빼기, 유형 sam, dov quen 빼기, sam rigid, x1 lorn, tav hollow, tav lorn 빼기, 유형 tav, 유형 lorn, x2 lorn, lorn 따뜻하다, x5 lorn 유형 quen
  - opt_b tav hollow, x5 lorn, lorn dov 빼기, x4 sam, tav dov 빼기, dov quen 빼기, quen 무겁다, 유형 lorn, x3 tav, 유형 tav, x2 lorn, 유형 dov, x1 lorn, 유형 sam, 유형 quen, dov fibrous, sam quen 빼기, lorn 따뜻하다 sam rigid
  - opt_d sam quen 빼기, dov quen 빼기, 유형 lorn, 유형 dov, 유형 quen, x2 lorn, sam rigid, 유형 tav, lorn dov 빼기, dov fibrous, lorn 따뜻하다, x1 lorn, 유형 sam, x4 sam, x3 tav, tav dov 빼기, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav dov 빼기, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, 유형 quen, dov quen 빼기, 유형 sam, 유형 lorn, 유형 tav, quen 무겁다, 유형 dov, sam dov 빼기, lorn dov 빼기, lorn 따뜻하다 x2 lorn
실재:
  - x1
  - x2
  - x3
  - x4
  - x5
관찰:
  - x1 따뜻하다 관찰하다
  - x2 fibrous 관찰하다
  - x2 무겁다 관찰하다
  - x3 fibrous 관찰하다
  - x5 fibrous 관찰하다
  - x2 따뜻하다 관찰하다
  - x3 무겁다 관찰하다
  - x5 따뜻하다 관찰하다
  - x1 무겁다 관찰하다
  - x5 무겁다 관찰하다
  - x3 hollow 관찰하다
  - x4 rigid 관찰하다
  - x4 무겁다 관찰하다
  - x1 fibrous 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_c sam quen ken, mota dov, x3 tav dago, x4 sam dago, dov fibrous dago, quen astun dago, lorn dov ken, mota sam, dov quen ken, sam rigid dago, x1 lorn dago, tav hollow dago, tav lorn ken, mota tav, mota lorn, x2 lorn dago, lorn warm dago, x5 lorn dago eta mota quen
  - opt_b tav hollow dago, x5 lorn dago, lorn dov ken, x4 sam dago, tav dov ken, dov quen ken, quen astun dago, mota lorn, x3 tav dago, mota tav, x2 lorn dago, mota dov, x1 lorn dago, mota sam, mota quen, dov fibrous dago, sam quen ken, lorn warm dago eta sam rigid dago
  - opt_d sam quen ken, dov quen ken, mota lorn, mota dov, mota quen, x2 lorn dago, sam rigid dago, mota tav, lorn dov ken, dov fibrous dago, lorn warm dago, x1 lorn dago, mota sam, x4 sam dago, x3 tav dago, tav dov ken, tav hollow dago eta x5 lorn dago
  - opt_a x3 tav dago, sam rigid dago, tav dov ken, tav hollow dago, x5 lorn dago, x1 lorn dago, x4 sam dago, dov fibrous dago, mota quen, dov quen ken, mota sam, mota lorn, mota tav, quen astun dago, mota dov, sam dov ken, lorn dov ken, lorn warm dago eta x2 lorn dago
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 warm observe
  - x2 fibrous observe
  - x2 astun observe
  - x3 fibrous observe
  - x5 fibrous observe
  - x2 warm observe
  - x3 astun observe
  - x5 warm observe
  - x1 astun observe
  - x5 astun observe
  - x3 hollow observe
  - x4 rigid observe
  - x4 astun observe
  - x1 fibrous observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen ᎦᎨᏓ, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn warm, x5 lorn ᎠᎴ type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen ᎦᎨᏓ, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn warm ᎠᎴ sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow ᎠᎴ x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen ᎦᎨᏓ, type dov, sam minus dov, lorn minus dov, lorn warm ᎠᎴ x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe ᎦᎨᏓ
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe ᎦᎨᏓ
  - x5 observe warm
  - x1 observe ᎦᎨᏓ
  - x5 observe ᎦᎨᏓ
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe ᎦᎨᏓ
  - x1 observe fibrous
What consistent ontology?

Candidates:
  - opt_c sam minus quen, type dov, x3 tiyay tav, x4 tiyay sam, dov tiyay fibrous, quen tiyay llasaq, lorn minus dov, type sam, dov minus quen, sam tiyay rigid, x1 tiyay lorn, tav tiyay hollow, tav minus lorn, type tav, type lorn, x2 tiyay lorn, lorn tiyay q’uñi, x5 tiyay lorn type quen
  - opt_b tav tiyay hollow, x5 tiyay lorn, lorn minus dov, x4 tiyay sam, tav minus dov, dov minus quen, quen tiyay llasaq, type lorn, x3 tiyay tav, type tav, x2 tiyay lorn, type dov, x1 tiyay lorn, type sam, type quen, dov tiyay fibrous, sam minus quen, lorn tiyay q’uñi sam tiyay rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 tiyay lorn, sam tiyay rigid, type tav, lorn minus dov, dov tiyay fibrous, lorn tiyay q’uñi, x1 tiyay lorn, type sam, x4 tiyay sam, x3 tiyay tav, tav minus dov, tav tiyay hollow x5 tiyay lorn
  - opt_a x3 tiyay tav, sam tiyay rigid, tav minus dov, tav tiyay hollow, x5 tiyay lorn, x1 tiyay lorn, x4 tiyay sam, dov tiyay fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen tiyay llasaq, type dov, sam minus dov, lorn minus dov, lorn tiyay q’uñi x2 tiyay lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 qhaway q’uñi
  - x2 qhaway fibrous
  - x2 qhaway llasaq
  - x3 qhaway fibrous
  - x5 qhaway fibrous
  - x2 qhaway q’uñi
  - x3 qhaway llasaq
  - x5 qhaway q’uñi
  - x1 qhaway llasaq
  - x5 qhaway llasaq
  - x3 qhaway hollow
  - x4 qhaway rigid
  - x4 qhaway llasaq
  - x1 qhaway fibrous
Consistent ontology what?

Candidates:
  - opt_c sam quen minus, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn dov minus, type sam, dov quen minus, sam rigid, x1 lorn, tav hollow, tav lorn minus, type tav, type lorn, x2 lorn, lorn warm, x5 lorn ыкӏи type quen
  - opt_b tav hollow, x5 lorn, lorn dov minus, x4 sam, tav dov minus, dov quen minus, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam quen minus, lorn warm ыкӏи sam rigid
  - opt_d sam quen minus, dov quen minus, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn dov minus, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav dov minus, tav hollow ыкӏи x5 lorn
  - opt_a x3 tav, sam rigid, tav dov minus, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov quen minus, type sam, type lorn, type tav, quen heavy, type dov, sam dov minus, lorn dov minus, lorn warm ыкӏи x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 warm observe
  - x2 fibrous observe
  - x2 heavy observe
  - x3 fibrous observe
  - x5 fibrous observe
  - x2 warm observe
  - x3 heavy observe
  - x5 warm observe
  - x1 heavy observe
  - x5 heavy observe
  - x3 hollow observe
  - x4 rigid observe
  - x4 heavy observe
  - x1 fibrous observe
Consistent ontology сыд?

Candidates:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen nyhav, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn kub, x5 lorn thiab type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen nyhav, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn kub thiab sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn kub, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow thiab x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen nyhav, type dov, sam minus dov, lorn minus dov, lorn kub thiab x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe kub
  - x2 observe fibrous
  - x2 observe nyhav
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe kub
  - x3 observe nyhav
  - x5 observe kub
  - x1 observe nyhav
  - x5 observe nyhav
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe nyhav
  - x1 observe fibrous
Consistent ontology what?

Candidates:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn warm, x5 lorn type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn warm sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen heavy, type dov, sam minus dov, lorn minus dov, lorn warm x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology ining-jak?

Candidates:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn warm, x5 lorn micha' type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn warm micha' sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow micha' x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen heavy, type dov, sam minus dov, lorn minus dov, lorn warm micha' x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology nanta?

Candidates:
  - opt_c sam quen minus, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn dov minus, type sam, dov quen minus, sam rigid, x1 lorn, tav hollow, tav lorn minus, type tav, type lorn, x2 lorn, lorn warm, x5 lorn カ type quen
  - opt_b tav hollow, x5 lorn, lorn dov minus, x4 sam, tav dov minus, dov quen minus, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam quen minus, lorn warm カ sam rigid
  - opt_d sam quen minus, dov quen minus, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn dov minus, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav dov minus, tav hollow カ x5 lorn
  - opt_a x3 tav, sam rigid, tav dov minus, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov quen minus, type sam, type lorn, type tav, quen heavy, type dov, sam dov minus, lorn dov minus, lorn warm カ x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 warm observe
  - x2 fibrous observe
  - x2 heavy observe
  - x3 fibrous observe
  - x5 fibrous observe
  - x2 warm observe
  - x3 heavy observe
  - x5 warm observe
  - x1 heavy observe
  - x5 heavy observe
  - x3 hollow observe
  - x4 rigid observe
  - x4 heavy observe
  - x1 fibrous observe
Consistent ontology what?

Candidates:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn warm, x5 lorn ынкъам type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn warm ынкъам sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow ынкъам x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen heavy, type dov, sam minus dov, lorn minus dov, lorn warm ынкъам x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology what?

Candidates:
  - opt_c sam minus quen, type dov, x3 yan tav, x4 yan sam, dov yan fibrous, quen yan aal, lorn minus dov, type sam, dov minus quen, sam yan rigid, x1 yan lorn, tav yan hollow, tav minus lorn, type tav, type lorn, x2 yan lorn, lorn yan warm, x5 yan lorn yéetel type quen
  - opt_b tav yan hollow, x5 yan lorn, lorn minus dov, x4 yan sam, tav minus dov, dov minus quen, quen yan aal, type lorn, x3 yan tav, type tav, x2 yan lorn, type dov, x1 yan lorn, type sam, type quen, dov yan fibrous, sam minus quen, lorn yan warm yéetel sam yan rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 yan lorn, sam yan rigid, type tav, lorn minus dov, dov yan fibrous, lorn yan warm, x1 yan lorn, type sam, x4 yan sam, x3 yan tav, tav minus dov, tav yan hollow yéetel x5 yan lorn
  - opt_a x3 yan tav, sam yan rigid, tav minus dov, tav yan hollow, x5 yan lorn, x1 yan lorn, x4 yan sam, dov yan fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen yan aal, type dov, sam minus dov, lorn minus dov, lorn yan warm yéetel x2 yan lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe aal
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe aal
  - x5 observe warm
  - x1 observe aal
  - x5 observe aal
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe aal
  - x1 observe fibrous
Consistent ontology what?

Candidates:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn warm, x5 lorn type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn warm sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen heavy, type dov, sam minus dov, lorn minus dov, lorn warm x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology híli?

Candidates:
  - opt_c sam quen minus, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn dov minus, type sam, dov quen minus, sam rigid, x1 lorn, tav hollow, tav lorn minus, type tav, type lorn, x2 lorn, lorn warm, x5 lorn na type quen
  - opt_b tav hollow, x5 lorn, lorn dov minus, x4 sam, tav dov minus, dov quen minus, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam quen minus, lorn warm na sam rigid
  - opt_d sam quen minus, dov quen minus, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn dov minus, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav dov minus, tav hollow na x5 lorn
  - opt_a x3 tav, sam rigid, tav dov minus, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov quen minus, type sam, type lorn, type tav, quen heavy, type dov, sam dov minus, lorn dov minus, lorn warm na x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 warm observe
  - x2 fibrous observe
  - x2 heavy observe
  - x3 fibrous observe
  - x5 fibrous observe
  - x2 warm observe
  - x3 heavy observe
  - x5 warm observe
  - x1 heavy observe
  - x5 heavy observe
  - x3 hollow observe
  - x4 rigid observe
  - x4 heavy observe
  - x1 fibrous observe
Consistent ontology what?

Candidates:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn aku, x5 lorn type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn aku sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn aku, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen heavy, type dov, sam minus dov, lorn minus dov, lorn aku x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe aku
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe aku
  - x3 observe heavy
  - x5 observe aku
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology what?

Candidates:
  - opt_c sam quen minus, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn dov minus, type sam, dov quen minus, sam rigid, x1 lorn, tav hollow, tav lorn minus, type tav, type lorn, x2 lorn, lorn warm, x5 lorn type quen
  - opt_b tav hollow, x5 lorn, lorn dov minus, x4 sam, tav dov minus, dov quen minus, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam quen minus, lorn warm sam rigid
  - opt_d sam quen minus, dov quen minus, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn dov minus, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav dov minus, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav dov minus, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov quen minus, type sam, type lorn, type tav, quen heavy, type dov, sam dov minus, lorn dov minus, lorn warm x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 warm observe
  - x2 fibrous observe
  - x2 heavy observe
  - x3 fibrous observe
  - x5 fibrous observe
  - x2 warm observe
  - x3 heavy observe
  - x5 warm observe
  - x1 heavy observe
  - x5 heavy observe
  - x3 hollow observe
  - x4 rigid observe
  - x4 heavy observe
  - x1 fibrous observe
Consistent ontology what?

Candidates:
  - opt_c sam minus quen, type dov, x3 ǀîi tav, x4 ǀîi sam, dov ǀîi fibrous, quen ǀîi heavy, lorn minus dov, type sam, dov minus quen, sam ǀîi rigid, x1 ǀîi lorn, tav ǀîi hollow, tav minus lorn, type tav, type lorn, x2 ǀîi lorn, lorn ǀîi ǁqhàã, x5 ǀîi lorn ǂʻá type quen
  - opt_b tav ǀîi hollow, x5 ǀîi lorn, lorn minus dov, x4 ǀîi sam, tav minus dov, dov minus quen, quen ǀîi heavy, type lorn, x3 ǀîi tav, type tav, x2 ǀîi lorn, type dov, x1 ǀîi lorn, type sam, type quen, dov ǀîi fibrous, sam minus quen, lorn ǀîi ǁqhàã ǂʻá sam ǀîi rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 ǀîi lorn, sam ǀîi rigid, type tav, lorn minus dov, dov ǀîi fibrous, lorn ǀîi ǁqhàã, x1 ǀîi lorn, type sam, x4 ǀîi sam, x3 ǀîi tav, tav minus dov, tav ǀîi hollow ǂʻá x5 ǀîi lorn
  - opt_a x3 ǀîi tav, sam ǀîi rigid, tav minus dov, tav ǀîi hollow, x5 ǀîi lorn, x1 ǀîi lorn, x4 ǀîi sam, dov ǀîi fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen ǀîi heavy, type dov, sam minus dov, lorn minus dov, lorn ǀîi ǁqhàã ǂʻá x2 ǀîi lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe ǁqhàã
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe ǁqhàã
  - x3 observe heavy
  - x5 observe ǁqhàã
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology what?

Candidates:
  - opt_c sam quen minus, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn dov minus, type sam, dov quen minus, sam rigid, x1 lorn, tav hollow, tav lorn minus, type tav, type lorn, x2 lorn, lorn warm, x5 lorn type quen
  - opt_b tav hollow, x5 lorn, lorn dov minus, x4 sam, tav dov minus, dov quen minus, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam quen minus, lorn warm sam rigid
  - opt_d sam quen minus, dov quen minus, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn dov minus, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav dov minus, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav dov minus, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov quen minus, type sam, type lorn, type tav, quen heavy, type dov, sam dov minus, lorn dov minus, lorn warm x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 warm observe
  - x2 fibrous observe
  - x2 heavy observe
  - x3 fibrous observe
  - x5 fibrous observe
  - x2 warm observe
  - x3 heavy observe
  - x5 warm observe
  - x1 heavy observe
  - x5 heavy observe
  - x3 hollow observe
  - x4 rigid observe
  - x4 heavy observe
  - x1 fibrous observe
Consistent ontology what?

Candidates:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn warm, x5 lorn type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn warm sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen heavy, type dov, sam minus dov, lorn minus dov, lorn warm x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology what?

Candidates:
  - opt_c sam quen minus, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn dov minus, type sam, dov quen minus, sam rigid, x1 lorn, tav hollow, tav lorn minus, type tav, type lorn, x2 lorn, lorn warm, x5 lorn type quen
  - opt_b tav hollow, x5 lorn, lorn dov minus, x4 sam, tav dov minus, dov quen minus, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam quen minus, lorn warm sam rigid
  - opt_d sam quen minus, dov quen minus, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn dov minus, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav dov minus, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav dov minus, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov quen minus, type sam, type lorn, type tav, quen heavy, type dov, sam dov minus, lorn dov minus, lorn warm x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 warm observe
  - x2 fibrous observe
  - x2 heavy observe
  - x3 fibrous observe
  - x5 fibrous observe
  - x2 warm observe
  - x3 heavy observe
  - x5 warm observe
  - x1 heavy observe
  - x5 heavy observe
  - x3 hollow observe
  - x4 rigid observe
  - x4 heavy observe
  - x1 fibrous observe
Consistent ontology what?

Candidates:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn warm, x5 lorn type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn warm sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen heavy, type dov, sam minus dov, lorn minus dov, lorn warm x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology what?

Candidates:
  - opt_c sam minus quen, type dov, x3 nemi tav, x4 nemi sam, dov nemi fibrous, quen nemi heavy, lorn minus dov, type sam, dov minus quen, sam nemi rigid, x1 nemi lorn, tav nemi hollow, tav minus lorn, type tav, type lorn, x2 nemi lorn, lorn nemi warm, x5 nemi lorn type quen
  - opt_b tav nemi hollow, x5 nemi lorn, lorn minus dov, x4 nemi sam, tav minus dov, dov minus quen, quen nemi heavy, type lorn, x3 nemi tav, type tav, x2 nemi lorn, type dov, x1 nemi lorn, type sam, type quen, dov nemi fibrous, sam minus quen, lorn nemi warm sam nemi rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 nemi lorn, sam nemi rigid, type tav, lorn minus dov, dov nemi fibrous, lorn nemi warm, x1 nemi lorn, type sam, x4 nemi sam, x3 nemi tav, tav minus dov, tav nemi hollow x5 nemi lorn
  - opt_a x3 nemi tav, sam nemi rigid, tav minus dov, tav nemi hollow, x5 nemi lorn, x1 nemi lorn, x4 nemi sam, dov nemi fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen nemi heavy, type dov, sam minus dov, lorn minus dov, lorn nemi warm x2 nemi lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology tay?

Les candidats sont:
  - opt_c sam moins quen, type dov, x3 est tav, x4 est sam, dov est fibreux, quen est lourd, lorn moins dov, type sam, dov moins quen, sam est rigide, x1 est lorn, tav est vide, tav moins lorn, type tav, type lorn, x2 est lorn, lorn est chaud, x5 est lorn et type quen
  - opt_b tav est vide, x5 est lorn, lorn moins dov, x4 est sam, tav moins dov, dov moins quen, quen est lourd, type lorn, x3 est tav, type tav, x2 est lorn, type dov, x1 est lorn, type sam, type quen, dov est fibreux, sam moins quen, lorn est chaud et sam est rigide
  - opt_d sam moins quen, dov moins quen, type lorn, type dov, type quen, x2 est lorn, sam est rigide, type tav, lorn moins dov, dov est fibreux, lorn est chaud, x1 est lorn, type sam, x4 est sam, x3 est tav, tav moins dov, tav est vide et x5 est lorn
  - opt_a x3 est tav, sam est rigide, tav moins dov, tav est vide, x5 est lorn, x1 est lorn, x4 est sam, dov est fibreux, type quen, dov moins quen, type sam, type lorn, type tav, quen est lourd, type dov, sam moins dov, lorn moins dov, lorn est chaud et x2 est lorn
Les entités sont:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations :
  - x1 observer chaud
  - x2 observer fibreux
  - x2 observer lourd
  - x3 observer fibreux
  - x5 observer fibreux
  - x2 observer chaud
  - x3 observer lourd
  - x5 observer chaud
  - x1 observer lourd
  - x5 observer lourd
  - x3 observer vide
  - x4 observer rigide
  - x4 observer lourd
  - x1 observer fibreux
Quoi constant ontologie ?

Kandidato:
  - opt_c sam minus quen, tipo dov, x3 egali tav, x4 egali sam, dov egali fibrous, quen egali peza, lorn minus dov, tipo sam, dov minus quen, sam egali rigida, x1 egali lorn, tav egali kava, tav minus lorn, tipo tav, tipo lorn, x2 egali lorn, lorn egali varma, x5 egali lorn kaj tipo quen
  - opt_b tav egali kava, x5 egali lorn, lorn minus dov, x4 egali sam, tav minus dov, dov minus quen, quen egali peza, tipo lorn, x3 egali tav, tipo tav, x2 egali lorn, tipo dov, x1 egali lorn, tipo sam, tipo quen, dov egali fibrous, sam minus quen, lorn egali varma kaj sam egali rigida
  - opt_d sam minus quen, dov minus quen, tipo lorn, tipo dov, tipo quen, x2 egali lorn, sam egali rigida, tipo tav, lorn minus dov, dov egali fibrous, lorn egali varma, x1 egali lorn, tipo sam, x4 egali sam, x3 egali tav, tav minus dov, tav egali kava kaj x5 egali lorn
  - opt_a x3 egali tav, sam egali rigida, tav minus dov, tav egali kava, x5 egali lorn, x1 egali lorn, x4 egali sam, dov egali fibrous, tipo quen, dov minus quen, tipo sam, tipo lorn, tipo tav, quen egali peza, tipo dov, sam minus dov, lorn minus dov, lorn egali varma kaj x2 egali lorn
Ento:
  - x1
  - x2
  - x3
  - x4
  - x5
Observo:
  - x1 observi varma
  - x2 observi fibrous
  - x2 observi peza
  - x3 observi fibrous
  - x5 observi fibrous
  - x2 observi varma
  - x3 observi peza
  - x5 observi varma
  - x1 observi peza
  - x5 observi peza
  - x3 observi kava
  - x4 observi rigida
  - x4 observi peza
  - x1 observi fibrous
Konsekvenca ontology kio?

Indulók:
  - opt_c sam mínusz quen, típus dov, x3 tav, x4 sam, dov fibrous, quen nehéz, lorn mínusz dov, típus sam, dov mínusz quen, sam merev, x1 lorn, tav odú, tav mínusz lorn, típus tav, típus lorn, x2 lorn, lorn meleg, x5 lorn és típus quen
  - opt_b tav odú, x5 lorn, lorn mínusz dov, x4 sam, tav mínusz dov, dov mínusz quen, quen nehéz, típus lorn, x3 tav, típus tav, x2 lorn, típus dov, x1 lorn, típus sam, típus quen, dov fibrous, sam mínusz quen, lorn meleg és sam merev
  - opt_d sam mínusz quen, dov mínusz quen, típus lorn, típus dov, típus quen, x2 lorn, sam merev, típus tav, lorn mínusz dov, dov fibrous, lorn meleg, x1 lorn, típus sam, x4 sam, x3 tav, tav mínusz dov, tav odú és x5 lorn
  - opt_a x3 tav, sam merev, tav mínusz dov, tav odú, x5 lorn, x1 lorn, x4 sam, dov fibrous, típus quen, dov mínusz quen, típus sam, típus lorn, típus tav, quen nehéz, típus dov, sam mínusz dov, lorn mínusz dov, lorn meleg és x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Megfigyelések:
  - x1 észlel meleget
  - x2 észlel fibrous
  - x2 észlel nehezet
  - x3 észlel fibrous
  - x5 észlel fibrous
  - x2 észlel meleget
  - x3 észlel nehezet
  - x5 észlel meleget
  - x1 észlel nehezet
  - x5 észlel nehezet
  - x3 észlel odú
  - x4 észlel merevet
  - x4 észlel nehezet
  - x1 észlel fibrous
Következetes ontológia melyik?

候選人:
  - opt_c:sam減quen, 款:dov, x3是tav, x4是sam, dov是fibrous, quen是重, lorn減dov, 款:sam, dov減quen, sam是rigid, x1是lorn, tav是hollow, tav減lorn, 款:tav, 款:lorn, x2是lorn, lorn是暖, x5是lorn及款:quen
  - opt_b:tav是hollow, x5是lorn, lorn減dov, x4是sam, tav減dov, dov減quen, quen是重, 款:lorn, x3是tav, 款:tav, x2是lorn, 款:dov, x1是lorn, 款:sam, 款:quen, dov是fibrous, sam減quen, lorn是暖及sam是rigid
  - opt_d:sam減quen, dov減quen, 款:lorn, 款:dov, 款:quen, x2是lorn, sam是rigid, 款:tav, lorn減dov, dov是fibrous, lorn是暖, x1是lorn, 款:sam, x4是sam, x3是tav, tav減dov, tav是hollow及x5是lorn
  - opt_a:x3是tav, sam是rigid, tav減dov, tav是hollow, x5是lorn, x1是lorn, x4是sam, dov是fibrous, 款:quen, dov減quen, 款:sam, 款:lorn, 款:tav, quen是重, 款:dov, sam減dov, lorn減dov, lorn是暖及x2是lorn
entities:
  - x1
  - x2
  - x3
  - x4
  - x5
observations:
  - x1observe暖
  - x2observefibrous
  - x2observe重
  - x3observefibrous
  - x5observefibrous
  - x2observe暖
  - x3observe重
  - x5observe暖
  - x1observe重
  - x5observe重
  - x3observehollow
  - x4observerigid
  - x4observe重
  - x1observefibrous
consistent ontology乜嘢?

Candidates:
  - opt_c sam minus quen, type dov, x3 有ん tav, x4 有ん sam, dov 有ん fibrous, quen 有ん heavy, lorn minus dov, type sam, dov minus quen, sam 有ん rigid, x1 有ん lorn, tav 有ん hollow, tav minus lorn, type tav, type lorn, x2 有ん lorn, lorn 有ん warm, x5 有ん lorn とぅ type quen
  - opt_b tav 有ん hollow, x5 有ん lorn, lorn minus dov, x4 有ん sam, tav minus dov, dov minus quen, quen 有ん heavy, type lorn, x3 有ん tav, type tav, x2 有ん lorn, type dov, x1 有ん lorn, type sam, type quen, dov 有ん fibrous, sam minus quen, lorn 有ん warm とぅ sam 有ん rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 有ん lorn, sam 有ん rigid, type tav, lorn minus dov, dov 有ん fibrous, lorn 有ん warm, x1 有ん lorn, type sam, x4 有ん sam, x3 有ん tav, tav minus dov, tav 有ん hollow とぅ x5 有ん lorn
  - opt_a x3 有ん tav, sam 有ん rigid, tav minus dov, tav 有ん hollow, x5 有ん lorn, x1 有ん lorn, x4 有ん sam, dov 有ん fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen 有ん heavy, type dov, sam minus dov, lorn minus dov, lorn 有ん warm とぅ x2 有ん lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology what?

Үміткер:
  - opt_c sam minus quen, тип dov, x3 tav, x4 sam, dov fibrous, quen ауыр, lorn minus dov, тип sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, тип tav, тип lorn, x2 lorn, lorn жылы, x5 lorn және тип quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen ауыр, тип lorn, x3 tav, тип tav, x2 lorn, тип dov, x1 lorn, тип sam, тип quen, dov fibrous, sam minus quen, lorn жылы және sam rigid
  - opt_d sam minus quen, dov minus quen, тип lorn, тип dov, тип quen, x2 lorn, sam rigid, тип tav, lorn minus dov, dov fibrous, lorn жылы, x1 lorn, тип sam, x4 sam, x3 tav, tav minus dov, tav hollow және x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, тип quen, dov minus quen, тип sam, тип lorn, тип tav, quen ауыр, тип dov, sam minus dov, lorn minus dov, lorn жылы және x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Бақылау:
  - x1 observe жылы
  - x2 observe fibrous
  - x2 observe ауыр
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe жылы
  - x3 observe ауыр
  - x5 observe жылы
  - x1 observe ауыр
  - x5 observe ауыр
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe ауыр
  - x1 observe fibrous
Consistent онтология не?

מועמדת:
  - opt_c sam פחות quen, type dov, x3 הוּא tav, x4 הוּא sam, dov הוּא fibrous, quen הוּא כָּבֵד, lorn פחות dov, type sam, dov פחות quen, sam הוּא נוקשה, x1 הוּא lorn, tav הוּא חָלוּל, tav פחות lorn, type tav, type lorn, x2 הוּא lorn, lorn הוּא חָמִים, x5 הוּא lorn וְ־ type quen
  - opt_b tav הוּא חָלוּל, x5 הוּא lorn, lorn פחות dov, x4 הוּא sam, tav פחות dov, dov פחות quen, quen הוּא כָּבֵד, type lorn, x3 הוּא tav, type tav, x2 הוּא lorn, type dov, x1 הוּא lorn, type sam, type quen, dov הוּא fibrous, sam פחות quen, lorn הוּא חָמִים וְ־ sam הוּא נוקשה
  - opt_d sam פחות quen, dov פחות quen, type lorn, type dov, type quen, x2 הוּא lorn, sam הוּא נוקשה, type tav, lorn פחות dov, dov הוּא fibrous, lorn הוּא חָמִים, x1 הוּא lorn, type sam, x4 הוּא sam, x3 הוּא tav, tav פחות dov, tav הוּא חָלוּל וְ־ x5 הוּא lorn
  - opt_a x3 הוּא tav, sam הוּא נוקשה, tav פחות dov, tav הוּא חָלוּל, x5 הוּא lorn, x1 הוּא lorn, x4 הוּא sam, dov הוּא fibrous, type quen, dov פחות quen, type sam, type lorn, type tav, quen הוּא כָּבֵד, type dov, sam פחות dov, lorn פחות dov, lorn הוּא חָמִים וְ־ x2 הוּא lorn
יְשׁוּת:
  - x1
  - x2
  - x3
  - x4
  - x5
תַּצְפִּית:
  - x1 observe חָמִים
  - x2 observe fibrous
  - x2 observe כָּבֵד
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe חָמִים
  - x3 observe כָּבֵד
  - x5 observe חָמִים
  - x1 observe כָּבֵד
  - x5 observe כָּבֵד
  - x3 observe חָלוּל
  - x4 observe נוקשה
  - x4 observe כָּבֵד
  - x1 observe fibrous
איזה עקבי ikví אונטולוגיה?

Candidates:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn warm, x5 lorn დო type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn warm დო sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow დო x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen heavy, type dov, sam minus dov, lorn minus dov, lorn warm დო x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology what?

Kandidat:
  - opt_c sam dikurangi quen, mengetik dov, x3 adalah tav, x4 adalah sam, dov adalah fibrous, quen adalah heavy, lorn dikurangi dov, mengetik sam, dov dikurangi quen, sam adalah rigid, x1 adalah lorn, tav adalah hollow, tav dikurangi lorn, mengetik tav, mengetik lorn, x2 adalah lorn, lorn adalah hangat, x5 adalah lorn dan mengetik quen
  - opt_b tav adalah hollow, x5 adalah lorn, lorn dikurangi dov, x4 adalah sam, tav dikurangi dov, dov dikurangi quen, quen adalah heavy, mengetik lorn, x3 adalah tav, mengetik tav, x2 adalah lorn, mengetik dov, x1 adalah lorn, mengetik sam, mengetik quen, dov adalah fibrous, sam dikurangi quen, lorn adalah hangat dan sam adalah rigid
  - opt_d sam dikurangi quen, dov dikurangi quen, mengetik lorn, mengetik dov, mengetik quen, x2 adalah lorn, sam adalah rigid, mengetik tav, lorn dikurangi dov, dov adalah fibrous, lorn adalah hangat, x1 adalah lorn, mengetik sam, x4 adalah sam, x3 adalah tav, tav dikurangi dov, tav adalah hollow dan x5 adalah lorn
  - opt_a x3 adalah tav, sam adalah rigid, tav dikurangi dov, tav adalah hollow, x5 adalah lorn, x1 adalah lorn, x4 adalah sam, dov adalah fibrous, mengetik quen, dov dikurangi quen, mengetik sam, mengetik lorn, mengetik tav, quen adalah heavy, mengetik dov, sam dikurangi dov, lorn dikurangi dov, lorn adalah hangat dan x2 adalah lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe hangat
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe hangat
  - x3 observe heavy
  - x5 observe hangat
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Panggah ontologi apa?

បេក្ខជន:
  - opt_c:samminusquen, type:dov, x3ត្រូវបានtav, x4ត្រូវបានsam, dovត្រូវបានfibrous, quenត្រូវបានធ្ងន់, lornminusdov, type:sam, dovminusquen, samត្រូវបានrigid, x1ត្រូវបានlorn, tavត្រូវបានhollow, tavminuslorn, type:tav, type:lorn, x2ត្រូវបានlorn, lornត្រូវបានក្ដៅ, x5ត្រូវបានlornនឹងtype:quen
  - opt_b:tavត្រូវបានhollow, x5ត្រូវបានlorn, lornminusdov, x4ត្រូវបានsam, tavminusdov, dovminusquen, quenត្រូវបានធ្ងន់, type:lorn, x3ត្រូវបានtav, type:tav, x2ត្រូវបានlorn, type:dov, x1ត្រូវបានlorn, type:sam, type:quen, dovត្រូវបានfibrous, samminusquen, lornត្រូវបានក្ដៅនឹងsamត្រូវបានrigid
  - opt_d:samminusquen, dovminusquen, type:lorn, type:dov, type:quen, x2ត្រូវបានlorn, samត្រូវបានrigid, type:tav, lornminusdov, dovត្រូវបានfibrous, lornត្រូវបានក្ដៅ, x1ត្រូវបានlorn, type:sam, x4ត្រូវបានsam, x3ត្រូវបានtav, tavminusdov, tavត្រូវបានhollowនឹងx5ត្រូវបានlorn
  - opt_a:x3ត្រូវបានtav, samត្រូវបានrigid, tavminusdov, tavត្រូវបានhollow, x5ត្រូវបានlorn, x1ត្រូវបានlorn, x4ត្រូវបានsam, dovត្រូវបានfibrous, type:quen, dovminusquen, type:sam, type:lorn, type:tav, quenត្រូវបានធ្ងន់, type:dov, samminusdov, lornminusdov, lornត្រូវបានក្ដៅនឹងx2ត្រូវបានlorn
entities:
  - x1
  - x2
  - x3
  - x4
  - x5
គំនន់:
  - x1observeក្ដៅ
  - x2observefibrous
  - x2observeធ្ងន់
  - x3observefibrous
  - x5observefibrous
  - x2observeក្ដៅ
  - x3observeធ្ងន់
  - x5observeក្ដៅ
  - x1observeធ្ងន់
  - x5observeធ្ងន់
  - x3observehollow
  - x4observerigid
  - x4observeធ្ងន់
  - x1observefibrous
consistent ontologyអី?

ຜູ້ສະໝັກ:
  - opt_c:samminusquen, type:dov, x3ຢູ່tav, x4ຢູ່sam, dovຢູ່fibrous, quenຢູ່ຫນັກ, lornminusdov, type:sam, dovminusquen, samຢູ່rigid, x1ຢູ່lorn, tavຢູ່hollow, tavminuslorn, type:tav, type:lorn, x2ຢູ່lorn, lornຢູ່ອຸ່ນ, x5ຢູ່lornແລະtype:quen
  - opt_b:tavຢູ່hollow, x5ຢູ່lorn, lornminusdov, x4ຢູ່sam, tavminusdov, dovminusquen, quenຢູ່ຫນັກ, type:lorn, x3ຢູ່tav, type:tav, x2ຢູ່lorn, type:dov, x1ຢູ່lorn, type:sam, type:quen, dovຢູ່fibrous, samminusquen, lornຢູ່ອຸ່ນແລະsamຢູ່rigid
  - opt_d:samminusquen, dovminusquen, type:lorn, type:dov, type:quen, x2ຢູ່lorn, samຢູ່rigid, type:tav, lornminusdov, dovຢູ່fibrous, lornຢູ່ອຸ່ນ, x1ຢູ່lorn, type:sam, x4ຢູ່sam, x3ຢູ່tav, tavminusdov, tavຢູ່hollowແລະx5ຢູ່lorn
  - opt_a:x3ຢູ່tav, samຢູ່rigid, tavminusdov, tavຢູ່hollow, x5ຢູ່lorn, x1ຢູ່lorn, x4ຢູ່sam, dovຢູ່fibrous, type:quen, dovminusquen, type:sam, type:lorn, type:tav, quenຢູ່ຫນັກ, type:dov, samminusdov, lornminusdov, lornຢູ່ອຸ່ນແລະx2ຢູ່lorn
entities:
  - x1
  - x2
  - x3
  - x4
  - x5
observations:
  - x1observeອຸ່ນ
  - x2observefibrous
  - x2observeຫນັກ
  - x3observefibrous
  - x5observefibrous
  - x2observeອຸ່ນ
  - x3observeຫນັກ
  - x5observeອຸ່ນ
  - x1observeຫນັກ
  - x5observeຫນັກ
  - x3observehollow
  - x4observerigid
  - x4observeຫນັກ
  - x1observefibrous
consistent ontologyຫຍັງ?

candidates:
  - opt_c sam quen minus, type dov, x3 tav ఉండు, x4 sam ఉండు, dov fibrous ఉండు, quen బరువైన ఉండు, lorn dov minus, type sam, dov quen minus, sam rigid ఉండు, x1 lorn ఉండు, tav బోలు ఉండు, tav lorn minus, type tav, type lorn, x2 lorn ఉండు, lorn వెచ్చని ఉండు, x5 lorn ఉండు మరియు type quen
  - opt_b tav బోలు ఉండు, x5 lorn ఉండు, lorn dov minus, x4 sam ఉండు, tav dov minus, dov quen minus, quen బరువైన ఉండు, type lorn, x3 tav ఉండు, type tav, x2 lorn ఉండు, type dov, x1 lorn ఉండు, type sam, type quen, dov fibrous ఉండు, sam quen minus, lorn వెచ్చని ఉండు మరియు sam rigid ఉండు
  - opt_d sam quen minus, dov quen minus, type lorn, type dov, type quen, x2 lorn ఉండు, sam rigid ఉండు, type tav, lorn dov minus, dov fibrous ఉండు, lorn వెచ్చని ఉండు, x1 lorn ఉండు, type sam, x4 sam ఉండు, x3 tav ఉండు, tav dov minus, tav బోలు ఉండు మరియు x5 lorn ఉండు
  - opt_a x3 tav ఉండు, sam rigid ఉండు, tav dov minus, tav బోలు ఉండు, x5 lorn ఉండు, x1 lorn ఉండు, x4 sam ఉండు, dov fibrous ఉండు, type quen, dov quen minus, type sam, type lorn, type tav, quen బరువైన ఉండు, type dov, sam dov minus, lorn dov minus, lorn వెచ్చని ఉండు మరియు x2 lorn ఉండు
entities:
  - x1
  - x2
  - x3
  - x4
  - x5
పరిశీలన:
  - x1 వెచ్చని పరిశీలించు
  - x2 fibrous పరిశీలించు
  - x2 బరువైన పరిశీలించు
  - x3 fibrous పరిశీలించు
  - x5 fibrous పరిశీలించు
  - x2 వెచ్చని పరిశీలించు
  - x3 బరువైన పరిశీలించు
  - x5 వెచ్చని పరిశీలించు
  - x1 బరువైన పరిశీలించు
  - x5 బరువైన పరిశీలించు
  - x3 బోలు పరిశీలించు
  - x4 rigid పరిశీలించు
  - x4 బరువైన పరిశీలించు
  - x1 fibrous పరిశీలించు
consistent ontology ఏమిటి?

Candidates:
  - opt_c sam minus quen, type dov, x3 wà tav, x4 wà sam, dov wà fibrous, quen wà heavy, lorn minus dov, type sam, dov minus quen, sam wà rigid, x1 wà lorn, tav wà hollow, tav minus lorn, type tav, type lorn, x2 wà lorn, lorn wà warm, x5 wà lorn type quen
  - opt_b tav wà hollow, x5 wà lorn, lorn minus dov, x4 wà sam, tav minus dov, dov minus quen, quen wà heavy, type lorn, x3 wà tav, type tav, x2 wà lorn, type dov, x1 wà lorn, type sam, type quen, dov wà fibrous, sam minus quen, lorn wà warm sam wà rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 wà lorn, sam wà rigid, type tav, lorn minus dov, dov wà fibrous, lorn wà warm, x1 wà lorn, type sam, x4 wà sam, x3 wà tav, tav minus dov, tav wà hollow x5 wà lorn
  - opt_a x3 wà tav, sam wà rigid, tav minus dov, tav wà hollow, x5 wà lorn, x1 wà lorn, x4 wà sam, dov wà fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen wà heavy, type dov, sam minus dov, lorn minus dov, lorn wà warm x2 wà lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
What consistent ontology?

Candidates:
  - opt_c sam quen minus, type dov, x3 tav naiágúóli, x4 sam naiágúóli, dov fibrous naiágúóli, quen heavy naiágúóli, lorn dov minus, type sam, dov quen minus, sam rigid naiágúóli, x1 lorn naiágúóli, tav hollow naiágúóli, tav lorn minus, type tav, type lorn, x2 lorn naiágúóli, lorn warm naiágúóli, x5 lorn naiágúóli type quen
  - opt_b tav hollow naiágúóli, x5 lorn naiágúóli, lorn dov minus, x4 sam naiágúóli, tav dov minus, dov quen minus, quen heavy naiágúóli, type lorn, x3 tav naiágúóli, type tav, x2 lorn naiágúóli, type dov, x1 lorn naiágúóli, type sam, type quen, dov fibrous naiágúóli, sam quen minus, lorn warm naiágúóli sam rigid naiágúóli
  - opt_d sam quen minus, dov quen minus, type lorn, type dov, type quen, x2 lorn naiágúóli, sam rigid naiágúóli, type tav, lorn dov minus, dov fibrous naiágúóli, lorn warm naiágúóli, x1 lorn naiágúóli, type sam, x4 sam naiágúóli, x3 tav naiágúóli, tav dov minus, tav hollow naiágúóli x5 lorn naiágúóli
  - opt_a x3 tav naiágúóli, sam rigid naiágúóli, tav dov minus, tav hollow naiágúóli, x5 lorn naiágúóli, x1 lorn naiágúóli, x4 sam naiágúóli, dov fibrous naiágúóli, type quen, dov quen minus, type sam, type lorn, type tav, quen heavy naiágúóli, type dov, sam dov minus, lorn dov minus, lorn warm naiágúóli x2 lorn naiágúóli
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 warm observe
  - x2 fibrous observe
  - x2 heavy observe
  - x3 fibrous observe
  - x5 fibrous observe
  - x2 warm observe
  - x3 heavy observe
  - x5 warm observe
  - x1 heavy observe
  - x5 heavy observe
  - x3 hollow observe
  - x4 rigid observe
  - x4 heavy observe
  - x1 fibrous observe
Consistent ontology what?

candidates:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn warm, x5 lorn type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn warm sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen heavy, type dov, sam minus dov, lorn minus dov, lorn warm x2 lorn
entities:
  - x1
  - x2
  - x3
  - x4
  - x5
observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
consistent ontology what?

Candidates:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn warm, x5 lorn type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn warm sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen heavy, type dov, sam minus dov, lorn minus dov, lorn warm x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology what?

Candidates:
  - opt_c sam minus quen, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn minus dov, type sam, dov minus quen, sam rigid, x1 lorn, tav hollow, tav minus lorn, type tav, type lorn, x2 lorn, lorn warm, x5 lorn type quen
  - opt_b tav hollow, x5 lorn, lorn minus dov, x4 sam, tav minus dov, dov minus quen, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam minus quen, lorn warm sam rigid
  - opt_d sam minus quen, dov minus quen, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn minus dov, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav minus dov, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav minus dov, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov minus quen, type sam, type lorn, type tav, quen heavy, type dov, sam minus dov, lorn minus dov, lorn warm x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 observe warm
  - x2 observe fibrous
  - x2 observe heavy
  - x3 observe fibrous
  - x5 observe fibrous
  - x2 observe warm
  - x3 observe heavy
  - x5 observe warm
  - x1 observe heavy
  - x5 observe heavy
  - x3 observe hollow
  - x4 observe rigid
  - x4 observe heavy
  - x1 observe fibrous
Consistent ontology what?

Candidates:
  - opt_c sam quen minus, type dov, x3 tav, x4 sam, dov fibrous, quen heavy, lorn dov minus, type sam, dov quen minus, sam rigid, x1 lorn, tav hollow, tav lorn minus, type tav, type lorn, x2 lorn, lorn warm, x5 lorn type quen
  - opt_b tav hollow, x5 lorn, lorn dov minus, x4 sam, tav dov minus, dov quen minus, quen heavy, type lorn, x3 tav, type tav, x2 lorn, type dov, x1 lorn, type sam, type quen, dov fibrous, sam quen minus, lorn warm sam rigid
  - opt_d sam quen minus, dov quen minus, type lorn, type dov, type quen, x2 lorn, sam rigid, type tav, lorn dov minus, dov fibrous, lorn warm, x1 lorn, type sam, x4 sam, x3 tav, tav dov minus, tav hollow x5 lorn
  - opt_a x3 tav, sam rigid, tav dov minus, tav hollow, x5 lorn, x1 lorn, x4 sam, dov fibrous, type quen, dov quen minus, type sam, type lorn, type tav, quen heavy, type dov, sam dov minus, lorn dov minus, lorn warm x2 lorn
Entities:
  - x1
  - x2
  - x3
  - x4
  - x5
Observations:
  - x1 warm observe
  - x2 fibrous observe
  - x2 heavy observe
  - x3 fibrous observe
  - x5 fibrous observe
  - x2 warm observe
  - x3 heavy observe
  - x5 warm observe
  - x1 heavy observe
  - x5 heavy observe
  - x3 hollow observe
  - x4 rigid observe
  - x4 heavy observe
  - x1 fibrous observe
Consistent ontology вуч?

The candidates are:
  - opt_b lorn minus dov, dov is rigid, type lorn, x3 is quen, zun minus lorn, type zun, lorn is porous, type quen, zun is glossy, quen minus dov, type reth, reth minus lorn, type dov, reth is fibrous, x5 is reth, quen is warm, x1 is reth, x0 is quen, x7 is zun and dov is hollow
  - opt_d x7 is zun, x3 is quen, type reth, zun is glossy, zun minus lorn, lorn is porous, type lorn, type quen, quen minus dov, dov is hollow, type zun, reth is fibrous, reth minus lorn, type dov, x5 is reth, x0 is quen, quen is striped, quen is warm, x1 is reth and lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 is zun, type reth, type lorn, x5 is reth, zun is glossy, type quen, quen minus dov, type dov, dov is hollow, zun minus lorn, lorn is porous, type zun, x0 is quen, zun is rigid, x3 is quen, quen is warm, x1 is reth and reth is fibrous
  - opt_a x7 is zun, x0 is quen, type quen, type lorn, dov is hollow, type zun, type reth, lorn is porous, zun minus lorn, type dov, reth is fibrous, x3 is quen, lorn minus dov, x1 is reth, reth minus lorn, zun is glossy, quen minus dov, x5 is reth and quen is warm
The entities are:
  - x0
  - x1
  - x3
  - x5
  - x7
The observations are:
  - x7 was observed to be glossy
  - x7 was observed to be hollow
  - x1 was observed to be hollow
  - x5 was observed to be fibrous
  - x3 was observed to be warm
  - x3 was observed to be hollow
  - x0 was observed to be hollow
  - x1 was observed to be porous
  - x7 was observed to be porous
  - x0 was observed to be warm
  - x1 was observed to be fibrous
  - x5 was observed to be porous
  - x5 was observed to be hollow
What is the consistent ontology?

Los candidatos son:
  - opción B: Lorn menos Dov, Dov es rígido, el tipo: Lorn, x3 es Quen, Zun menos Lorn, el tipo: Zun, Lorn es poroso, el tipo: Quen, Zun es brillante, Quen menos Dov, el tipo: Reth, Reth menos Lorn, el tipo: Dov, Reth es fibroso, x5 es Reth, Quen es cálido, x1 es Reth, x0 es Quen, x7 es Zun y Dov es hueco
  - opción D: x7 es Zun, x3 es Quen, el tipo: Reth, Zun es brillante, Zun menos Lorn, Lorn es poroso, el tipo: Lorn, el tipo: Quen, Quen menos Dov, Dov es hueco, el tipo: Zun, Reth es fibroso, Reth menos Lorn, el tipo: Dov, x5 es Reth, x0 es Quen, Quen es rayado, Quen es cálido, x1 es Reth y Lorn menos Dov
  - opción C: Reth menos Lorn, Lorn menos Dov, x7 es Zun, el tipo: Reth, el tipo: Lorn, x5 es Reth, Zun es brillante, el tipo: Quen, Quen menos Dov, el tipo: Dov, Dov es hueco, Zun menos Lorn, Lorn es poroso, el tipo: Zun, x0 es Quen, Zun es rígido, x3 es Quen, Quen es cálido, x1 es Reth y Reth es fibroso
  - opción A: x7 es Zun, x0 es Quen, el tipo: Quen, el tipo: Lorn, Dov es hueco, el tipo: Zun, el tipo: Reth, Lorn es poroso, Zun menos Lorn, el tipo: Dov, Reth es fibroso, x3 es Quen, Lorn menos Dov, x1 es Reth, Reth menos Lorn, Zun es brillante, Quen menos Dov, x5 es Reth y Quen es cálido
Las entidades son:
  - x0
  - x1
  - x3
  - x5
  - x7
Las observaciones son:
  - x7 se observó como brillante
  - x7 se observó como hueco
  - x1 se observó como hueco
  - x5 se observó como fibroso
  - x3 se observó como cálido
  - x3 se observó como hueco
  - x0 se observó como hueco
  - x1 se observó como poroso
  - x7 se observó como poroso
  - x0 se observó como cálido
  - x1 se observó como fibroso
  - x5 se observó como poroso
  - x5 se observó como hueco
¿Qué consistent ontology?

候选项如下：
  - 选项B：洛恩减多夫、多夫是刚性的、类型：洛恩、x3是昆恩、尊恩减洛恩、类型：尊恩、洛恩是多孔的、类型：昆恩、尊恩是有光泽的、昆恩减多夫、类型：雷斯、雷斯减洛恩、类型：多夫、雷斯是纤维状的、x5是雷斯、昆恩是温暖的、x1是雷斯、x0是昆恩、x7是尊恩和多夫是空心的
  - 选项D：x7是尊恩、x3是昆恩、类型：雷斯、尊恩是有光泽的、尊恩减洛恩、洛恩是多孔的、类型：洛恩、类型：昆恩、昆恩减多夫、多夫是空心的、类型：尊恩、雷斯是纤维状的、雷斯减洛恩、类型：多夫、x5是雷斯、x0是昆恩、昆恩是条纹的、昆恩是温暖的、x1是雷斯和洛恩减多夫
  - 选项C：雷斯减洛恩、洛恩减多夫、x7是尊恩、类型：雷斯、类型：洛恩、x5是雷斯、尊恩是有光泽的、类型：昆恩、昆恩减多夫、类型：多夫、多夫是空心的、尊恩减洛恩、洛恩是多孔的、类型：尊恩、x0是昆恩、尊恩是刚性的、x3是昆恩、昆恩是温暖的、x1是雷斯和雷斯是纤维状的
  - 选项A：x7是尊恩、x0是昆恩、类型：昆恩、类型：洛恩、多夫是空心的、类型：尊恩、类型：雷斯、洛恩是多孔的、尊恩减洛恩、类型：多夫、雷斯是纤维状的、x3是昆恩、洛恩减多夫、x1是雷斯、雷斯减洛恩、尊恩是有光泽的、昆恩减多夫、x5是雷斯和昆恩是温暖的
实体如下：
  - x0
  - x1
  - x3
  - x5
  - x7
观察如下：
  - x7观察到有光泽的
  - x7观察到空心的
  - x1观察到空心的
  - x5观察到纤维状的
  - x3观察到温暖的
  - x3观察到空心的
  - x0观察到空心的
  - x1观察到多孔的
  - x7观察到多孔的
  - x0观察到温暖的
  - x1观察到纤维状的
  - x5观察到多孔的
  - x5观察到空心的
consistent ontology什么？

Adaylar:
  - opt_b: lorn dov eksi, dov katı, tip: lorn, x3 quen, zun lorn eksi, tip: zun, lorn gözenekli, tip: quen, zun parlak, quen dov eksi, tip: reth, reth lorn eksi, tip: dov, reth lifli, x5 reth, quen ılık, x1 reth, x0 quen, x7 zun ve dov içi boş
  - opt_d: x7 zun, x3 quen, tip: reth, zun parlak, zun lorn eksi, lorn gözenekli, tip: lorn, tip: quen, quen dov eksi, dov içi boş, tip: zun, reth lifli, reth lorn eksi, tip: dov, x5 reth, x0 quen, quen çizgili, quen ılık, x1 reth ve lorn dov eksi
  - opt_c: reth lorn eksi, lorn dov eksi, x7 zun, tip: reth, tip: lorn, x5 reth, zun parlak, tip: quen, quen dov eksi, tip: dov, dov içi boş, zun lorn eksi, lorn gözenekli, tip: zun, x0 quen, zun katı, x3 quen, quen ılık, x1 reth ve reth lifli
  - opt_a: x7 zun, x0 quen, tip: quen, tip: lorn, dov içi boş, tip: zun, tip: reth, lorn gözenekli, zun lorn eksi, tip: dov, reth lifli, x3 quen, lorn dov eksi, x1 reth, reth lorn eksi, zun parlak, quen dov eksi, x5 reth ve quen ılık
Varlıklar:
  - x0
  - x1
  - x3
  - x5
  - x7
Gözlemler:
  - x7 parlak gözlemlendi
  - x7 içi boş gözlemlendi
  - x1 içi boş gözlemlendi
  - x5 lifli gözlemlendi
  - x3 ılık gözlemlendi
  - x3 içi boş gözlemlendi
  - x0 içi boş gözlemlendi
  - x1 gözenekli gözlemlendi
  - x7 gözenekli gözlemlendi
  - x0 ılık gözlemlendi
  - x1 lifli gözlemlendi
  - x5 gözenekli gözlemlendi
  - x5 içi boş gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_b: lorn minus dov, dov ni rigid, type: lorn, x3 ni quen, zun minus lorn, type: zun, lorn ni porous, type: quen, zun ni zuri, quen minus dov, type: reth, reth minus lorn, type: dov, reth ni fibrous, x5 ni reth, quen ni vuguvugu, x1 ni reth, x0 ni quen, x7 ni zun na dov ni hollow
  - opt_d: x7 ni zun, x3 ni quen, type: reth, zun ni zuri, zun minus lorn, lorn ni porous, type: lorn, type: quen, quen minus dov, dov ni hollow, type: zun, reth ni fibrous, reth minus lorn, type: dov, x5 ni reth, x0 ni quen, quen ni striped, quen ni vuguvugu, x1 ni reth na lorn minus dov
  - opt_c: reth minus lorn, lorn minus dov, x7 ni zun, type: reth, type: lorn, x5 ni reth, zun ni zuri, type: quen, quen minus dov, type: dov, dov ni hollow, zun minus lorn, lorn ni porous, type: zun, x0 ni quen, zun ni rigid, x3 ni quen, quen ni vuguvugu, x1 ni reth na reth ni fibrous
  - opt_a: x7 ni zun, x0 ni quen, type: quen, type: lorn, dov ni hollow, type: zun, type: reth, lorn ni porous, zun minus lorn, type: dov, reth ni fibrous, x3 ni quen, lorn minus dov, x1 ni reth, reth minus lorn, zun ni zuri, quen minus dov, x5 ni reth na quen ni vuguvugu
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Uchunguzi:
  - x7 observe zuri
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe vuguvugu
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe vuguvugu
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology nini?

The candidates are:
  - opt_b lorn minus dov, dov is rigid, type lorn, x3 is quen, zun minus lorn, type zun, lorn is porous, type quen, zun is glossy, quen minus dov, type reth, reth minus lorn, type dov, reth is fibrous, x5 is reth, quen is warm, x1 is reth, x0 is quen, x7 is zun and dov is hollow
  - opt_d x7 is zun, x3 is quen, type reth, zun is glossy, zun minus lorn, lorn is porous, type lorn, type quen, quen minus dov, dov is hollow, type zun, reth is fibrous, reth minus lorn, type dov, x5 is reth, x0 is quen, quen is striped, quen is warm, x1 is reth and lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 is zun, type reth, type lorn, x5 is reth, zun is glossy, type quen, quen minus dov, type dov, dov is hollow, zun minus lorn, lorn is porous, type zun, x0 is quen, zun is rigid, x3 is quen, quen is warm, x1 is reth and reth is fibrous
  - opt_a x7 is zun, x0 is quen, type quen, type lorn, dov is hollow, type zun, type reth, lorn is porous, zun minus lorn, type dov, reth is fibrous, x3 is quen, lorn minus dov, x1 is reth, reth minus lorn, zun is glossy, quen minus dov, x5 is reth and quen is warm
The entities are:
  - x0
  - x1
  - x3
  - x5
  - x7
The observations are:
  - x7 was observed to be glossy
  - x7 was observed to be hollow
  - x1 was observed to be hollow
  - x5 was observed to be fibrous
  - x3 was observed to be warm
  - x3 was observed to be hollow
  - x0 was observed to be hollow
  - x1 was observed to be porous
  - x7 was observed to be porous
  - x0 was observed to be warm
  - x1 was observed to be fibrous
  - x5 was observed to be porous
  - x5 was observed to be hollow
What is the consistent ontology?

{candidates: [(candidate opt_b [(sub lorn dov) (prop dov rigid) (type lorn) (inst x3 quen) (sub zun lorn) (type zun) (prop lorn porous) (type quen) (prop zun glossy) (sub quen dov) (type reth) (sub reth lorn) (type dov) (prop reth fibrous) (inst x5 reth) (prop quen warm) (inst x1 reth) (inst x0 quen) (inst x7 zun) (prop dov hollow)]) (candidate opt_d [(inst x7 zun) (inst x3 quen) (type reth) (prop zun glossy) (sub zun lorn) (prop lorn porous) (type lorn) (type quen) (sub quen dov) (prop dov hollow) (type zun) (prop reth fibrous) (sub reth lorn) (type dov) (inst x5 reth) (inst x0 quen) (prop quen striped) (prop quen warm) (inst x1 reth) (sub lorn dov)]) (candidate opt_c [(sub reth lorn) (sub lorn dov) (inst x7 zun) (type reth) (type lorn) (inst x5 reth) (prop zun glossy) (type quen) (sub quen dov) (type dov) (prop dov hollow) (sub zun lorn) (prop lorn porous) (type zun) (inst x0 quen) (prop zun rigid) (inst x3 quen) (prop quen warm) (inst x1 reth) (prop reth fibrous)]) (candidate opt_a [(inst x7 zun) (inst x0 quen) (type quen) (type lorn) (prop dov hollow) (type zun) (type reth) (prop lorn porous) (sub zun lorn) (type dov) (prop reth fibrous) (inst x3 quen) (sub lorn dov) (inst x1 reth) (sub reth lorn) (prop zun glossy) (sub quen dov) (inst x5 reth) (prop quen warm)])], entities: [x0 x1 x3 x5 x7], observations: [(observed x7 glossy) (observed x7 hollow) (observed x1 hollow) (observed x5 fibrous) (observed x3 warm) (observed x3 hollow) (observed x0 hollow) (observed x1 porous) (observed x7 porous) (observed x0 warm) (observed x1 fibrous) (observed x5 porous) (observed x5 hollow)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_b lorn weniger dov, dov ist steifer, type lorn, x3 ist quen, zun weniger lorn, type zun, lorn ist poröser, type quen, zun ist glänzender, quen weniger dov, type reth, reth weniger lorn, type dov, reth ist fibrous, x5 ist reth, quen ist warmer, x1 ist reth, x0 ist quen, x7 ist zun und dov ist hohler
  - opt_d x7 ist zun, x3 ist quen, type reth, zun ist glänzender, zun weniger lorn, lorn ist poröser, type lorn, type quen, quen weniger dov, dov ist hohler, type zun, reth ist fibrous, reth weniger lorn, type dov, x5 ist reth, x0 ist quen, quen ist gestreifter, quen ist warmer, x1 ist reth und lorn weniger dov
  - opt_c reth weniger lorn, lorn weniger dov, x7 ist zun, type reth, type lorn, x5 ist reth, zun ist glänzender, type quen, quen weniger dov, type dov, dov ist hohler, zun weniger lorn, lorn ist poröser, type zun, x0 ist quen, zun ist steifer, x3 ist quen, quen ist warmer, x1 ist reth und reth ist fibrous
  - opt_a x7 ist zun, x0 ist quen, type quen, type lorn, dov ist hohler, type zun, type reth, lorn ist poröser, zun weniger lorn, type dov, reth ist fibrous, x3 ist quen, lorn weniger dov, x1 ist reth, reth weniger lorn, zun ist glänzender, quen weniger dov, x5 ist reth und quen ist warmer
Die Entitäten sind:
  - x0
  - x1
  - x3
  - x5
  - x7
Beobachtungen:
  - x7 beobachten glänzende
  - x7 beobachten hohle
  - x1 beobachten hohle
  - x5 beobachten fibrous
  - x3 beobachten warme
  - x3 beobachten hohle
  - x0 beobachten hohle
  - x1 beobachten poröse
  - x7 beobachten poröse
  - x0 beobachten warme
  - x1 beobachten fibrous
  - x5 beobachten poröse
  - x5 beobachten hohle
Was beständig Ontologie?

Кандѝда̄т:
  - opt_b lorn minus dov, dov би̏ти rigid, ти̑п lorn, x3 би̏ти quen, zun minus lorn, ти̑п zun, lorn би̏ти porous, ти̑п quen, zun би̏ти glossy, quen minus dov, ти̑п reth, reth minus lorn, ти̑п dov, reth би̏ти fibrous, x5 би̏ти reth, quen би̏ти то̏пао, x1 би̏ти reth, x0 би̏ти quen, x7 би̏ти zun и dov би̏ти hollow
  - opt_d x7 би̏ти zun, x3 би̏ти quen, ти̑п reth, zun би̏ти glossy, zun minus lorn, lorn би̏ти porous, ти̑п lorn, ти̑п quen, quen minus dov, dov би̏ти hollow, ти̑п zun, reth би̏ти fibrous, reth minus lorn, ти̑п dov, x5 би̏ти reth, x0 би̏ти quen, quen би̏ти striped, quen би̏ти то̏пао, x1 би̏ти reth и lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 би̏ти zun, ти̑п reth, ти̑п lorn, x5 би̏ти reth, zun би̏ти glossy, ти̑п quen, quen minus dov, ти̑п dov, dov би̏ти hollow, zun minus lorn, lorn би̏ти porous, ти̑п zun, x0 би̏ти quen, zun би̏ти rigid, x3 би̏ти quen, quen би̏ти то̏пао, x1 би̏ти reth и reth би̏ти fibrous
  - opt_a x7 би̏ти zun, x0 би̏ти quen, ти̑п quen, ти̑п lorn, dov би̏ти hollow, ти̑п zun, ти̑п reth, lorn би̏ти porous, zun minus lorn, ти̑п dov, reth би̏ти fibrous, x3 би̏ти quen, lorn minus dov, x1 би̏ти reth, reth minus lorn, zun би̏ти glossy, quen minus dov, x5 би̏ти reth и quen би̏ти то̏пао
Ентѝте̄т:
  - x0
  - x1
  - x3
  - x5
  - x7
Опа́жа̄ње:
  - x7 прома́трати glossy
  - x7 прома́трати hollow
  - x1 прома́трати hollow
  - x5 прома́трати fibrous
  - x3 прома́трати то̏пао
  - x3 прома́трати hollow
  - x0 прома́трати hollow
  - x1 прома́трати porous
  - x7 прома́трати porous
  - x0 прома́трати то̏пао
  - x1 прома́трати fibrous
  - x5 прома́трати porous
  - x5 прома́трати hollow
Consistent ontològija kakav?

Ehdokkaat:
  - opt_b lorn miinus dov, dov on jäykkä, luokka lorn, x3 on quen, zun miinus lorn, luokka zun, lorn on huokoinen, luokka quen, zun on kiiltävä, quen miinus dov, luokka reth, reth miinus lorn, luokka dov, reth on runsaskuituinen, x5 on reth, quen on lämmin, x1 on reth, x0 on quen, x7 on zun ja dov on ontto
  - opt_d x7 on zun, x3 on quen, luokka reth, zun on kiiltävä, zun miinus lorn, lorn on huokoinen, luokka lorn, luokka quen, quen miinus dov, dov on ontto, luokka zun, reth on runsaskuituinen, reth miinus lorn, luokka dov, x5 on reth, x0 on quen, quen on raidallinen, quen on lämmin, x1 on reth ja lorn miinus dov
  - opt_c reth miinus lorn, lorn miinus dov, x7 on zun, luokka reth, luokka lorn, x5 on reth, zun on kiiltävä, luokka quen, quen miinus dov, luokka dov, dov on ontto, zun miinus lorn, lorn on huokoinen, luokka zun, x0 on quen, zun on jäykkä, x3 on quen, quen on lämmin, x1 on reth ja reth on runsaskuituinen
  - opt_a x7 on zun, x0 on quen, luokka quen, luokka lorn, dov on ontto, luokka zun, luokka reth, lorn on huokoinen, zun miinus lorn, luokka dov, reth on runsaskuituinen, x3 on quen, lorn miinus dov, x1 on reth, reth miinus lorn, zun on kiiltävä, quen miinus dov, x5 on reth ja quen on lämmin
Olennot:
  - x0
  - x1
  - x3
  - x5
  - x7
Havainnoinnit:
  - x7 havainnoida kiiltävä
  - x7 havainnoida ontto
  - x1 havainnoida ontto
  - x5 havainnoida runsaskuituinen
  - x3 havainnoida lämmin
  - x3 havainnoida ontto
  - x0 havainnoida ontto
  - x1 havainnoida huokoinen
  - x7 havainnoida huokoinen
  - x0 havainnoida lämmin
  - x1 havainnoida runsaskuituinen
  - x5 havainnoida huokoinen
  - x5 havainnoida ontto
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项B：洛恩减多夫、多夫是刚性的、类型：洛恩、x3是昆恩、尊恩减洛恩、类型：尊恩、洛恩是多孔的、类型：昆恩、尊恩是有光泽的、昆恩减多夫、类型：雷斯、雷斯减洛恩、类型：多夫、雷斯是纤维状的、x5是雷斯、昆恩是温暖的、x1是雷斯、x0是昆恩、x7是尊恩和多夫是空心的
  - 选项D：x7是尊恩、x3是昆恩、类型：雷斯、尊恩是有光泽的、尊恩减洛恩、洛恩是多孔的、类型：洛恩、类型：昆恩、昆恩减多夫、多夫是空心的、类型：尊恩、雷斯是纤维状的、雷斯减洛恩、类型：多夫、x5是雷斯、x0是昆恩、昆恩是条纹的、昆恩是温暖的、x1是雷斯和洛恩减多夫
  - 选项C：雷斯减洛恩、洛恩减多夫、x7是尊恩、类型：雷斯、类型：洛恩、x5是雷斯、尊恩是有光泽的、类型：昆恩、昆恩减多夫、类型：多夫、多夫是空心的、尊恩减洛恩、洛恩是多孔的、类型：尊恩、x0是昆恩、尊恩是刚性的、x3是昆恩、昆恩是温暖的、x1是雷斯和雷斯是纤维状的
  - 选项A：x7是尊恩、x0是昆恩、类型：昆恩、类型：洛恩、多夫是空心的、类型：尊恩、类型：雷斯、洛恩是多孔的、尊恩减洛恩、类型：多夫、雷斯是纤维状的、x3是昆恩、洛恩减多夫、x1是雷斯、雷斯减洛恩、尊恩是有光泽的、昆恩减多夫、x5是雷斯和昆恩是温暖的
实体如下：
  - x0
  - x1
  - x3
  - x5
  - x7
观察如下：
  - x7观察到有光泽的
  - x7观察到空心的
  - x1观察到空心的
  - x5观察到纤维状的
  - x3观察到温暖的
  - x3观察到空心的
  - x0观察到空心的
  - x1观察到多孔的
  - x7观察到多孔的
  - x0观察到温暖的
  - x1观察到纤维状的
  - x5观察到多孔的
  - x5观察到空心的
consistent ontology什么？

候補者:
  - opt_b:lorndovminus, dov硬いです, 種類:lorn, x3quenです, zunlornminus, 種類:zun, lorn多孔質のです, 種類:quen, zun艶やかです, quendovminus, 種類:reth, rethlornminus, 種類:dov, rethfibrousです, x5rethです, quen暖かいです, x1rethです, x0quenです, x7zunですとdov空っぽです
  - opt_d:x7zunです, x3quenです, 種類:reth, zun艶やかです, zunlornminus, lorn多孔質のです, 種類:lorn, 種類:quen, quendovminus, dov空っぽです, 種類:zun, rethfibrousです, rethlornminus, 種類:dov, x5rethです, x0quenです, quen縞模様のです, quen暖かいです, x1rethですとlorndovminus
  - opt_c:rethlornminus, lorndovminus, x7zunです, 種類:reth, 種類:lorn, x5rethです, zun艶やかです, 種類:quen, quendovminus, 種類:dov, dov空っぽです, zunlornminus, lorn多孔質のです, 種類:zun, x0quenです, zun硬いです, x3quenです, quen暖かいです, x1rethですとrethfibrousです
  - opt_a:x7zunです, x0quenです, 種類:quen, 種類:lorn, dov空っぽです, 種類:zun, 種類:reth, lorn多孔質のです, zunlornminus, 種類:dov, rethfibrousです, x3quenです, lorndovminus, x1rethです, rethlornminus, zun艶やかです, quendovminus, x5rethですとquen暖かいです
実体:
  - x0
  - x1
  - x3
  - x5
  - x7
観察:
  - x7艶やか観察する
  - x7空っぽ観察する
  - x1空っぽ観察する
  - x5fibrous観察する
  - x3暖かい観察する
  - x3空っぽ観察する
  - x0空っぽ観察する
  - x1多孔質の観察する
  - x7多孔質の観察する
  - x0暖かい観察する
  - x1fibrous観察する
  - x5多孔質の観察する
  - x5空っぽ観察する
consistent存在論何と?

Adaylar:
  - opt_b: lorn dov eksi, dov katı, tip: lorn, x3 quen, zun lorn eksi, tip: zun, lorn gözenekli, tip: quen, zun parlak, quen dov eksi, tip: reth, reth lorn eksi, tip: dov, reth lifli, x5 reth, quen ılık, x1 reth, x0 quen, x7 zun ve dov içi boş
  - opt_d: x7 zun, x3 quen, tip: reth, zun parlak, zun lorn eksi, lorn gözenekli, tip: lorn, tip: quen, quen dov eksi, dov içi boş, tip: zun, reth lifli, reth lorn eksi, tip: dov, x5 reth, x0 quen, quen çizgili, quen ılık, x1 reth ve lorn dov eksi
  - opt_c: reth lorn eksi, lorn dov eksi, x7 zun, tip: reth, tip: lorn, x5 reth, zun parlak, tip: quen, quen dov eksi, tip: dov, dov içi boş, zun lorn eksi, lorn gözenekli, tip: zun, x0 quen, zun katı, x3 quen, quen ılık, x1 reth ve reth lifli
  - opt_a: x7 zun, x0 quen, tip: quen, tip: lorn, dov içi boş, tip: zun, tip: reth, lorn gözenekli, zun lorn eksi, tip: dov, reth lifli, x3 quen, lorn dov eksi, x1 reth, reth lorn eksi, zun parlak, quen dov eksi, x5 reth ve quen ılık
Varlıklar:
  - x0
  - x1
  - x3
  - x5
  - x7
Gözlemler:
  - x7 parlak gözlemlendi
  - x7 içi boş gözlemlendi
  - x1 içi boş gözlemlendi
  - x5 lifli gözlemlendi
  - x3 ılık gözlemlendi
  - x3 içi boş gözlemlendi
  - x0 içi boş gözlemlendi
  - x1 gözenekli gözlemlendi
  - x7 gözenekli gözlemlendi
  - x0 ılık gözlemlendi
  - x1 lifli gözlemlendi
  - x5 gözenekli gözlemlendi
  - x5 içi boş gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_b نَاقَص lorn dov، dov rigid، type lorn، x3 quen، نَاقَص zun lorn، type zun، lorn porous، type quen، zun glossy، نَاقَص quen dov، type reth، نَاقَص reth lorn، type dov، reth fibrous، x5 reth، quen دَافِئ، x1 reth، x0 quen، x7 zun وَـ dov أَجْوَف
  - opt_d x7 zun، x3 quen، type reth، zun glossy، نَاقَص zun lorn، lorn porous، type lorn، type quen، نَاقَص quen dov، dov أَجْوَف، type zun، reth fibrous، نَاقَص reth lorn، type dov، x5 reth، x0 quen، quen مُخَطَّط، quen دَافِئ، x1 reth وَـ نَاقَص lorn dov
  - opt_c نَاقَص reth lorn، نَاقَص lorn dov، x7 zun، type reth، type lorn، x5 reth، zun glossy، type quen، نَاقَص quen dov، type dov، dov أَجْوَف، نَاقَص zun lorn، lorn porous، type zun، x0 quen، zun rigid، x3 quen، quen دَافِئ، x1 reth وَـ reth fibrous
  - opt_a x7 zun، x0 quen، type quen، type lorn، dov أَجْوَف، type zun، type reth، lorn porous، نَاقَص zun lorn، type dov، reth fibrous، x3 quen، نَاقَص lorn dov، x1 reth، نَاقَص reth lorn، zun glossy، نَاقَص quen dov، x5 reth وَـ quen دَافِئ
كِيَان:
  - x0
  - x1
  - x3
  - x5
  - x7
رَصْد:
  - لَاحَظَ x7 glossy
  - لَاحَظَ x7 أَجْوَف
  - لَاحَظَ x1 أَجْوَف
  - لَاحَظَ x5 fibrous
  - لَاحَظَ x3 دَافِئ
  - لَاحَظَ x3 أَجْوَف
  - لَاحَظَ x0 أَجْوَف
  - لَاحَظَ x1 porous
  - لَاحَظَ x7 porous
  - لَاحَظَ x0 دَافِئ
  - لَاحَظَ x1 fibrous
  - لَاحَظَ x5 porous
  - لَاحَظَ x5 أَجْوَف
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_b lorn dov minus, dov მაგარი ყოფნა, type lorn, x3 quen ყოფნა, zun lorn minus, type zun, lorn porous ყოფნა, type quen, zun glossy ყოფნა, quen dov minus, type reth, reth lorn minus, type dov, reth fibrous ყოფნა, x5 reth ყოფნა, quen თბილი ყოფნა, x1 reth ყოფნა, x0 quen ყოფნა, x7 zun ყოფნა და dov ცარიელი ყოფნა
  - opt_d x7 zun ყოფნა, x3 quen ყოფნა, type reth, zun glossy ყოფნა, zun lorn minus, lorn porous ყოფნა, type lorn, type quen, quen dov minus, dov ცარიელი ყოფნა, type zun, reth fibrous ყოფნა, reth lorn minus, type dov, x5 reth ყოფნა, x0 quen ყოფნა, quen striped ყოფნა, quen თბილი ყოფნა, x1 reth ყოფნა და lorn dov minus
  - opt_c reth lorn minus, lorn dov minus, x7 zun ყოფნა, type reth, type lorn, x5 reth ყოფნა, zun glossy ყოფნა, type quen, quen dov minus, type dov, dov ცარიელი ყოფნა, zun lorn minus, lorn porous ყოფნა, type zun, x0 quen ყოფნა, zun მაგარი ყოფნა, x3 quen ყოფნა, quen თბილი ყოფნა, x1 reth ყოფნა და reth fibrous ყოფნა
  - opt_a x7 zun ყოფნა, x0 quen ყოფნა, type quen, type lorn, dov ცარიელი ყოფნა, type zun, type reth, lorn porous ყოფნა, zun lorn minus, type dov, reth fibrous ყოფნა, x3 quen ყოფნა, lorn dov minus, x1 reth ყოფნა, reth lorn minus, zun glossy ყოფნა, quen dov minus, x5 reth ყოფნა და quen თბილი ყოფნა
Არსებები:
  - x0
  - x1
  - x3
  - x5
  - x7
Დაკვირვება:
  - x7 glossy აკვირდება
  - x7 ცარიელი აკვირდება
  - x1 ცარიელი აკვირდება
  - x5 fibrous აკვირდება
  - x3 თბილი აკვირდება
  - x3 ცარიელი აკვირდება
  - x0 ცარიელი აკვირდება
  - x1 porous აკვირდება
  - x7 porous აკვირდება
  - x0 თბილი აკვირდება
  - x1 fibrous აკვირდება
  - x5 porous აკვირდება
  - x5 ცარიელი აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_b minus lorn dov, dov torotika, pato lorn, x3 quen, minus zun lorn, pato zun, lorn pōareare, pato quen, zun whakahinuhinu, minus quen dov, pato reth, minus reth lorn, pato dov, reth akaaka, x5 reth, quen mahana, x1 reth, x0 quen, x7 zun me dov kaiwaka
  - opt_d x7 zun, x3 quen, pato reth, zun whakahinuhinu, minus zun lorn, lorn pōareare, pato lorn, pato quen, minus quen dov, dov kaiwaka, pato zun, reth akaaka, minus reth lorn, pato dov, x5 reth, x0 quen, quen tāwakawaka, quen mahana, x1 reth me minus lorn dov
  - opt_c minus reth lorn, minus lorn dov, x7 zun, pato reth, pato lorn, x5 reth, zun whakahinuhinu, pato quen, minus quen dov, pato dov, dov kaiwaka, minus zun lorn, lorn pōareare, pato zun, x0 quen, zun torotika, x3 quen, quen mahana, x1 reth me reth akaaka
  - opt_a x7 zun, x0 quen, pato quen, pato lorn, dov kaiwaka, pato zun, pato reth, lorn pōareare, minus zun lorn, pato dov, reth akaaka, x3 quen, minus lorn dov, x1 reth, minus reth lorn, zun whakahinuhinu, minus quen dov, x5 reth me quen mahana
Hinonga:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - observe x7 whakahinuhinu
  - observe x7 kaiwaka
  - observe x1 kaiwaka
  - observe x5 akaaka
  - observe x3 mahana
  - observe x3 kaiwaka
  - observe x0 kaiwaka
  - observe x1 pōareare
  - observe x7 pōareare
  - observe x0 mahana
  - observe x1 akaaka
  - observe x5 pōareare
  - observe x5 kaiwaka
Consistent ontology unutai?

Candidates:
  - opt_b lorn trừ dov, dov là cứng ngắc, loại lorn, x3 là quen, zun trừ lorn, loại zun, lorn là porous, loại quen, zun là glossy, quen trừ dov, loại reth, reth trừ lorn, loại dov, reth là fibrous, x5 là reth, quen là warm, x1 là reth, x0 là quen, x7 là zun và dov là rỗng
  - opt_d x7 là zun, x3 là quen, loại reth, zun là glossy, zun trừ lorn, lorn là porous, loại lorn, loại quen, quen trừ dov, dov là rỗng, loại zun, reth là fibrous, reth trừ lorn, loại dov, x5 là reth, x0 là quen, quen là striped, quen là warm, x1 là reth và lorn trừ dov
  - opt_c reth trừ lorn, lorn trừ dov, x7 là zun, loại reth, loại lorn, x5 là reth, zun là glossy, loại quen, quen trừ dov, loại dov, dov là rỗng, zun trừ lorn, lorn là porous, loại zun, x0 là quen, zun là cứng ngắc, x3 là quen, quen là warm, x1 là reth và reth là fibrous
  - opt_a x7 là zun, x0 là quen, loại quen, loại lorn, dov là rỗng, loại zun, loại reth, lorn là porous, zun trừ lorn, loại dov, reth là fibrous, x3 là quen, lorn trừ dov, x1 là reth, reth trừ lorn, zun là glossy, quen trừ dov, x5 là reth và quen là warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 quan sát glossy
  - x7 quan sát rỗng
  - x1 quan sát rỗng
  - x5 quan sát fibrous
  - x3 quan sát warm
  - x3 quan sát rỗng
  - x0 quan sát rỗng
  - x1 quan sát porous
  - x7 quan sát porous
  - x0 quan sát warm
  - x1 quan sát fibrous
  - x5 quan sát porous
  - x5 quan sát rỗng
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_b:lornminusdov, dovถูกrigid, ประเภท:lorn, x3ถูกquen, zunminuslorn, ประเภท:zun, lornถูกporous, ประเภท:quen, zunถูกมัน, quenminusdov, ประเภท:reth, rethminuslorn, ประเภท:dov, rethถูกfibrous, x5ถูกreth, quenถูกอุ่น, x1ถูกreth, x0ถูกquen, x7ถูกzunและdovถูกกลวง
  - opt_d:x7ถูกzun, x3ถูกquen, ประเภท:reth, zunถูกมัน, zunminuslorn, lornถูกporous, ประเภท:lorn, ประเภท:quen, quenminusdov, dovถูกกลวง, ประเภท:zun, rethถูกfibrous, rethminuslorn, ประเภท:dov, x5ถูกreth, x0ถูกquen, quenถูกstriped, quenถูกอุ่น, x1ถูกrethและlornminusdov
  - opt_c:rethminuslorn, lornminusdov, x7ถูกzun, ประเภท:reth, ประเภท:lorn, x5ถูกreth, zunถูกมัน, ประเภท:quen, quenminusdov, ประเภท:dov, dovถูกกลวง, zunminuslorn, lornถูกporous, ประเภท:zun, x0ถูกquen, zunถูกrigid, x3ถูกquen, quenถูกอุ่น, x1ถูกrethและrethถูกfibrous
  - opt_a:x7ถูกzun, x0ถูกquen, ประเภท:quen, ประเภท:lorn, dovถูกกลวง, ประเภท:zun, ประเภท:reth, lornถูกporous, zunminuslorn, ประเภท:dov, rethถูกfibrous, x3ถูกquen, lornminusdov, x1ถูกreth, rethminuslorn, zunถูกมัน, quenminusdov, x5ถูกrethและquenถูกอุ่น
entities:
  - x0
  - x1
  - x3
  - x5
  - x7
การสังเกต:
  - x7สังเกตมัน
  - x7สังเกตกลวง
  - x1สังเกตกลวง
  - x5สังเกตfibrous
  - x3สังเกตอุ่น
  - x3สังเกตกลวง
  - x0สังเกตกลวง
  - x1สังเกตporous
  - x7สังเกตporous
  - x0สังเกตอุ่น
  - x1สังเกตfibrous
  - x5สังเกตporous
  - x5สังเกตกลวง
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_b lorn dov கழித்தல், dov rigid, type lorn, x3 quen, zun lorn கழித்தல், type zun, lorn porous, type quen, zun glossy, quen dov கழித்தல், type reth, reth lorn கழித்தல், type dov, reth fibrous, x5 reth, quen இதமாக, x1 reth, x0 quen, x7 zun மற்றும் dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun lorn கழித்தல், lorn porous, type lorn, type quen, quen dov கழித்தல், dov hollow, type zun, reth fibrous, reth lorn கழித்தல், type dov, x5 reth, x0 quen, quen striped, quen இதமாக, x1 reth மற்றும் lorn dov கழித்தல்
  - opt_c reth lorn கழித்தல், lorn dov கழித்தல், x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen dov கழித்தல், type dov, dov hollow, zun lorn கழித்தல், lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen இதமாக, x1 reth மற்றும் reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun lorn கழித்தல், type dov, reth fibrous, x3 quen, lorn dov கழித்தல், x1 reth, reth lorn கழித்தல், zun glossy, quen dov கழித்தல், x5 reth மற்றும் quen இதமாக
entities:
  - x0
  - x1
  - x3
  - x5
  - x7
observations:
  - x7 glossy observe
  - x7 hollow observe
  - x1 hollow observe
  - x5 fibrous observe
  - x3 இதமாக observe
  - x3 hollow observe
  - x0 hollow observe
  - x1 porous observe
  - x7 porous observe
  - x0 இதமாக observe
  - x1 fibrous observe
  - x5 porous observe
  - x5 hollow observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_b: lorn minus dov, dov ni rigid, type: lorn, x3 ni quen, zun minus lorn, type: zun, lorn ni porous, type: quen, zun ni zuri, quen minus dov, type: reth, reth minus lorn, type: dov, reth ni fibrous, x5 ni reth, quen ni vuguvugu, x1 ni reth, x0 ni quen, x7 ni zun na dov ni hollow
  - opt_d: x7 ni zun, x3 ni quen, type: reth, zun ni zuri, zun minus lorn, lorn ni porous, type: lorn, type: quen, quen minus dov, dov ni hollow, type: zun, reth ni fibrous, reth minus lorn, type: dov, x5 ni reth, x0 ni quen, quen ni striped, quen ni vuguvugu, x1 ni reth na lorn minus dov
  - opt_c: reth minus lorn, lorn minus dov, x7 ni zun, type: reth, type: lorn, x5 ni reth, zun ni zuri, type: quen, quen minus dov, type: dov, dov ni hollow, zun minus lorn, lorn ni porous, type: zun, x0 ni quen, zun ni rigid, x3 ni quen, quen ni vuguvugu, x1 ni reth na reth ni fibrous
  - opt_a: x7 ni zun, x0 ni quen, type: quen, type: lorn, dov ni hollow, type: zun, type: reth, lorn ni porous, zun minus lorn, type: dov, reth ni fibrous, x3 ni quen, lorn minus dov, x1 ni reth, reth minus lorn, zun ni zuri, quen minus dov, x5 ni reth na quen ni vuguvugu
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Uchunguzi:
  - x7 observe zuri
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe vuguvugu
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe vuguvugu
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology nini?

Candidates:
  - opt_b lorn dov minus, dov rigid átʼé, type lorn, x3 quen átʼé, zun lorn minus, type zun, lorn porous átʼé, type quen, zun glossy átʼé, quen dov minus, type reth, reth lorn minus, type dov, reth fibrous átʼé, x5 reth átʼé, quen warm átʼé, x1 reth átʼé, x0 quen átʼé, x7 zun átʼé dóó dov hollow átʼé
  - opt_d x7 zun átʼé, x3 quen átʼé, type reth, zun glossy átʼé, zun lorn minus, lorn porous átʼé, type lorn, type quen, quen dov minus, dov hollow átʼé, type zun, reth fibrous átʼé, reth lorn minus, type dov, x5 reth átʼé, x0 quen átʼé, quen striped átʼé, quen warm átʼé, x1 reth átʼé dóó lorn dov minus
  - opt_c reth lorn minus, lorn dov minus, x7 zun átʼé, type reth, type lorn, x5 reth átʼé, zun glossy átʼé, type quen, quen dov minus, type dov, dov hollow átʼé, zun lorn minus, lorn porous átʼé, type zun, x0 quen átʼé, zun rigid átʼé, x3 quen átʼé, quen warm átʼé, x1 reth átʼé dóó reth fibrous átʼé
  - opt_a x7 zun átʼé, x0 quen átʼé, type quen, type lorn, dov hollow átʼé, type zun, type reth, lorn porous átʼé, zun lorn minus, type dov, reth fibrous átʼé, x3 quen átʼé, lorn dov minus, x1 reth átʼé, reth lorn minus, zun glossy átʼé, quen dov minus, x5 reth átʼé dóó quen warm átʼé
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 glossy observe
  - x7 hollow observe
  - x1 hollow observe
  - x5 fibrous observe
  - x3 warm observe
  - x3 hollow observe
  - x0 hollow observe
  - x1 porous observe
  - x7 porous observe
  - x0 warm observe
  - x1 fibrous observe
  - x5 porous observe
  - x5 hollow observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_b lorn dov minus, dov rigid a, type lorn, x3 quen a, zun lorn minus, type zun, lorn porous a, type quen, zun glossy a, quen dov minus, type reth, reth lorn minus, type dov, reth fibrous a, x5 reth a, quen warm a, x1 reth a, x0 quen a, x7 zun a aamma dov hollow a
  - opt_d x7 zun a, x3 quen a, type reth, zun glossy a, zun lorn minus, lorn porous a, type lorn, type quen, quen dov minus, dov hollow a, type zun, reth fibrous a, reth lorn minus, type dov, x5 reth a, x0 quen a, quen striped a, quen warm a, x1 reth a aamma lorn dov minus
  - opt_c reth lorn minus, lorn dov minus, x7 zun a, type reth, type lorn, x5 reth a, zun glossy a, type quen, quen dov minus, type dov, dov hollow a, zun lorn minus, lorn porous a, type zun, x0 quen a, zun rigid a, x3 quen a, quen warm a, x1 reth a aamma reth fibrous a
  - opt_a x7 zun a, x0 quen a, type quen, type lorn, dov hollow a, type zun, type reth, lorn porous a, zun lorn minus, type dov, reth fibrous a, x3 quen a, lorn dov minus, x1 reth a, reth lorn minus, zun glossy a, quen dov minus, x5 reth a aamma quen warm a
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 glossy observe
  - x7 hollow observe
  - x1 hollow observe
  - x5 fibrous observe
  - x3 warm observe
  - x3 hollow observe
  - x0 hollow observe
  - x1 porous observe
  - x7 porous observe
  - x0 warm observe
  - x1 fibrous observe
  - x5 porous observe
  - x5 hollow observe
Consistent ontology what?

Candidates:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun na dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth na lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth na reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth na quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology what?

Candidates:
  - opt_b lorn minus dov, dov rigid, sësàphitehike lorn, x3 quen, zun minus lorn, sësàphitehike zun, lorn porous, sësàphitehike quen, zun glossy, quen minus dov, sësàphitehike reth, reth minus lorn, sësàphitehike dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, sësàphitehike reth, zun glossy, zun minus lorn, lorn porous, sësàphitehike lorn, sësàphitehike quen, quen minus dov, dov hollow, sësàphitehike zun, reth fibrous, reth minus lorn, sësàphitehike dov, x5 reth, x0 quen, quen mamalsi, quen warm, x1 reth lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, sësàphitehike reth, sësàphitehike lorn, x5 reth, zun glossy, sësàphitehike quen, quen minus dov, sësàphitehike dov, dov hollow, zun minus lorn, lorn porous, sësàphitehike zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, sësàphitehike quen, sësàphitehike lorn, dov hollow, sësàphitehike zun, sësàphitehike reth, lorn porous, zun minus lorn, sësàphitehike dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology kwèch?

Candidates:
  - opt_b lorn minus dov, dov хила rigid, type lorn, x3 хила quen, zun minus lorn, type zun, lorn хила porous, type quen, zun хила glossy, quen minus dov, type reth, reth minus lorn, type dov, reth хила fibrous, x5 хила reth, quen хила мела, x1 хила reth, x0 хила quen, x7 хила zun а dov хила hollow
  - opt_d x7 хила zun, x3 хила quen, type reth, zun хила glossy, zun minus lorn, lorn хила porous, type lorn, type quen, quen minus dov, dov хила hollow, type zun, reth хила fibrous, reth minus lorn, type dov, x5 хила reth, x0 хила quen, quen хила striped, quen хила мела, x1 хила reth а lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 хила zun, type reth, type lorn, x5 хила reth, zun хила glossy, type quen, quen minus dov, type dov, dov хила hollow, zun minus lorn, lorn хила porous, type zun, x0 хила quen, zun хила rigid, x3 хила quen, quen хила мела, x1 хила reth а reth хила fibrous
  - opt_a x7 хила zun, x0 хила quen, type quen, type lorn, dov хила hollow, type zun, type reth, lorn хила porous, zun minus lorn, type dov, reth хила fibrous, x3 хила quen, lorn minus dov, x1 хила reth, reth minus lorn, zun хила glossy, quen minus dov, x5 хила reth а quen хила мела
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe мела
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe мела
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology фу?

후보자:
  - opt_b lorn dov 빼기, dov rigid, 유형 lorn, x3 quen, zun lorn 빼기, 유형 zun, lorn porous, 유형 quen, zun glossy, quen dov 빼기, 유형 reth, reth lorn 빼기, 유형 dov, reth fibrous, x5 reth, quen 따뜻하다, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, 유형 reth, zun glossy, zun lorn 빼기, lorn porous, 유형 lorn, 유형 quen, quen dov 빼기, dov hollow, 유형 zun, reth fibrous, reth lorn 빼기, 유형 dov, x5 reth, x0 quen, quen striped, quen 따뜻하다, x1 reth lorn dov 빼기
  - opt_c reth lorn 빼기, lorn dov 빼기, x7 zun, 유형 reth, 유형 lorn, x5 reth, zun glossy, 유형 quen, quen dov 빼기, 유형 dov, dov hollow, zun lorn 빼기, lorn porous, 유형 zun, x0 quen, zun rigid, x3 quen, quen 따뜻하다, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, 유형 quen, 유형 lorn, dov hollow, 유형 zun, 유형 reth, lorn porous, zun lorn 빼기, 유형 dov, reth fibrous, x3 quen, lorn dov 빼기, x1 reth, reth lorn 빼기, zun glossy, quen dov 빼기, x5 reth quen 따뜻하다
실재:
  - x0
  - x1
  - x3
  - x5
  - x7
관찰:
  - x7 glossy 관찰하다
  - x7 hollow 관찰하다
  - x1 hollow 관찰하다
  - x5 fibrous 관찰하다
  - x3 따뜻하다 관찰하다
  - x3 hollow 관찰하다
  - x0 hollow 관찰하다
  - x1 porous 관찰하다
  - x7 porous 관찰하다
  - x0 따뜻하다 관찰하다
  - x1 fibrous 관찰하다
  - x5 porous 관찰하다
  - x5 hollow 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_b lorn dov ken, dov rigid dago, mota lorn, x3 quen dago, zun lorn ken, mota zun, lorn porous dago, mota quen, zun glossy dago, quen dov ken, mota reth, reth lorn ken, mota dov, reth fibrous dago, x5 reth dago, quen warm dago, x1 reth dago, x0 quen dago, x7 zun dago eta dov hollow dago
  - opt_d x7 zun dago, x3 quen dago, mota reth, zun glossy dago, zun lorn ken, lorn porous dago, mota lorn, mota quen, quen dov ken, dov hollow dago, mota zun, reth fibrous dago, reth lorn ken, mota dov, x5 reth dago, x0 quen dago, quen striped dago, quen warm dago, x1 reth dago eta lorn dov ken
  - opt_c reth lorn ken, lorn dov ken, x7 zun dago, mota reth, mota lorn, x5 reth dago, zun glossy dago, mota quen, quen dov ken, mota dov, dov hollow dago, zun lorn ken, lorn porous dago, mota zun, x0 quen dago, zun rigid dago, x3 quen dago, quen warm dago, x1 reth dago eta reth fibrous dago
  - opt_a x7 zun dago, x0 quen dago, mota quen, mota lorn, dov hollow dago, mota zun, mota reth, lorn porous dago, zun lorn ken, mota dov, reth fibrous dago, x3 quen dago, lorn dov ken, x1 reth dago, reth lorn ken, zun glossy dago, quen dov ken, x5 reth dago eta quen warm dago
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 glossy observe
  - x7 hollow observe
  - x1 hollow observe
  - x5 fibrous observe
  - x3 warm observe
  - x3 hollow observe
  - x0 hollow observe
  - x1 porous observe
  - x7 porous observe
  - x0 warm observe
  - x1 fibrous observe
  - x5 porous observe
  - x5 hollow observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun ᎠᎴ dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth ᎠᎴ lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth ᎠᎴ reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth ᎠᎴ quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
What consistent ontology?

Candidates:
  - opt_b lorn minus dov, dov tiyay rigid, type lorn, x3 tiyay quen, zun minus lorn, type zun, lorn tiyay porous, type quen, zun tiyay glossy, quen minus dov, type reth, reth minus lorn, type dov, reth tiyay fibrous, x5 tiyay reth, quen tiyay q’uñi, x1 tiyay reth, x0 tiyay quen, x7 tiyay zun dov tiyay hollow
  - opt_d x7 tiyay zun, x3 tiyay quen, type reth, zun tiyay glossy, zun minus lorn, lorn tiyay porous, type lorn, type quen, quen minus dov, dov tiyay hollow, type zun, reth tiyay fibrous, reth minus lorn, type dov, x5 tiyay reth, x0 tiyay quen, quen tiyay striped, quen tiyay q’uñi, x1 tiyay reth lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 tiyay zun, type reth, type lorn, x5 tiyay reth, zun tiyay glossy, type quen, quen minus dov, type dov, dov tiyay hollow, zun minus lorn, lorn tiyay porous, type zun, x0 tiyay quen, zun tiyay rigid, x3 tiyay quen, quen tiyay q’uñi, x1 tiyay reth reth tiyay fibrous
  - opt_a x7 tiyay zun, x0 tiyay quen, type quen, type lorn, dov tiyay hollow, type zun, type reth, lorn tiyay porous, zun minus lorn, type dov, reth tiyay fibrous, x3 tiyay quen, lorn minus dov, x1 tiyay reth, reth minus lorn, zun tiyay glossy, quen minus dov, x5 tiyay reth quen tiyay q’uñi
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 qhaway glossy
  - x7 qhaway hollow
  - x1 qhaway hollow
  - x5 qhaway fibrous
  - x3 qhaway q’uñi
  - x3 qhaway hollow
  - x0 qhaway hollow
  - x1 qhaway porous
  - x7 qhaway porous
  - x0 qhaway q’uñi
  - x1 qhaway fibrous
  - x5 qhaway porous
  - x5 qhaway hollow
Consistent ontology what?

Candidates:
  - opt_b lorn dov minus, dov rigid, type lorn, x3 quen, zun lorn minus, type zun, lorn porous, type quen, zun glossy, quen dov minus, type reth, reth lorn minus, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun ыкӏи dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun lorn minus, lorn porous, type lorn, type quen, quen dov minus, dov hollow, type zun, reth fibrous, reth lorn minus, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth ыкӏи lorn dov minus
  - opt_c reth lorn minus, lorn dov minus, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen dov minus, type dov, dov hollow, zun lorn minus, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth ыкӏи reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun lorn minus, type dov, reth fibrous, x3 quen, lorn dov minus, x1 reth, reth lorn minus, zun glossy, quen dov minus, x5 reth ыкӏи quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 glossy observe
  - x7 hollow observe
  - x1 hollow observe
  - x5 fibrous observe
  - x3 warm observe
  - x3 hollow observe
  - x0 hollow observe
  - x1 porous observe
  - x7 porous observe
  - x0 warm observe
  - x1 fibrous observe
  - x5 porous observe
  - x5 hollow observe
Consistent ontology сыд?

Candidates:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen kub, x1 reth, x0 quen, x7 zun thiab dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen kub, x1 reth thiab lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen kub, x1 reth thiab reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth thiab quen kub
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe kub
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe kub
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology what?

Candidates:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology ining-jak?

Candidates:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun micha' dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth micha' lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth micha' reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth micha' quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology nanta?

Candidates:
  - opt_b lorn dov minus, dov rigid, type lorn, x3 quen, zun lorn minus, type zun, lorn porous, type quen, zun glossy, quen dov minus, type reth, reth lorn minus, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun カ dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun lorn minus, lorn porous, type lorn, type quen, quen dov minus, dov hollow, type zun, reth fibrous, reth lorn minus, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth カ lorn dov minus
  - opt_c reth lorn minus, lorn dov minus, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen dov minus, type dov, dov hollow, zun lorn minus, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth カ reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun lorn minus, type dov, reth fibrous, x3 quen, lorn dov minus, x1 reth, reth lorn minus, zun glossy, quen dov minus, x5 reth カ quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 glossy observe
  - x7 hollow observe
  - x1 hollow observe
  - x5 fibrous observe
  - x3 warm observe
  - x3 hollow observe
  - x0 hollow observe
  - x1 porous observe
  - x7 porous observe
  - x0 warm observe
  - x1 fibrous observe
  - x5 porous observe
  - x5 hollow observe
Consistent ontology what?

Candidates:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun ынкъам dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth ынкъам lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth ынкъам reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth ынкъам quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology what?

Candidates:
  - opt_b lorn minus dov, dov yan rigid, type lorn, x3 yan quen, zun minus lorn, type zun, lorn yan porous, type quen, zun yan glossy, quen minus dov, type reth, reth minus lorn, type dov, reth yan fibrous, x5 yan reth, quen yan warm, x1 yan reth, x0 yan quen, x7 yan zun yéetel dov yan hollow
  - opt_d x7 yan zun, x3 yan quen, type reth, zun yan glossy, zun minus lorn, lorn yan porous, type lorn, type quen, quen minus dov, dov yan hollow, type zun, reth yan fibrous, reth minus lorn, type dov, x5 yan reth, x0 yan quen, quen yan striped, quen yan warm, x1 yan reth yéetel lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 yan zun, type reth, type lorn, x5 yan reth, zun yan glossy, type quen, quen minus dov, type dov, dov yan hollow, zun minus lorn, lorn yan porous, type zun, x0 yan quen, zun yan rigid, x3 yan quen, quen yan warm, x1 yan reth yéetel reth yan fibrous
  - opt_a x7 yan zun, x0 yan quen, type quen, type lorn, dov yan hollow, type zun, type reth, lorn yan porous, zun minus lorn, type dov, reth yan fibrous, x3 yan quen, lorn minus dov, x1 yan reth, reth minus lorn, zun yan glossy, quen minus dov, x5 yan reth yéetel quen yan warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology what?

Candidates:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology híli?

Candidates:
  - opt_b lorn dov minus, dov rigid, type lorn, x3 quen, zun lorn minus, type zun, lorn porous, type quen, zun glossy, quen dov minus, type reth, reth lorn minus, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun na dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun lorn minus, lorn porous, type lorn, type quen, quen dov minus, dov hollow, type zun, reth fibrous, reth lorn minus, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth na lorn dov minus
  - opt_c reth lorn minus, lorn dov minus, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen dov minus, type dov, dov hollow, zun lorn minus, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth na reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun lorn minus, type dov, reth fibrous, x3 quen, lorn dov minus, x1 reth, reth lorn minus, zun glossy, quen dov minus, x5 reth na quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 glossy observe
  - x7 hollow observe
  - x1 hollow observe
  - x5 fibrous observe
  - x3 warm observe
  - x3 hollow observe
  - x0 hollow observe
  - x1 porous observe
  - x7 porous observe
  - x0 warm observe
  - x1 fibrous observe
  - x5 porous observe
  - x5 hollow observe
Consistent ontology what?

Candidates:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen aku, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen aku, x1 reth lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen aku, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth quen aku
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe aku
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe aku
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology what?

Candidates:
  - opt_b lorn dov minus, dov rigid, type lorn, x3 quen, zun lorn minus, type zun, lorn porous, type quen, zun glossy, quen dov minus, type reth, reth lorn minus, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun lorn minus, lorn porous, type lorn, type quen, quen dov minus, dov hollow, type zun, reth fibrous, reth lorn minus, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth lorn dov minus
  - opt_c reth lorn minus, lorn dov minus, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen dov minus, type dov, dov hollow, zun lorn minus, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun lorn minus, type dov, reth fibrous, x3 quen, lorn dov minus, x1 reth, reth lorn minus, zun glossy, quen dov minus, x5 reth quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 glossy observe
  - x7 hollow observe
  - x1 hollow observe
  - x5 fibrous observe
  - x3 warm observe
  - x3 hollow observe
  - x0 hollow observe
  - x1 porous observe
  - x7 porous observe
  - x0 warm observe
  - x1 fibrous observe
  - x5 porous observe
  - x5 hollow observe
Consistent ontology what?

Candidates:
  - opt_b lorn minus dov, dov ǀîi rigid, type lorn, x3 ǀîi quen, zun minus lorn, type zun, lorn ǀîi porous, type quen, zun ǀîi glossy, quen minus dov, type reth, reth minus lorn, type dov, reth ǀîi fibrous, x5 ǀîi reth, quen ǀîi ǁqhàã, x1 ǀîi reth, x0 ǀîi quen, x7 ǀîi zun ǂʻá dov ǀîi hollow
  - opt_d x7 ǀîi zun, x3 ǀîi quen, type reth, zun ǀîi glossy, zun minus lorn, lorn ǀîi porous, type lorn, type quen, quen minus dov, dov ǀîi hollow, type zun, reth ǀîi fibrous, reth minus lorn, type dov, x5 ǀîi reth, x0 ǀîi quen, quen ǀîi striped, quen ǀîi ǁqhàã, x1 ǀîi reth ǂʻá lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 ǀîi zun, type reth, type lorn, x5 ǀîi reth, zun ǀîi glossy, type quen, quen minus dov, type dov, dov ǀîi hollow, zun minus lorn, lorn ǀîi porous, type zun, x0 ǀîi quen, zun ǀîi rigid, x3 ǀîi quen, quen ǀîi ǁqhàã, x1 ǀîi reth ǂʻá reth ǀîi fibrous
  - opt_a x7 ǀîi zun, x0 ǀîi quen, type quen, type lorn, dov ǀîi hollow, type zun, type reth, lorn ǀîi porous, zun minus lorn, type dov, reth ǀîi fibrous, x3 ǀîi quen, lorn minus dov, x1 ǀîi reth, reth minus lorn, zun ǀîi glossy, quen minus dov, x5 ǀîi reth ǂʻá quen ǀîi ǁqhàã
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe ǁqhàã
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe ǁqhàã
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology what?

Candidates:
  - opt_b lorn dov minus, dov rigid, type lorn, x3 quen, zun lorn minus, type zun, lorn porous, type quen, zun glossy, quen dov minus, type reth, reth lorn minus, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun lorn minus, lorn porous, type lorn, type quen, quen dov minus, dov hollow, type zun, reth fibrous, reth lorn minus, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth lorn dov minus
  - opt_c reth lorn minus, lorn dov minus, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen dov minus, type dov, dov hollow, zun lorn minus, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun lorn minus, type dov, reth fibrous, x3 quen, lorn dov minus, x1 reth, reth lorn minus, zun glossy, quen dov minus, x5 reth quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 glossy observe
  - x7 hollow observe
  - x1 hollow observe
  - x5 fibrous observe
  - x3 warm observe
  - x3 hollow observe
  - x0 hollow observe
  - x1 porous observe
  - x7 porous observe
  - x0 warm observe
  - x1 fibrous observe
  - x5 porous observe
  - x5 hollow observe
Consistent ontology what?

Candidates:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology what?

Candidates:
  - opt_b lorn dov minus, dov rigid, type lorn, x3 quen, zun lorn minus, type zun, lorn porous, type quen, zun glossy, quen dov minus, type reth, reth lorn minus, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun lorn minus, lorn porous, type lorn, type quen, quen dov minus, dov hollow, type zun, reth fibrous, reth lorn minus, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth lorn dov minus
  - opt_c reth lorn minus, lorn dov minus, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen dov minus, type dov, dov hollow, zun lorn minus, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun lorn minus, type dov, reth fibrous, x3 quen, lorn dov minus, x1 reth, reth lorn minus, zun glossy, quen dov minus, x5 reth quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 glossy observe
  - x7 hollow observe
  - x1 hollow observe
  - x5 fibrous observe
  - x3 warm observe
  - x3 hollow observe
  - x0 hollow observe
  - x1 porous observe
  - x7 porous observe
  - x0 warm observe
  - x1 fibrous observe
  - x5 porous observe
  - x5 hollow observe
Consistent ontology what?

Candidates:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology what?

Candidates:
  - opt_b lorn minus dov, dov nemi rigid, type lorn, x3 nemi quen, zun minus lorn, type zun, lorn nemi porous, type quen, zun nemi glossy, quen minus dov, type reth, reth minus lorn, type dov, reth nemi fibrous, x5 nemi reth, quen nemi warm, x1 nemi reth, x0 nemi quen, x7 nemi zun dov nemi hollow
  - opt_d x7 nemi zun, x3 nemi quen, type reth, zun nemi glossy, zun minus lorn, lorn nemi porous, type lorn, type quen, quen minus dov, dov nemi hollow, type zun, reth nemi fibrous, reth minus lorn, type dov, x5 nemi reth, x0 nemi quen, quen nemi striped, quen nemi warm, x1 nemi reth lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 nemi zun, type reth, type lorn, x5 nemi reth, zun nemi glossy, type quen, quen minus dov, type dov, dov nemi hollow, zun minus lorn, lorn nemi porous, type zun, x0 nemi quen, zun nemi rigid, x3 nemi quen, quen nemi warm, x1 nemi reth reth nemi fibrous
  - opt_a x7 nemi zun, x0 nemi quen, type quen, type lorn, dov nemi hollow, type zun, type reth, lorn nemi porous, zun minus lorn, type dov, reth nemi fibrous, x3 nemi quen, lorn minus dov, x1 nemi reth, reth minus lorn, zun nemi glossy, quen minus dov, x5 nemi reth quen nemi warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology tay?

Les candidats sont:
  - opt_b lorn moins dov, dov est rigide, type lorn, x3 est quen, zun moins lorn, type zun, lorn est poreux, type quen, zun est luisant, quen moins dov, type reth, reth moins lorn, type dov, reth est fibreux, x5 est reth, quen est chaud, x1 est reth, x0 est quen, x7 est zun et dov est vide
  - opt_d x7 est zun, x3 est quen, type reth, zun est luisant, zun moins lorn, lorn est poreux, type lorn, type quen, quen moins dov, dov est vide, type zun, reth est fibreux, reth moins lorn, type dov, x5 est reth, x0 est quen, quen est rayé, quen est chaud, x1 est reth et lorn moins dov
  - opt_c reth moins lorn, lorn moins dov, x7 est zun, type reth, type lorn, x5 est reth, zun est luisant, type quen, quen moins dov, type dov, dov est vide, zun moins lorn, lorn est poreux, type zun, x0 est quen, zun est rigide, x3 est quen, quen est chaud, x1 est reth et reth est fibreux
  - opt_a x7 est zun, x0 est quen, type quen, type lorn, dov est vide, type zun, type reth, lorn est poreux, zun moins lorn, type dov, reth est fibreux, x3 est quen, lorn moins dov, x1 est reth, reth moins lorn, zun est luisant, quen moins dov, x5 est reth et quen est chaud
Les entités sont:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations :
  - x7 observer luisant
  - x7 observer vide
  - x1 observer vide
  - x5 observer fibreux
  - x3 observer chaud
  - x3 observer vide
  - x0 observer vide
  - x1 observer poreux
  - x7 observer poreux
  - x0 observer chaud
  - x1 observer fibreux
  - x5 observer poreux
  - x5 observer vide
Quoi constant ontologie ?

Kandidato:
  - opt_b lorn minus dov, dov egali rigida, tipo lorn, x3 egali quen, zun minus lorn, tipo zun, lorn egali pora, tipo quen, zun egali glossy, quen minus dov, tipo reth, reth minus lorn, tipo dov, reth egali fibrous, x5 egali reth, quen egali varma, x1 egali reth, x0 egali quen, x7 egali zun kaj dov egali kava
  - opt_d x7 egali zun, x3 egali quen, tipo reth, zun egali glossy, zun minus lorn, lorn egali pora, tipo lorn, tipo quen, quen minus dov, dov egali kava, tipo zun, reth egali fibrous, reth minus lorn, tipo dov, x5 egali reth, x0 egali quen, quen egali striita, quen egali varma, x1 egali reth kaj lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 egali zun, tipo reth, tipo lorn, x5 egali reth, zun egali glossy, tipo quen, quen minus dov, tipo dov, dov egali kava, zun minus lorn, lorn egali pora, tipo zun, x0 egali quen, zun egali rigida, x3 egali quen, quen egali varma, x1 egali reth kaj reth egali fibrous
  - opt_a x7 egali zun, x0 egali quen, tipo quen, tipo lorn, dov egali kava, tipo zun, tipo reth, lorn egali pora, zun minus lorn, tipo dov, reth egali fibrous, x3 egali quen, lorn minus dov, x1 egali reth, reth minus lorn, zun egali glossy, quen minus dov, x5 egali reth kaj quen egali varma
Ento:
  - x0
  - x1
  - x3
  - x5
  - x7
Observo:
  - x7 observi glossy
  - x7 observi kava
  - x1 observi kava
  - x5 observi fibrous
  - x3 observi varma
  - x3 observi kava
  - x0 observi kava
  - x1 observi pora
  - x7 observi pora
  - x0 observi varma
  - x1 observi fibrous
  - x5 observi pora
  - x5 observi kava
Konsekvenca ontology kio?

Indulók:
  - opt_b lorn mínusz dov, dov merev, típus lorn, x3 quen, zun mínusz lorn, típus zun, lorn porous, típus quen, zun glossy, quen mínusz dov, típus reth, reth mínusz lorn, típus dov, reth fibrous, x5 reth, quen meleg, x1 reth, x0 quen, x7 zun és dov odú
  - opt_d x7 zun, x3 quen, típus reth, zun glossy, zun mínusz lorn, lorn porous, típus lorn, típus quen, quen mínusz dov, dov odú, típus zun, reth fibrous, reth mínusz lorn, típus dov, x5 reth, x0 quen, quen csíkos, quen meleg, x1 reth és lorn mínusz dov
  - opt_c reth mínusz lorn, lorn mínusz dov, x7 zun, típus reth, típus lorn, x5 reth, zun glossy, típus quen, quen mínusz dov, típus dov, dov odú, zun mínusz lorn, lorn porous, típus zun, x0 quen, zun merev, x3 quen, quen meleg, x1 reth és reth fibrous
  - opt_a x7 zun, x0 quen, típus quen, típus lorn, dov odú, típus zun, típus reth, lorn porous, zun mínusz lorn, típus dov, reth fibrous, x3 quen, lorn mínusz dov, x1 reth, reth mínusz lorn, zun glossy, quen mínusz dov, x5 reth és quen meleg
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Megfigyelések:
  - x7 észlel glossy
  - x7 észlel odú
  - x1 észlel odú
  - x5 észlel fibrous
  - x3 észlel meleget
  - x3 észlel odú
  - x0 észlel odú
  - x1 észlel porous
  - x7 észlel porous
  - x0 észlel meleget
  - x1 észlel fibrous
  - x5 észlel porous
  - x5 észlel odú
Következetes ontológia melyik?

候選人:
  - opt_b:lorn減dov, dov是rigid, 款:lorn, x3是quen, zun減lorn, 款:zun, lorn是porous, 款:quen, zun是glossy, quen減dov, 款:reth, reth減lorn, 款:dov, reth是fibrous, x5是reth, quen是暖, x1是reth, x0是quen, x7是zun及dov是hollow
  - opt_d:x7是zun, x3是quen, 款:reth, zun是glossy, zun減lorn, lorn是porous, 款:lorn, 款:quen, quen減dov, dov是hollow, 款:zun, reth是fibrous, reth減lorn, 款:dov, x5是reth, x0是quen, quen是striped, quen是暖, x1是reth及lorn減dov
  - opt_c:reth減lorn, lorn減dov, x7是zun, 款:reth, 款:lorn, x5是reth, zun是glossy, 款:quen, quen減dov, 款:dov, dov是hollow, zun減lorn, lorn是porous, 款:zun, x0是quen, zun是rigid, x3是quen, quen是暖, x1是reth及reth是fibrous
  - opt_a:x7是zun, x0是quen, 款:quen, 款:lorn, dov是hollow, 款:zun, 款:reth, lorn是porous, zun減lorn, 款:dov, reth是fibrous, x3是quen, lorn減dov, x1是reth, reth減lorn, zun是glossy, quen減dov, x5是reth及quen是暖
entities:
  - x0
  - x1
  - x3
  - x5
  - x7
observations:
  - x7observeglossy
  - x7observehollow
  - x1observehollow
  - x5observefibrous
  - x3observe暖
  - x3observehollow
  - x0observehollow
  - x1observeporous
  - x7observeporous
  - x0observe暖
  - x1observefibrous
  - x5observeporous
  - x5observehollow
consistent ontology乜嘢?

Candidates:
  - opt_b lorn minus dov, dov 有ん rigid, type lorn, x3 有ん quen, zun minus lorn, type zun, lorn 有ん porous, type quen, zun 有ん glossy, quen minus dov, type reth, reth minus lorn, type dov, reth 有ん fibrous, x5 有ん reth, quen 有ん warm, x1 有ん reth, x0 有ん quen, x7 有ん zun とぅ dov 有ん hollow
  - opt_d x7 有ん zun, x3 有ん quen, type reth, zun 有ん glossy, zun minus lorn, lorn 有ん porous, type lorn, type quen, quen minus dov, dov 有ん hollow, type zun, reth 有ん fibrous, reth minus lorn, type dov, x5 有ん reth, x0 有ん quen, quen 有ん striped, quen 有ん warm, x1 有ん reth とぅ lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 有ん zun, type reth, type lorn, x5 有ん reth, zun 有ん glossy, type quen, quen minus dov, type dov, dov 有ん hollow, zun minus lorn, lorn 有ん porous, type zun, x0 有ん quen, zun 有ん rigid, x3 有ん quen, quen 有ん warm, x1 有ん reth とぅ reth 有ん fibrous
  - opt_a x7 有ん zun, x0 有ん quen, type quen, type lorn, dov 有ん hollow, type zun, type reth, lorn 有ん porous, zun minus lorn, type dov, reth 有ん fibrous, x3 有ん quen, lorn minus dov, x1 有ん reth, reth minus lorn, zun 有ん glossy, quen minus dov, x5 有ん reth とぅ quen 有ん warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology what?

Үміткер:
  - opt_b lorn minus dov, dov rigid, тип lorn, x3 quen, zun minus lorn, тип zun, lorn porous, тип quen, zun glossy, quen minus dov, тип reth, reth minus lorn, тип dov, reth fibrous, x5 reth, quen жылы, x1 reth, x0 quen, x7 zun және dov hollow
  - opt_d x7 zun, x3 quen, тип reth, zun glossy, zun minus lorn, lorn porous, тип lorn, тип quen, quen minus dov, dov hollow, тип zun, reth fibrous, reth minus lorn, тип dov, x5 reth, x0 quen, quen striped, quen жылы, x1 reth және lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, тип reth, тип lorn, x5 reth, zun glossy, тип quen, quen minus dov, тип dov, dov hollow, zun minus lorn, lorn porous, тип zun, x0 quen, zun rigid, x3 quen, quen жылы, x1 reth және reth fibrous
  - opt_a x7 zun, x0 quen, тип quen, тип lorn, dov hollow, тип zun, тип reth, lorn porous, zun minus lorn, тип dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth және quen жылы
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Бақылау:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe жылы
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe жылы
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent онтология не?

מועמדת:
  - opt_b lorn פחות dov, dov הוּא נוקשה, type lorn, x3 הוּא quen, zun פחות lorn, type zun, lorn הוּא porous, type quen, zun הוּא glossy, quen פחות dov, type reth, reth פחות lorn, type dov, reth הוּא fibrous, x5 הוּא reth, quen הוּא חָמִים, x1 הוּא reth, x0 הוּא quen, x7 הוּא zun וְ־ dov הוּא חָלוּל
  - opt_d x7 הוּא zun, x3 הוּא quen, type reth, zun הוּא glossy, zun פחות lorn, lorn הוּא porous, type lorn, type quen, quen פחות dov, dov הוּא חָלוּל, type zun, reth הוּא fibrous, reth פחות lorn, type dov, x5 הוּא reth, x0 הוּא quen, quen הוּא striped, quen הוּא חָמִים, x1 הוּא reth וְ־ lorn פחות dov
  - opt_c reth פחות lorn, lorn פחות dov, x7 הוּא zun, type reth, type lorn, x5 הוּא reth, zun הוּא glossy, type quen, quen פחות dov, type dov, dov הוּא חָלוּל, zun פחות lorn, lorn הוּא porous, type zun, x0 הוּא quen, zun הוּא נוקשה, x3 הוּא quen, quen הוּא חָמִים, x1 הוּא reth וְ־ reth הוּא fibrous
  - opt_a x7 הוּא zun, x0 הוּא quen, type quen, type lorn, dov הוּא חָלוּל, type zun, type reth, lorn הוּא porous, zun פחות lorn, type dov, reth הוּא fibrous, x3 הוּא quen, lorn פחות dov, x1 הוּא reth, reth פחות lorn, zun הוּא glossy, quen פחות dov, x5 הוּא reth וְ־ quen הוּא חָמִים
יְשׁוּת:
  - x0
  - x1
  - x3
  - x5
  - x7
תַּצְפִּית:
  - x7 observe glossy
  - x7 observe חָלוּל
  - x1 observe חָלוּל
  - x5 observe fibrous
  - x3 observe חָמִים
  - x3 observe חָלוּל
  - x0 observe חָלוּל
  - x1 observe porous
  - x7 observe porous
  - x0 observe חָמִים
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe חָלוּל
איזה עקבי ikví אונטולוגיה?

Candidates:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun დო dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth დო lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth დო reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth დო quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology what?

Kandidat:
  - opt_b lorn dikurangi dov, dov adalah rigid, mengetik lorn, x3 adalah quen, zun dikurangi lorn, mengetik zun, lorn adalah porus, mengetik quen, zun adalah glossy, quen dikurangi dov, mengetik reth, reth dikurangi lorn, mengetik dov, reth adalah fibrous, x5 adalah reth, quen adalah hangat, x1 adalah reth, x0 adalah quen, x7 adalah zun dan dov adalah hollow
  - opt_d x7 adalah zun, x3 adalah quen, mengetik reth, zun adalah glossy, zun dikurangi lorn, lorn adalah porus, mengetik lorn, mengetik quen, quen dikurangi dov, dov adalah hollow, mengetik zun, reth adalah fibrous, reth dikurangi lorn, mengetik dov, x5 adalah reth, x0 adalah quen, quen adalah berloreng, quen adalah hangat, x1 adalah reth dan lorn dikurangi dov
  - opt_c reth dikurangi lorn, lorn dikurangi dov, x7 adalah zun, mengetik reth, mengetik lorn, x5 adalah reth, zun adalah glossy, mengetik quen, quen dikurangi dov, mengetik dov, dov adalah hollow, zun dikurangi lorn, lorn adalah porus, mengetik zun, x0 adalah quen, zun adalah rigid, x3 adalah quen, quen adalah hangat, x1 adalah reth dan reth adalah fibrous
  - opt_a x7 adalah zun, x0 adalah quen, mengetik quen, mengetik lorn, dov adalah hollow, mengetik zun, mengetik reth, lorn adalah porus, zun dikurangi lorn, mengetik dov, reth adalah fibrous, x3 adalah quen, lorn dikurangi dov, x1 adalah reth, reth dikurangi lorn, zun adalah glossy, quen dikurangi dov, x5 adalah reth dan quen adalah hangat
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe hangat
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porus
  - x7 observe porus
  - x0 observe hangat
  - x1 observe fibrous
  - x5 observe porus
  - x5 observe hollow
Panggah ontologi apa?

បេក្ខជន:
  - opt_b:lornminusdov, dovត្រូវបានrigid, type:lorn, x3ត្រូវបានquen, zunminuslorn, type:zun, lornត្រូវបានporous, type:quen, zunត្រូវបានរលើប, quenminusdov, type:reth, rethminuslorn, type:dov, rethត្រូវបានfibrous, x5ត្រូវបានreth, quenត្រូវបានក្ដៅ, x1ត្រូវបានreth, x0ត្រូវបានquen, x7ត្រូវបានzunនឹងdovត្រូវបានhollow
  - opt_d:x7ត្រូវបានzun, x3ត្រូវបានquen, type:reth, zunត្រូវបានរលើប, zunminuslorn, lornត្រូវបានporous, type:lorn, type:quen, quenminusdov, dovត្រូវបានhollow, type:zun, rethត្រូវបានfibrous, rethminuslorn, type:dov, x5ត្រូវបានreth, x0ត្រូវបានquen, quenត្រូវបានstriped, quenត្រូវបានក្ដៅ, x1ត្រូវបានrethនឹងlornminusdov
  - opt_c:rethminuslorn, lornminusdov, x7ត្រូវបានzun, type:reth, type:lorn, x5ត្រូវបានreth, zunត្រូវបានរលើប, type:quen, quenminusdov, type:dov, dovត្រូវបានhollow, zunminuslorn, lornត្រូវបានporous, type:zun, x0ត្រូវបានquen, zunត្រូវបានrigid, x3ត្រូវបានquen, quenត្រូវបានក្ដៅ, x1ត្រូវបានrethនឹងrethត្រូវបានfibrous
  - opt_a:x7ត្រូវបានzun, x0ត្រូវបានquen, type:quen, type:lorn, dovត្រូវបានhollow, type:zun, type:reth, lornត្រូវបានporous, zunminuslorn, type:dov, rethត្រូវបានfibrous, x3ត្រូវបានquen, lornminusdov, x1ត្រូវបានreth, rethminuslorn, zunត្រូវបានរលើប, quenminusdov, x5ត្រូវបានrethនឹងquenត្រូវបានក្ដៅ
entities:
  - x0
  - x1
  - x3
  - x5
  - x7
គំនន់:
  - x7observeរលើប
  - x7observehollow
  - x1observehollow
  - x5observefibrous
  - x3observeក្ដៅ
  - x3observehollow
  - x0observehollow
  - x1observeporous
  - x7observeporous
  - x0observeក្ដៅ
  - x1observefibrous
  - x5observeporous
  - x5observehollow
consistent ontologyអី?

ຜູ້ສະໝັກ:
  - opt_b:lornminusdov, dovຢູ່rigid, type:lorn, x3ຢູ່quen, zunminuslorn, type:zun, lornຢູ່porous, type:quen, zunຢູ່glossy, quenminusdov, type:reth, rethminuslorn, type:dov, rethຢູ່fibrous, x5ຢູ່reth, quenຢູ່ອຸ່ນ, x1ຢູ່reth, x0ຢູ່quen, x7ຢູ່zunແລະdovຢູ່hollow
  - opt_d:x7ຢູ່zun, x3ຢູ່quen, type:reth, zunຢູ່glossy, zunminuslorn, lornຢູ່porous, type:lorn, type:quen, quenminusdov, dovຢູ່hollow, type:zun, rethຢູ່fibrous, rethminuslorn, type:dov, x5ຢູ່reth, x0ຢູ່quen, quenຢູ່striped, quenຢູ່ອຸ່ນ, x1ຢູ່rethແລະlornminusdov
  - opt_c:rethminuslorn, lornminusdov, x7ຢູ່zun, type:reth, type:lorn, x5ຢູ່reth, zunຢູ່glossy, type:quen, quenminusdov, type:dov, dovຢູ່hollow, zunminuslorn, lornຢູ່porous, type:zun, x0ຢູ່quen, zunຢູ່rigid, x3ຢູ່quen, quenຢູ່ອຸ່ນ, x1ຢູ່rethແລະrethຢູ່fibrous
  - opt_a:x7ຢູ່zun, x0ຢູ່quen, type:quen, type:lorn, dovຢູ່hollow, type:zun, type:reth, lornຢູ່porous, zunminuslorn, type:dov, rethຢູ່fibrous, x3ຢູ່quen, lornminusdov, x1ຢູ່reth, rethminuslorn, zunຢູ່glossy, quenminusdov, x5ຢູ່rethແລະquenຢູ່ອຸ່ນ
entities:
  - x0
  - x1
  - x3
  - x5
  - x7
observations:
  - x7observeglossy
  - x7observehollow
  - x1observehollow
  - x5observefibrous
  - x3observeອຸ່ນ
  - x3observehollow
  - x0observehollow
  - x1observeporous
  - x7observeporous
  - x0observeອຸ່ນ
  - x1observefibrous
  - x5observeporous
  - x5observehollow
consistent ontologyຫຍັງ?

candidates:
  - opt_b lorn dov minus, dov rigid ఉండు, type lorn, x3 quen ఉండు, zun lorn minus, type zun, lorn porous ఉండు, type quen, zun glossy ఉండు, quen dov minus, type reth, reth lorn minus, type dov, reth fibrous ఉండు, x5 reth ఉండు, quen వెచ్చని ఉండు, x1 reth ఉండు, x0 quen ఉండు, x7 zun ఉండు మరియు dov బోలు ఉండు
  - opt_d x7 zun ఉండు, x3 quen ఉండు, type reth, zun glossy ఉండు, zun lorn minus, lorn porous ఉండు, type lorn, type quen, quen dov minus, dov బోలు ఉండు, type zun, reth fibrous ఉండు, reth lorn minus, type dov, x5 reth ఉండు, x0 quen ఉండు, quen striped ఉండు, quen వెచ్చని ఉండు, x1 reth ఉండు మరియు lorn dov minus
  - opt_c reth lorn minus, lorn dov minus, x7 zun ఉండు, type reth, type lorn, x5 reth ఉండు, zun glossy ఉండు, type quen, quen dov minus, type dov, dov బోలు ఉండు, zun lorn minus, lorn porous ఉండు, type zun, x0 quen ఉండు, zun rigid ఉండు, x3 quen ఉండు, quen వెచ్చని ఉండు, x1 reth ఉండు మరియు reth fibrous ఉండు
  - opt_a x7 zun ఉండు, x0 quen ఉండు, type quen, type lorn, dov బోలు ఉండు, type zun, type reth, lorn porous ఉండు, zun lorn minus, type dov, reth fibrous ఉండు, x3 quen ఉండు, lorn dov minus, x1 reth ఉండు, reth lorn minus, zun glossy ఉండు, quen dov minus, x5 reth ఉండు మరియు quen వెచ్చని ఉండు
entities:
  - x0
  - x1
  - x3
  - x5
  - x7
పరిశీలన:
  - x7 glossy పరిశీలించు
  - x7 బోలు పరిశీలించు
  - x1 బోలు పరిశీలించు
  - x5 fibrous పరిశీలించు
  - x3 వెచ్చని పరిశీలించు
  - x3 బోలు పరిశీలించు
  - x0 బోలు పరిశీలించు
  - x1 porous పరిశీలించు
  - x7 porous పరిశీలించు
  - x0 వెచ్చని పరిశీలించు
  - x1 fibrous పరిశీలించు
  - x5 porous పరిశీలించు
  - x5 బోలు పరిశీలించు
consistent ontology ఏమిటి?

Candidates:
  - opt_b lorn minus dov, dov wà rigid, type lorn, x3 wà quen, zun minus lorn, type zun, lorn wà porous, type quen, zun wà glossy, quen minus dov, type reth, reth minus lorn, type dov, reth wà fibrous, x5 wà reth, quen wà warm, x1 wà reth, x0 wà quen, x7 wà zun dov wà hollow
  - opt_d x7 wà zun, x3 wà quen, type reth, zun wà glossy, zun minus lorn, lorn wà porous, type lorn, type quen, quen minus dov, dov wà hollow, type zun, reth wà fibrous, reth minus lorn, type dov, x5 wà reth, x0 wà quen, quen wà striped, quen wà warm, x1 wà reth lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 wà zun, type reth, type lorn, x5 wà reth, zun wà glossy, type quen, quen minus dov, type dov, dov wà hollow, zun minus lorn, lorn wà porous, type zun, x0 wà quen, zun wà rigid, x3 wà quen, quen wà warm, x1 wà reth reth wà fibrous
  - opt_a x7 wà zun, x0 wà quen, type quen, type lorn, dov wà hollow, type zun, type reth, lorn wà porous, zun minus lorn, type dov, reth wà fibrous, x3 wà quen, lorn minus dov, x1 wà reth, reth minus lorn, zun wà glossy, quen minus dov, x5 wà reth quen wà warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
What consistent ontology?

Candidates:
  - opt_b lorn dov minus, dov rigid naiágúóli, type lorn, x3 quen naiágúóli, zun lorn minus, type zun, lorn porous naiágúóli, type quen, zun glossy naiágúóli, quen dov minus, type reth, reth lorn minus, type dov, reth fibrous naiágúóli, x5 reth naiágúóli, quen warm naiágúóli, x1 reth naiágúóli, x0 quen naiágúóli, x7 zun naiágúóli dov hollow naiágúóli
  - opt_d x7 zun naiágúóli, x3 quen naiágúóli, type reth, zun glossy naiágúóli, zun lorn minus, lorn porous naiágúóli, type lorn, type quen, quen dov minus, dov hollow naiágúóli, type zun, reth fibrous naiágúóli, reth lorn minus, type dov, x5 reth naiágúóli, x0 quen naiágúóli, quen striped naiágúóli, quen warm naiágúóli, x1 reth naiágúóli lorn dov minus
  - opt_c reth lorn minus, lorn dov minus, x7 zun naiágúóli, type reth, type lorn, x5 reth naiágúóli, zun glossy naiágúóli, type quen, quen dov minus, type dov, dov hollow naiágúóli, zun lorn minus, lorn porous naiágúóli, type zun, x0 quen naiágúóli, zun rigid naiágúóli, x3 quen naiágúóli, quen warm naiágúóli, x1 reth naiágúóli reth fibrous naiágúóli
  - opt_a x7 zun naiágúóli, x0 quen naiágúóli, type quen, type lorn, dov hollow naiágúóli, type zun, type reth, lorn porous naiágúóli, zun lorn minus, type dov, reth fibrous naiágúóli, x3 quen naiágúóli, lorn dov minus, x1 reth naiágúóli, reth lorn minus, zun glossy naiágúóli, quen dov minus, x5 reth naiágúóli quen warm naiágúóli
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 glossy observe
  - x7 hollow observe
  - x1 hollow observe
  - x5 fibrous observe
  - x3 warm observe
  - x3 hollow observe
  - x0 hollow observe
  - x1 porous observe
  - x7 porous observe
  - x0 warm observe
  - x1 fibrous observe
  - x5 porous observe
  - x5 hollow observe
Consistent ontology what?

candidates:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth quen warm
entities:
  - x0
  - x1
  - x3
  - x5
  - x7
observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
consistent ontology what?

Candidates:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology what?

Candidates:
  - opt_b lorn minus dov, dov rigid, type lorn, x3 quen, zun minus lorn, type zun, lorn porous, type quen, zun glossy, quen minus dov, type reth, reth minus lorn, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun minus lorn, lorn porous, type lorn, type quen, quen minus dov, dov hollow, type zun, reth fibrous, reth minus lorn, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth lorn minus dov
  - opt_c reth minus lorn, lorn minus dov, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen minus dov, type dov, dov hollow, zun minus lorn, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun minus lorn, type dov, reth fibrous, x3 quen, lorn minus dov, x1 reth, reth minus lorn, zun glossy, quen minus dov, x5 reth quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 observe glossy
  - x7 observe hollow
  - x1 observe hollow
  - x5 observe fibrous
  - x3 observe warm
  - x3 observe hollow
  - x0 observe hollow
  - x1 observe porous
  - x7 observe porous
  - x0 observe warm
  - x1 observe fibrous
  - x5 observe porous
  - x5 observe hollow
Consistent ontology what?

Candidates:
  - opt_b lorn dov minus, dov rigid, type lorn, x3 quen, zun lorn minus, type zun, lorn porous, type quen, zun glossy, quen dov minus, type reth, reth lorn minus, type dov, reth fibrous, x5 reth, quen warm, x1 reth, x0 quen, x7 zun dov hollow
  - opt_d x7 zun, x3 quen, type reth, zun glossy, zun lorn minus, lorn porous, type lorn, type quen, quen dov minus, dov hollow, type zun, reth fibrous, reth lorn minus, type dov, x5 reth, x0 quen, quen striped, quen warm, x1 reth lorn dov minus
  - opt_c reth lorn minus, lorn dov minus, x7 zun, type reth, type lorn, x5 reth, zun glossy, type quen, quen dov minus, type dov, dov hollow, zun lorn minus, lorn porous, type zun, x0 quen, zun rigid, x3 quen, quen warm, x1 reth reth fibrous
  - opt_a x7 zun, x0 quen, type quen, type lorn, dov hollow, type zun, type reth, lorn porous, zun lorn minus, type dov, reth fibrous, x3 quen, lorn dov minus, x1 reth, reth lorn minus, zun glossy, quen dov minus, x5 reth quen warm
Entities:
  - x0
  - x1
  - x3
  - x5
  - x7
Observations:
  - x7 glossy observe
  - x7 hollow observe
  - x1 hollow observe
  - x5 fibrous observe
  - x3 warm observe
  - x3 hollow observe
  - x0 hollow observe
  - x1 porous observe
  - x7 porous observe
  - x0 warm observe
  - x1 fibrous observe
  - x5 porous observe
  - x5 hollow observe
Consistent ontology вуч?

The candidates are:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 is kes, x2 is quen, quen is hollow, zun minus pil, kes is striped, kes minus lorn, zun is heavy, quen minus lorn, lorn is fibrous, pil is warm, x5 is zun, x4 is zun and x3 is kes
  - opt_a x2 is quen, type pil, quen is hollow, lorn minus pil, pil is striped, type kes, x6 is kes, x4 is zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil is warm, type zun, zun is heavy, x5 is zun, lorn is fibrous and x3 is kes
  - opt_b pil is warm, x5 is zun, kes minus lorn, x2 is quen, type lorn, kes is striped, type pil, x6 is kes, lorn is fibrous, lorn minus pil, type kes, quen is hollow, x4 is zun, x3 is kes, zun is heavy, type zun, type quen, quen minus pil and zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen is hollow, x2 is quen, quen minus lorn, zun is porous, x5 is zun, zun is heavy, kes is striped, lorn is fibrous, x4 is zun, type zun, kes minus lorn, x3 is kes, pil is warm, type lorn, type kes, x6 is kes, type quen and type pil
The entities are:
  - x2
  - x3
  - x4
  - x5
  - x6
The observations are:
  - x6 was observed to be fibrous
  - x4 was observed to be warm
  - x5 was observed to be heavy
  - x4 was observed to be heavy
  - x2 was observed to be warm
  - x6 was observed to be warm
  - x3 was observed to be fibrous
  - x6 was observed to be striped
  - x3 was observed to be striped
  - x2 was observed to be hollow
  - x5 was observed to be warm
  - x3 was observed to be warm
  - x2 was observed to be fibrous
What is the consistent ontology?

Los candidatos son:
  - opción D: el tipo: Kes, el tipo: Quen, el tipo: Zun, Lorn menos Pil, el tipo: Pil, el tipo: Lorn, x6 es Kes, x2 es Quen, Quen es hueco, Zun menos Pil, Kes es rayado, Kes menos Lorn, Zun es pesado, Quen menos Lorn, Lorn es fibroso, Pil es cálido, x5 es Zun, x4 es Zun y x3 es Kes
  - opción A: x2 es Quen, el tipo: Pil, Quen es hueco, Lorn menos Pil, Pil es rayado, el tipo: Kes, x6 es Kes, x4 es Zun, el tipo: Lorn, Kes menos Lorn, Zun menos Pil, Quen menos Lorn, el tipo: Quen, Pil es cálido, el tipo: Zun, Zun es pesado, x5 es Zun, Lorn es fibroso y x3 es Kes
  - opción B: Pil es cálido, x5 es Zun, Kes menos Lorn, x2 es Quen, el tipo: Lorn, Kes es rayado, el tipo: Pil, x6 es Kes, Lorn es fibroso, Lorn menos Pil, el tipo: Kes, Quen es hueco, x4 es Zun, x3 es Kes, Zun es pesado, el tipo: Zun, el tipo: Quen, Quen menos Pil y Zun menos Pil
  - opción C: Lorn menos Pil, Zun menos Pil, Quen es hueco, x2 es Quen, Quen menos Lorn, Zun es poroso, x5 es Zun, Zun es pesado, Kes es rayado, Lorn es fibroso, x4 es Zun, el tipo: Zun, Kes menos Lorn, x3 es Kes, Pil es cálido, el tipo: Lorn, el tipo: Kes, x6 es Kes, el tipo: Quen y el tipo: Pil
Las entidades son:
  - x2
  - x3
  - x4
  - x5
  - x6
Las observaciones son:
  - x6 se observó como fibroso
  - x4 se observó como cálido
  - x5 se observó como pesado
  - x4 se observó como pesado
  - x2 se observó como cálido
  - x6 se observó como cálido
  - x3 se observó como fibroso
  - x6 se observó como rayado
  - x3 se observó como rayado
  - x2 se observó como hueco
  - x5 se observó como cálido
  - x3 se observó como cálido
  - x2 se observó como fibroso
¿Qué consistent ontology?

候选项如下：
  - 选项D：类型：凯斯、类型：昆恩、类型：尊恩、洛恩减皮尔、类型：皮尔、类型：洛恩、x6是凯斯、x2是昆恩、昆恩是空心的、尊恩减皮尔、凯斯是条纹的、凯斯减洛恩、尊恩是重的、昆恩减洛恩、洛恩是纤维状的、皮尔是温暖的、x5是尊恩、x4是尊恩和x3是凯斯
  - 选项A：x2是昆恩、类型：皮尔、昆恩是空心的、洛恩减皮尔、皮尔是条纹的、类型：凯斯、x6是凯斯、x4是尊恩、类型：洛恩、凯斯减洛恩、尊恩减皮尔、昆恩减洛恩、类型：昆恩、皮尔是温暖的、类型：尊恩、尊恩是重的、x5是尊恩、洛恩是纤维状的和x3是凯斯
  - 选项B：皮尔是温暖的、x5是尊恩、凯斯减洛恩、x2是昆恩、类型：洛恩、凯斯是条纹的、类型：皮尔、x6是凯斯、洛恩是纤维状的、洛恩减皮尔、类型：凯斯、昆恩是空心的、x4是尊恩、x3是凯斯、尊恩是重的、类型：尊恩、类型：昆恩、昆恩减皮尔和尊恩减皮尔
  - 选项C：洛恩减皮尔、尊恩减皮尔、昆恩是空心的、x2是昆恩、昆恩减洛恩、尊恩是多孔的、x5是尊恩、尊恩是重的、凯斯是条纹的、洛恩是纤维状的、x4是尊恩、类型：尊恩、凯斯减洛恩、x3是凯斯、皮尔是温暖的、类型：洛恩、类型：凯斯、x6是凯斯、类型：昆恩和类型：皮尔
实体如下：
  - x2
  - x3
  - x4
  - x5
  - x6
观察如下：
  - x6观察到纤维状的
  - x4观察到温暖的
  - x5观察到重
  - x4观察到重
  - x2观察到温暖的
  - x6观察到温暖的
  - x3观察到纤维状的
  - x6观察到条纹的
  - x3观察到条纹的
  - x2观察到空心的
  - x5观察到温暖的
  - x3观察到温暖的
  - x2观察到纤维状的
consistent ontology什么？

Adaylar:
  - opt_d: tip: kes, tip: quen, tip: zun, lorn pil eksi, tip: pil, tip: lorn, x6 kes, x2 quen, quen içi boş, zun pil eksi, kes çizgili, kes lorn eksi, zun ağır, quen lorn eksi, lorn lifli, pil ılık, x5 zun, x4 zun ve x3 kes
  - opt_a: x2 quen, tip: pil, quen içi boş, lorn pil eksi, pil çizgili, tip: kes, x6 kes, x4 zun, tip: lorn, kes lorn eksi, zun pil eksi, quen lorn eksi, tip: quen, pil ılık, tip: zun, zun ağır, x5 zun, lorn lifli ve x3 kes
  - opt_b: pil ılık, x5 zun, kes lorn eksi, x2 quen, tip: lorn, kes çizgili, tip: pil, x6 kes, lorn lifli, lorn pil eksi, tip: kes, quen içi boş, x4 zun, x3 kes, zun ağır, tip: zun, tip: quen, quen pil eksi ve zun pil eksi
  - opt_c: lorn pil eksi, zun pil eksi, quen içi boş, x2 quen, quen lorn eksi, zun gözenekli, x5 zun, zun ağır, kes çizgili, lorn lifli, x4 zun, tip: zun, kes lorn eksi, x3 kes, pil ılık, tip: lorn, tip: kes, x6 kes, tip: quen ve tip: pil
Varlıklar:
  - x2
  - x3
  - x4
  - x5
  - x6
Gözlemler:
  - x6 lifli gözlemlendi
  - x4 ılık gözlemlendi
  - x5 ağır gözlemlendi
  - x4 ağır gözlemlendi
  - x2 ılık gözlemlendi
  - x6 ılık gözlemlendi
  - x3 lifli gözlemlendi
  - x6 çizgili gözlemlendi
  - x3 çizgili gözlemlendi
  - x2 içi boş gözlemlendi
  - x5 ılık gözlemlendi
  - x3 ılık gözlemlendi
  - x2 lifli gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_d: type: kes, type: quen, type: zun, lorn minus pil, type: pil, type: lorn, x6 ni kes, x2 ni quen, quen ni hollow, zun minus pil, kes ni striped, kes minus lorn, zun ni zito, quen minus lorn, lorn ni fibrous, pil ni vuguvugu, x5 ni zun, x4 ni zun na x3 ni kes
  - opt_a: x2 ni quen, type: pil, quen ni hollow, lorn minus pil, pil ni striped, type: kes, x6 ni kes, x4 ni zun, type: lorn, kes minus lorn, zun minus pil, quen minus lorn, type: quen, pil ni vuguvugu, type: zun, zun ni zito, x5 ni zun, lorn ni fibrous na x3 ni kes
  - opt_b: pil ni vuguvugu, x5 ni zun, kes minus lorn, x2 ni quen, type: lorn, kes ni striped, type: pil, x6 ni kes, lorn ni fibrous, lorn minus pil, type: kes, quen ni hollow, x4 ni zun, x3 ni kes, zun ni zito, type: zun, type: quen, quen minus pil na zun minus pil
  - opt_c: lorn minus pil, zun minus pil, quen ni hollow, x2 ni quen, quen minus lorn, zun ni porous, x5 ni zun, zun ni zito, kes ni striped, lorn ni fibrous, x4 ni zun, type: zun, kes minus lorn, x3 ni kes, pil ni vuguvugu, type: lorn, type: kes, x6 ni kes, type: quen na type: pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Uchunguzi:
  - x6 observe fibrous
  - x4 observe vuguvugu
  - x5 observe zito
  - x4 observe zito
  - x2 observe vuguvugu
  - x6 observe vuguvugu
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe vuguvugu
  - x3 observe vuguvugu
  - x2 observe fibrous
Consistent ontology nini?

The candidates are:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 is kes, x2 is quen, quen is hollow, zun minus pil, kes is striped, kes minus lorn, zun is heavy, quen minus lorn, lorn is fibrous, pil is warm, x5 is zun, x4 is zun and x3 is kes
  - opt_a x2 is quen, type pil, quen is hollow, lorn minus pil, pil is striped, type kes, x6 is kes, x4 is zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil is warm, type zun, zun is heavy, x5 is zun, lorn is fibrous and x3 is kes
  - opt_b pil is warm, x5 is zun, kes minus lorn, x2 is quen, type lorn, kes is striped, type pil, x6 is kes, lorn is fibrous, lorn minus pil, type kes, quen is hollow, x4 is zun, x3 is kes, zun is heavy, type zun, type quen, quen minus pil and zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen is hollow, x2 is quen, quen minus lorn, zun is porous, x5 is zun, zun is heavy, kes is striped, lorn is fibrous, x4 is zun, type zun, kes minus lorn, x3 is kes, pil is warm, type lorn, type kes, x6 is kes, type quen and type pil
The entities are:
  - x2
  - x3
  - x4
  - x5
  - x6
The observations are:
  - x6 was observed to be fibrous
  - x4 was observed to be warm
  - x5 was observed to be heavy
  - x4 was observed to be heavy
  - x2 was observed to be warm
  - x6 was observed to be warm
  - x3 was observed to be fibrous
  - x6 was observed to be striped
  - x3 was observed to be striped
  - x2 was observed to be hollow
  - x5 was observed to be warm
  - x3 was observed to be warm
  - x2 was observed to be fibrous
What is the consistent ontology?

{candidates: [(candidate opt_d [(type kes) (type quen) (type zun) (sub lorn pil) (type pil) (type lorn) (inst x6 kes) (inst x2 quen) (prop quen hollow) (sub zun pil) (prop kes striped) (sub kes lorn) (prop zun heavy) (sub quen lorn) (prop lorn fibrous) (prop pil warm) (inst x5 zun) (inst x4 zun) (inst x3 kes)]) (candidate opt_a [(inst x2 quen) (type pil) (prop quen hollow) (sub lorn pil) (prop pil striped) (type kes) (inst x6 kes) (inst x4 zun) (type lorn) (sub kes lorn) (sub zun pil) (sub quen lorn) (type quen) (prop pil warm) (type zun) (prop zun heavy) (inst x5 zun) (prop lorn fibrous) (inst x3 kes)]) (candidate opt_b [(prop pil warm) (inst x5 zun) (sub kes lorn) (inst x2 quen) (type lorn) (prop kes striped) (type pil) (inst x6 kes) (prop lorn fibrous) (sub lorn pil) (type kes) (prop quen hollow) (inst x4 zun) (inst x3 kes) (prop zun heavy) (type zun) (type quen) (sub quen pil) (sub zun pil)]) (candidate opt_c [(sub lorn pil) (sub zun pil) (prop quen hollow) (inst x2 quen) (sub quen lorn) (prop zun porous) (inst x5 zun) (prop zun heavy) (prop kes striped) (prop lorn fibrous) (inst x4 zun) (type zun) (sub kes lorn) (inst x3 kes) (prop pil warm) (type lorn) (type kes) (inst x6 kes) (type quen) (type pil)])], entities: [x2 x3 x4 x5 x6], observations: [(observed x6 fibrous) (observed x4 warm) (observed x5 heavy) (observed x4 heavy) (observed x2 warm) (observed x6 warm) (observed x3 fibrous) (observed x6 striped) (observed x3 striped) (observed x2 hollow) (observed x5 warm) (observed x3 warm) (observed x2 fibrous)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_d type kes, type quen, type zun, lorn weniger pil, type pil, type lorn, x6 ist kes, x2 ist quen, quen ist hohler, zun weniger pil, kes ist gestreifter, kes weniger lorn, zun ist schwerer, quen weniger lorn, lorn ist fibrous, pil ist warmer, x5 ist zun, x4 ist zun und x3 ist kes
  - opt_a x2 ist quen, type pil, quen ist hohler, lorn weniger pil, pil ist gestreifter, type kes, x6 ist kes, x4 ist zun, type lorn, kes weniger lorn, zun weniger pil, quen weniger lorn, type quen, pil ist warmer, type zun, zun ist schwerer, x5 ist zun, lorn ist fibrous und x3 ist kes
  - opt_b pil ist warmer, x5 ist zun, kes weniger lorn, x2 ist quen, type lorn, kes ist gestreifter, type pil, x6 ist kes, lorn ist fibrous, lorn weniger pil, type kes, quen ist hohler, x4 ist zun, x3 ist kes, zun ist schwerer, type zun, type quen, quen weniger pil und zun weniger pil
  - opt_c lorn weniger pil, zun weniger pil, quen ist hohler, x2 ist quen, quen weniger lorn, zun ist poröser, x5 ist zun, zun ist schwerer, kes ist gestreifter, lorn ist fibrous, x4 ist zun, type zun, kes weniger lorn, x3 ist kes, pil ist warmer, type lorn, type kes, x6 ist kes, type quen und type pil
Die Entitäten sind:
  - x2
  - x3
  - x4
  - x5
  - x6
Beobachtungen:
  - x6 beobachten fibrous
  - x4 beobachten warme
  - x5 beobachten schwere
  - x4 beobachten schwere
  - x2 beobachten warme
  - x6 beobachten warme
  - x3 beobachten fibrous
  - x6 beobachten gestreifte
  - x3 beobachten gestreifte
  - x2 beobachten hohle
  - x5 beobachten warme
  - x3 beobachten warme
  - x2 beobachten fibrous
Was beständig Ontologie?

Кандѝда̄т:
  - opt_d ти̑п kes, ти̑п quen, ти̑п zun, lorn minus pil, ти̑п pil, ти̑п lorn, x6 би̏ти kes, x2 би̏ти quen, quen би̏ти hollow, zun minus pil, kes би̏ти striped, kes minus lorn, zun би̏ти те́жак, quen minus lorn, lorn би̏ти fibrous, pil би̏ти то̏пао, x5 би̏ти zun, x4 би̏ти zun и x3 би̏ти kes
  - opt_a x2 би̏ти quen, ти̑п pil, quen би̏ти hollow, lorn minus pil, pil би̏ти striped, ти̑п kes, x6 би̏ти kes, x4 би̏ти zun, ти̑п lorn, kes minus lorn, zun minus pil, quen minus lorn, ти̑п quen, pil би̏ти то̏пао, ти̑п zun, zun би̏ти те́жак, x5 би̏ти zun, lorn би̏ти fibrous и x3 би̏ти kes
  - opt_b pil би̏ти то̏пао, x5 би̏ти zun, kes minus lorn, x2 би̏ти quen, ти̑п lorn, kes би̏ти striped, ти̑п pil, x6 би̏ти kes, lorn би̏ти fibrous, lorn minus pil, ти̑п kes, quen би̏ти hollow, x4 би̏ти zun, x3 би̏ти kes, zun би̏ти те́жак, ти̑п zun, ти̑п quen, quen minus pil и zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen би̏ти hollow, x2 би̏ти quen, quen minus lorn, zun би̏ти porous, x5 би̏ти zun, zun би̏ти те́жак, kes би̏ти striped, lorn би̏ти fibrous, x4 би̏ти zun, ти̑п zun, kes minus lorn, x3 би̏ти kes, pil би̏ти то̏пао, ти̑п lorn, ти̑п kes, x6 би̏ти kes, ти̑п quen и ти̑п pil
Ентѝте̄т:
  - x2
  - x3
  - x4
  - x5
  - x6
Опа́жа̄ње:
  - x6 прома́трати fibrous
  - x4 прома́трати то̏пао
  - x5 прома́трати те́жак
  - x4 прома́трати те́жак
  - x2 прома́трати то̏пао
  - x6 прома́трати то̏пао
  - x3 прома́трати fibrous
  - x6 прома́трати striped
  - x3 прома́трати striped
  - x2 прома́трати hollow
  - x5 прома́трати то̏пао
  - x3 прома́трати то̏пао
  - x2 прома́трати fibrous
Consistent ontològija kakav?

Ehdokkaat:
  - opt_d luokka kes, luokka quen, luokka zun, lorn miinus pil, luokka pil, luokka lorn, x6 on kes, x2 on quen, quen on ontto, zun miinus pil, kes on raidallinen, kes miinus lorn, zun on painava, quen miinus lorn, lorn on runsaskuituinen, pil on lämmin, x5 on zun, x4 on zun ja x3 on kes
  - opt_a x2 on quen, luokka pil, quen on ontto, lorn miinus pil, pil on raidallinen, luokka kes, x6 on kes, x4 on zun, luokka lorn, kes miinus lorn, zun miinus pil, quen miinus lorn, luokka quen, pil on lämmin, luokka zun, zun on painava, x5 on zun, lorn on runsaskuituinen ja x3 on kes
  - opt_b pil on lämmin, x5 on zun, kes miinus lorn, x2 on quen, luokka lorn, kes on raidallinen, luokka pil, x6 on kes, lorn on runsaskuituinen, lorn miinus pil, luokka kes, quen on ontto, x4 on zun, x3 on kes, zun on painava, luokka zun, luokka quen, quen miinus pil ja zun miinus pil
  - opt_c lorn miinus pil, zun miinus pil, quen on ontto, x2 on quen, quen miinus lorn, zun on huokoinen, x5 on zun, zun on painava, kes on raidallinen, lorn on runsaskuituinen, x4 on zun, luokka zun, kes miinus lorn, x3 on kes, pil on lämmin, luokka lorn, luokka kes, x6 on kes, luokka quen ja luokka pil
Olennot:
  - x2
  - x3
  - x4
  - x5
  - x6
Havainnoinnit:
  - x6 havainnoida runsaskuituinen
  - x4 havainnoida lämmin
  - x5 havainnoida painava
  - x4 havainnoida painava
  - x2 havainnoida lämmin
  - x6 havainnoida lämmin
  - x3 havainnoida runsaskuituinen
  - x6 havainnoida raidallinen
  - x3 havainnoida raidallinen
  - x2 havainnoida ontto
  - x5 havainnoida lämmin
  - x3 havainnoida lämmin
  - x2 havainnoida runsaskuituinen
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项D：类型：凯斯、类型：昆恩、类型：尊恩、洛恩减皮尔、类型：皮尔、类型：洛恩、x6是凯斯、x2是昆恩、昆恩是空心的、尊恩减皮尔、凯斯是条纹的、凯斯减洛恩、尊恩是重的、昆恩减洛恩、洛恩是纤维状的、皮尔是温暖的、x5是尊恩、x4是尊恩和x3是凯斯
  - 选项A：x2是昆恩、类型：皮尔、昆恩是空心的、洛恩减皮尔、皮尔是条纹的、类型：凯斯、x6是凯斯、x4是尊恩、类型：洛恩、凯斯减洛恩、尊恩减皮尔、昆恩减洛恩、类型：昆恩、皮尔是温暖的、类型：尊恩、尊恩是重的、x5是尊恩、洛恩是纤维状的和x3是凯斯
  - 选项B：皮尔是温暖的、x5是尊恩、凯斯减洛恩、x2是昆恩、类型：洛恩、凯斯是条纹的、类型：皮尔、x6是凯斯、洛恩是纤维状的、洛恩减皮尔、类型：凯斯、昆恩是空心的、x4是尊恩、x3是凯斯、尊恩是重的、类型：尊恩、类型：昆恩、昆恩减皮尔和尊恩减皮尔
  - 选项C：洛恩减皮尔、尊恩减皮尔、昆恩是空心的、x2是昆恩、昆恩减洛恩、尊恩是多孔的、x5是尊恩、尊恩是重的、凯斯是条纹的、洛恩是纤维状的、x4是尊恩、类型：尊恩、凯斯减洛恩、x3是凯斯、皮尔是温暖的、类型：洛恩、类型：凯斯、x6是凯斯、类型：昆恩和类型：皮尔
实体如下：
  - x2
  - x3
  - x4
  - x5
  - x6
观察如下：
  - x6观察到纤维状的
  - x4观察到温暖的
  - x5观察到重
  - x4观察到重
  - x2观察到温暖的
  - x6观察到温暖的
  - x3观察到纤维状的
  - x6观察到条纹的
  - x3观察到条纹的
  - x2观察到空心的
  - x5观察到温暖的
  - x3观察到温暖的
  - x2观察到纤维状的
consistent ontology什么？

候補者:
  - opt_d:種類:kes, 種類:quen, 種類:zun, lornpilminus, 種類:pil, 種類:lorn, x6kesです, x2quenです, quen空っぽです, zunpilminus, kes縞模様のです, keslornminus, zun重いです, quenlornminus, lornfibrousです, pil暖かいです, x5zunです, x4zunですとx3kesです
  - opt_a:x2quenです, 種類:pil, quen空っぽです, lornpilminus, pil縞模様のです, 種類:kes, x6kesです, x4zunです, 種類:lorn, keslornminus, zunpilminus, quenlornminus, 種類:quen, pil暖かいです, 種類:zun, zun重いです, x5zunです, lornfibrousですとx3kesです
  - opt_b:pil暖かいです, x5zunです, keslornminus, x2quenです, 種類:lorn, kes縞模様のです, 種類:pil, x6kesです, lornfibrousです, lornpilminus, 種類:kes, quen空っぽです, x4zunです, x3kesです, zun重いです, 種類:zun, 種類:quen, quenpilminusとzunpilminus
  - opt_c:lornpilminus, zunpilminus, quen空っぽです, x2quenです, quenlornminus, zun多孔質のです, x5zunです, zun重いです, kes縞模様のです, lornfibrousです, x4zunです, 種類:zun, keslornminus, x3kesです, pil暖かいです, 種類:lorn, 種類:kes, x6kesです, 種類:quenと種類:pil
実体:
  - x2
  - x3
  - x4
  - x5
  - x6
観察:
  - x6fibrous観察する
  - x4暖かい観察する
  - x5重い観察する
  - x4重い観察する
  - x2暖かい観察する
  - x6暖かい観察する
  - x3fibrous観察する
  - x6縞模様の観察する
  - x3縞模様の観察する
  - x2空っぽ観察する
  - x5暖かい観察する
  - x3暖かい観察する
  - x2fibrous観察する
consistent存在論何と?

Adaylar:
  - opt_d: tip: kes, tip: quen, tip: zun, lorn pil eksi, tip: pil, tip: lorn, x6 kes, x2 quen, quen içi boş, zun pil eksi, kes çizgili, kes lorn eksi, zun ağır, quen lorn eksi, lorn lifli, pil ılık, x5 zun, x4 zun ve x3 kes
  - opt_a: x2 quen, tip: pil, quen içi boş, lorn pil eksi, pil çizgili, tip: kes, x6 kes, x4 zun, tip: lorn, kes lorn eksi, zun pil eksi, quen lorn eksi, tip: quen, pil ılık, tip: zun, zun ağır, x5 zun, lorn lifli ve x3 kes
  - opt_b: pil ılık, x5 zun, kes lorn eksi, x2 quen, tip: lorn, kes çizgili, tip: pil, x6 kes, lorn lifli, lorn pil eksi, tip: kes, quen içi boş, x4 zun, x3 kes, zun ağır, tip: zun, tip: quen, quen pil eksi ve zun pil eksi
  - opt_c: lorn pil eksi, zun pil eksi, quen içi boş, x2 quen, quen lorn eksi, zun gözenekli, x5 zun, zun ağır, kes çizgili, lorn lifli, x4 zun, tip: zun, kes lorn eksi, x3 kes, pil ılık, tip: lorn, tip: kes, x6 kes, tip: quen ve tip: pil
Varlıklar:
  - x2
  - x3
  - x4
  - x5
  - x6
Gözlemler:
  - x6 lifli gözlemlendi
  - x4 ılık gözlemlendi
  - x5 ağır gözlemlendi
  - x4 ağır gözlemlendi
  - x2 ılık gözlemlendi
  - x6 ılık gözlemlendi
  - x3 lifli gözlemlendi
  - x6 çizgili gözlemlendi
  - x3 çizgili gözlemlendi
  - x2 içi boş gözlemlendi
  - x5 ılık gözlemlendi
  - x3 ılık gözlemlendi
  - x2 lifli gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_d type kes، type quen، type zun، نَاقَص lorn pil، type pil، type lorn، x6 kes، x2 quen، quen أَجْوَف، نَاقَص zun pil، kes مُخَطَّط، نَاقَص kes lorn، zun ثَقِيل، نَاقَص quen lorn، lorn fibrous، pil دَافِئ، x5 zun، x4 zun وَـ x3 kes
  - opt_a x2 quen، type pil، quen أَجْوَف، نَاقَص lorn pil، pil مُخَطَّط، type kes، x6 kes، x4 zun، type lorn، نَاقَص kes lorn، نَاقَص zun pil، نَاقَص quen lorn، type quen، pil دَافِئ، type zun، zun ثَقِيل، x5 zun، lorn fibrous وَـ x3 kes
  - opt_b pil دَافِئ، x5 zun، نَاقَص kes lorn، x2 quen، type lorn، kes مُخَطَّط، type pil، x6 kes، lorn fibrous، نَاقَص lorn pil، type kes، quen أَجْوَف، x4 zun، x3 kes، zun ثَقِيل، type zun، type quen، نَاقَص quen pil وَـ نَاقَص zun pil
  - opt_c نَاقَص lorn pil، نَاقَص zun pil، quen أَجْوَف، x2 quen، نَاقَص quen lorn، zun porous، x5 zun، zun ثَقِيل، kes مُخَطَّط، lorn fibrous، x4 zun، type zun، نَاقَص kes lorn، x3 kes، pil دَافِئ، type lorn، type kes، x6 kes، type quen وَـ type pil
كِيَان:
  - x2
  - x3
  - x4
  - x5
  - x6
رَصْد:
  - لَاحَظَ x6 fibrous
  - لَاحَظَ x4 دَافِئ
  - لَاحَظَ x5 ثَقِيل
  - لَاحَظَ x4 ثَقِيل
  - لَاحَظَ x2 دَافِئ
  - لَاحَظَ x6 دَافِئ
  - لَاحَظَ x3 fibrous
  - لَاحَظَ x6 مُخَطَّط
  - لَاحَظَ x3 مُخَطَّط
  - لَاحَظَ x2 أَجْوَف
  - لَاحَظَ x5 دَافِئ
  - لَاحَظَ x3 دَافِئ
  - لَاحَظَ x2 fibrous
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_d type kes, type quen, type zun, lorn pil minus, type pil, type lorn, x6 kes ყოფნა, x2 quen ყოფნა, quen ცარიელი ყოფნა, zun pil minus, kes striped ყოფნა, kes lorn minus, zun მძიმე ყოფნა, quen lorn minus, lorn fibrous ყოფნა, pil თბილი ყოფნა, x5 zun ყოფნა, x4 zun ყოფნა და x3 kes ყოფნა
  - opt_a x2 quen ყოფნა, type pil, quen ცარიელი ყოფნა, lorn pil minus, pil striped ყოფნა, type kes, x6 kes ყოფნა, x4 zun ყოფნა, type lorn, kes lorn minus, zun pil minus, quen lorn minus, type quen, pil თბილი ყოფნა, type zun, zun მძიმე ყოფნა, x5 zun ყოფნა, lorn fibrous ყოფნა და x3 kes ყოფნა
  - opt_b pil თბილი ყოფნა, x5 zun ყოფნა, kes lorn minus, x2 quen ყოფნა, type lorn, kes striped ყოფნა, type pil, x6 kes ყოფნა, lorn fibrous ყოფნა, lorn pil minus, type kes, quen ცარიელი ყოფნა, x4 zun ყოფნა, x3 kes ყოფნა, zun მძიმე ყოფნა, type zun, type quen, quen pil minus და zun pil minus
  - opt_c lorn pil minus, zun pil minus, quen ცარიელი ყოფნა, x2 quen ყოფნა, quen lorn minus, zun porous ყოფნა, x5 zun ყოფნა, zun მძიმე ყოფნა, kes striped ყოფნა, lorn fibrous ყოფნა, x4 zun ყოფნა, type zun, kes lorn minus, x3 kes ყოფნა, pil თბილი ყოფნა, type lorn, type kes, x6 kes ყოფნა, type quen და type pil
Არსებები:
  - x2
  - x3
  - x4
  - x5
  - x6
Დაკვირვება:
  - x6 fibrous აკვირდება
  - x4 თბილი აკვირდება
  - x5 მძიმე აკვირდება
  - x4 მძიმე აკვირდება
  - x2 თბილი აკვირდება
  - x6 თბილი აკვირდება
  - x3 fibrous აკვირდება
  - x6 striped აკვირდება
  - x3 striped აკვირდება
  - x2 ცარიელი აკვირდება
  - x5 თბილი აკვირდება
  - x3 თბილი აკვირდება
  - x2 fibrous აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_d pato kes, pato quen, pato zun, minus lorn pil, pato pil, pato lorn, x6 kes, x2 quen, quen kaiwaka, minus zun pil, kes tāwakawaka, minus kes lorn, zun makerewhatu, minus quen lorn, lorn akaaka, pil mahana, x5 zun, x4 zun me x3 kes
  - opt_a x2 quen, pato pil, quen kaiwaka, minus lorn pil, pil tāwakawaka, pato kes, x6 kes, x4 zun, pato lorn, minus kes lorn, minus zun pil, minus quen lorn, pato quen, pil mahana, pato zun, zun makerewhatu, x5 zun, lorn akaaka me x3 kes
  - opt_b pil mahana, x5 zun, minus kes lorn, x2 quen, pato lorn, kes tāwakawaka, pato pil, x6 kes, lorn akaaka, minus lorn pil, pato kes, quen kaiwaka, x4 zun, x3 kes, zun makerewhatu, pato zun, pato quen, minus quen pil me minus zun pil
  - opt_c minus lorn pil, minus zun pil, quen kaiwaka, x2 quen, minus quen lorn, zun pōareare, x5 zun, zun makerewhatu, kes tāwakawaka, lorn akaaka, x4 zun, pato zun, minus kes lorn, x3 kes, pil mahana, pato lorn, pato kes, x6 kes, pato quen me pato pil
Hinonga:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - observe x6 akaaka
  - observe x4 mahana
  - observe x5 makerewhatu
  - observe x4 makerewhatu
  - observe x2 mahana
  - observe x6 mahana
  - observe x3 akaaka
  - observe x6 tāwakawaka
  - observe x3 tāwakawaka
  - observe x2 kaiwaka
  - observe x5 mahana
  - observe x3 mahana
  - observe x2 akaaka
Consistent ontology unutai?

Candidates:
  - opt_d loại kes, loại quen, loại zun, lorn trừ pil, loại pil, loại lorn, x6 là kes, x2 là quen, quen là rỗng, zun trừ pil, kes là striped, kes trừ lorn, zun là nặng, quen trừ lorn, lorn là fibrous, pil là warm, x5 là zun, x4 là zun và x3 là kes
  - opt_a x2 là quen, loại pil, quen là rỗng, lorn trừ pil, pil là striped, loại kes, x6 là kes, x4 là zun, loại lorn, kes trừ lorn, zun trừ pil, quen trừ lorn, loại quen, pil là warm, loại zun, zun là nặng, x5 là zun, lorn là fibrous và x3 là kes
  - opt_b pil là warm, x5 là zun, kes trừ lorn, x2 là quen, loại lorn, kes là striped, loại pil, x6 là kes, lorn là fibrous, lorn trừ pil, loại kes, quen là rỗng, x4 là zun, x3 là kes, zun là nặng, loại zun, loại quen, quen trừ pil và zun trừ pil
  - opt_c lorn trừ pil, zun trừ pil, quen là rỗng, x2 là quen, quen trừ lorn, zun là porous, x5 là zun, zun là nặng, kes là striped, lorn là fibrous, x4 là zun, loại zun, kes trừ lorn, x3 là kes, pil là warm, loại lorn, loại kes, x6 là kes, loại quen và loại pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 quan sát fibrous
  - x4 quan sát warm
  - x5 quan sát nặng
  - x4 quan sát nặng
  - x2 quan sát warm
  - x6 quan sát warm
  - x3 quan sát fibrous
  - x6 quan sát striped
  - x3 quan sát striped
  - x2 quan sát rỗng
  - x5 quan sát warm
  - x3 quan sát warm
  - x2 quan sát fibrous
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_d:ประเภท:kes, ประเภท:quen, ประเภท:zun, lornminuspil, ประเภท:pil, ประเภท:lorn, x6ถูกkes, x2ถูกquen, quenถูกกลวง, zunminuspil, kesถูกstriped, kesminuslorn, zunถูกหนัก, quenminuslorn, lornถูกfibrous, pilถูกอุ่น, x5ถูกzun, x4ถูกzunและx3ถูกkes
  - opt_a:x2ถูกquen, ประเภท:pil, quenถูกกลวง, lornminuspil, pilถูกstriped, ประเภท:kes, x6ถูกkes, x4ถูกzun, ประเภท:lorn, kesminuslorn, zunminuspil, quenminuslorn, ประเภท:quen, pilถูกอุ่น, ประเภท:zun, zunถูกหนัก, x5ถูกzun, lornถูกfibrousและx3ถูกkes
  - opt_b:pilถูกอุ่น, x5ถูกzun, kesminuslorn, x2ถูกquen, ประเภท:lorn, kesถูกstriped, ประเภท:pil, x6ถูกkes, lornถูกfibrous, lornminuspil, ประเภท:kes, quenถูกกลวง, x4ถูกzun, x3ถูกkes, zunถูกหนัก, ประเภท:zun, ประเภท:quen, quenminuspilและzunminuspil
  - opt_c:lornminuspil, zunminuspil, quenถูกกลวง, x2ถูกquen, quenminuslorn, zunถูกporous, x5ถูกzun, zunถูกหนัก, kesถูกstriped, lornถูกfibrous, x4ถูกzun, ประเภท:zun, kesminuslorn, x3ถูกkes, pilถูกอุ่น, ประเภท:lorn, ประเภท:kes, x6ถูกkes, ประเภท:quenและประเภท:pil
entities:
  - x2
  - x3
  - x4
  - x5
  - x6
การสังเกต:
  - x6สังเกตfibrous
  - x4สังเกตอุ่น
  - x5สังเกตหนัก
  - x4สังเกตหนัก
  - x2สังเกตอุ่น
  - x6สังเกตอุ่น
  - x3สังเกตfibrous
  - x6สังเกตstriped
  - x3สังเกตstriped
  - x2สังเกตกลวง
  - x5สังเกตอุ่น
  - x3สังเกตอุ่น
  - x2สังเกตfibrous
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_d type kes, type quen, type zun, lorn pil கழித்தல், type pil, type lorn, x6 kes, x2 quen, quen hollow, zun pil கழித்தல், kes striped, kes lorn கழித்தல், zun heavy, quen lorn கழித்தல், lorn fibrous, pil இதமாக, x5 zun, x4 zun மற்றும் x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn pil கழித்தல், pil striped, type kes, x6 kes, x4 zun, type lorn, kes lorn கழித்தல், zun pil கழித்தல், quen lorn கழித்தல், type quen, pil இதமாக, type zun, zun heavy, x5 zun, lorn fibrous மற்றும் x3 kes
  - opt_b pil இதமாக, x5 zun, kes lorn கழித்தல், x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn pil கழித்தல், type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen pil கழித்தல் மற்றும் zun pil கழித்தல்
  - opt_c lorn pil கழித்தல், zun pil கழித்தல், quen hollow, x2 quen, quen lorn கழித்தல், zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes lorn கழித்தல், x3 kes, pil இதமாக, type lorn, type kes, x6 kes, type quen மற்றும் type pil
entities:
  - x2
  - x3
  - x4
  - x5
  - x6
observations:
  - x6 fibrous observe
  - x4 இதமாக observe
  - x5 heavy observe
  - x4 heavy observe
  - x2 இதமாக observe
  - x6 இதமாக observe
  - x3 fibrous observe
  - x6 striped observe
  - x3 striped observe
  - x2 hollow observe
  - x5 இதமாக observe
  - x3 இதமாக observe
  - x2 fibrous observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_d: type: kes, type: quen, type: zun, lorn minus pil, type: pil, type: lorn, x6 ni kes, x2 ni quen, quen ni hollow, zun minus pil, kes ni striped, kes minus lorn, zun ni zito, quen minus lorn, lorn ni fibrous, pil ni vuguvugu, x5 ni zun, x4 ni zun na x3 ni kes
  - opt_a: x2 ni quen, type: pil, quen ni hollow, lorn minus pil, pil ni striped, type: kes, x6 ni kes, x4 ni zun, type: lorn, kes minus lorn, zun minus pil, quen minus lorn, type: quen, pil ni vuguvugu, type: zun, zun ni zito, x5 ni zun, lorn ni fibrous na x3 ni kes
  - opt_b: pil ni vuguvugu, x5 ni zun, kes minus lorn, x2 ni quen, type: lorn, kes ni striped, type: pil, x6 ni kes, lorn ni fibrous, lorn minus pil, type: kes, quen ni hollow, x4 ni zun, x3 ni kes, zun ni zito, type: zun, type: quen, quen minus pil na zun minus pil
  - opt_c: lorn minus pil, zun minus pil, quen ni hollow, x2 ni quen, quen minus lorn, zun ni porous, x5 ni zun, zun ni zito, kes ni striped, lorn ni fibrous, x4 ni zun, type: zun, kes minus lorn, x3 ni kes, pil ni vuguvugu, type: lorn, type: kes, x6 ni kes, type: quen na type: pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Uchunguzi:
  - x6 observe fibrous
  - x4 observe vuguvugu
  - x5 observe zito
  - x4 observe zito
  - x2 observe vuguvugu
  - x6 observe vuguvugu
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe vuguvugu
  - x3 observe vuguvugu
  - x2 observe fibrous
Consistent ontology nini?

Candidates:
  - opt_d type kes, type quen, type zun, lorn pil minus, type pil, type lorn, x6 kes átʼé, x2 quen átʼé, quen hollow átʼé, zun pil minus, kes striped átʼé, kes lorn minus, zun nisdaaz átʼé, quen lorn minus, lorn fibrous átʼé, pil warm átʼé, x5 zun átʼé, x4 zun átʼé dóó x3 kes átʼé
  - opt_a x2 quen átʼé, type pil, quen hollow átʼé, lorn pil minus, pil striped átʼé, type kes, x6 kes átʼé, x4 zun átʼé, type lorn, kes lorn minus, zun pil minus, quen lorn minus, type quen, pil warm átʼé, type zun, zun nisdaaz átʼé, x5 zun átʼé, lorn fibrous átʼé dóó x3 kes átʼé
  - opt_b pil warm átʼé, x5 zun átʼé, kes lorn minus, x2 quen átʼé, type lorn, kes striped átʼé, type pil, x6 kes átʼé, lorn fibrous átʼé, lorn pil minus, type kes, quen hollow átʼé, x4 zun átʼé, x3 kes átʼé, zun nisdaaz átʼé, type zun, type quen, quen pil minus dóó zun pil minus
  - opt_c lorn pil minus, zun pil minus, quen hollow átʼé, x2 quen átʼé, quen lorn minus, zun porous átʼé, x5 zun átʼé, zun nisdaaz átʼé, kes striped átʼé, lorn fibrous átʼé, x4 zun átʼé, type zun, kes lorn minus, x3 kes átʼé, pil warm átʼé, type lorn, type kes, x6 kes átʼé, type quen dóó type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 fibrous observe
  - x4 warm observe
  - x5 nisdaaz observe
  - x4 nisdaaz observe
  - x2 warm observe
  - x6 warm observe
  - x3 fibrous observe
  - x6 striped observe
  - x3 striped observe
  - x2 hollow observe
  - x5 warm observe
  - x3 warm observe
  - x2 fibrous observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_d type kes, type quen, type zun, lorn pil minus, type pil, type lorn, x6 kes a, x2 quen a, quen hollow a, zun pil minus, kes striped a, kes lorn minus, zun heavy a, quen lorn minus, lorn fibrous a, pil warm a, x5 zun a, x4 zun a aamma x3 kes a
  - opt_a x2 quen a, type pil, quen hollow a, lorn pil minus, pil striped a, type kes, x6 kes a, x4 zun a, type lorn, kes lorn minus, zun pil minus, quen lorn minus, type quen, pil warm a, type zun, zun heavy a, x5 zun a, lorn fibrous a aamma x3 kes a
  - opt_b pil warm a, x5 zun a, kes lorn minus, x2 quen a, type lorn, kes striped a, type pil, x6 kes a, lorn fibrous a, lorn pil minus, type kes, quen hollow a, x4 zun a, x3 kes a, zun heavy a, type zun, type quen, quen pil minus aamma zun pil minus
  - opt_c lorn pil minus, zun pil minus, quen hollow a, x2 quen a, quen lorn minus, zun porous a, x5 zun a, zun heavy a, kes striped a, lorn fibrous a, x4 zun a, type zun, kes lorn minus, x3 kes a, pil warm a, type lorn, type kes, x6 kes a, type quen aamma type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 fibrous observe
  - x4 warm observe
  - x5 heavy observe
  - x4 heavy observe
  - x2 warm observe
  - x6 warm observe
  - x3 fibrous observe
  - x6 striped observe
  - x3 striped observe
  - x2 hollow observe
  - x5 warm observe
  - x3 warm observe
  - x2 fibrous observe
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun heavy, quen minus lorn, lorn fibrous, pil warm, x5 zun, x4 zun na x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous na x3 kes
  - opt_b pil warm, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen minus pil na zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen na type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology what?

Candidates:
  - opt_d sësàphitehike kes, sësàphitehike quen, sësàphitehike zun, lorn minus pil, sësàphitehike pil, sësàphitehike lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes mamalsi, kes minus lorn, zun heavy, quen minus lorn, lorn fibrous, pil warm, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, sësàphitehike pil, quen hollow, lorn minus pil, pil mamalsi, sësàphitehike kes, x6 kes, x4 zun, sësàphitehike lorn, kes minus lorn, zun minus pil, quen minus lorn, sësàphitehike quen, pil warm, sësàphitehike zun, zun heavy, x5 zun, lorn fibrous x3 kes
  - opt_b pil warm, x5 zun, kes minus lorn, x2 quen, sësàphitehike lorn, kes mamalsi, sësàphitehike pil, x6 kes, lorn fibrous, lorn minus pil, sësàphitehike kes, quen hollow, x4 zun, x3 kes, zun heavy, sësàphitehike zun, sësàphitehike quen, quen minus pil zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun heavy, kes mamalsi, lorn fibrous, x4 zun, sësàphitehike zun, kes minus lorn, x3 kes, pil warm, sësàphitehike lorn, sësàphitehike kes, x6 kes, sësàphitehike quen sësàphitehike pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe mamalsi
  - x3 observe mamalsi
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology kwèch?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 хила kes, x2 хила quen, quen хила hollow, zun minus pil, kes хила striped, kes minus lorn, zun хила деза, quen minus lorn, lorn хила fibrous, pil хила мела, x5 хила zun, x4 хила zun а x3 хила kes
  - opt_a x2 хила quen, type pil, quen хила hollow, lorn minus pil, pil хила striped, type kes, x6 хила kes, x4 хила zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil хила мела, type zun, zun хила деза, x5 хила zun, lorn хила fibrous а x3 хила kes
  - opt_b pil хила мела, x5 хила zun, kes minus lorn, x2 хила quen, type lorn, kes хила striped, type pil, x6 хила kes, lorn хила fibrous, lorn minus pil, type kes, quen хила hollow, x4 хила zun, x3 хила kes, zun хила деза, type zun, type quen, quen minus pil а zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen хила hollow, x2 хила quen, quen minus lorn, zun хила porous, x5 хила zun, zun хила деза, kes хила striped, lorn хила fibrous, x4 хила zun, type zun, kes minus lorn, x3 хила kes, pil хила мела, type lorn, type kes, x6 хила kes, type quen а type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe мела
  - x5 observe деза
  - x4 observe деза
  - x2 observe мела
  - x6 observe мела
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe мела
  - x3 observe мела
  - x2 observe fibrous
Consistent ontology фу?

후보자:
  - opt_d 유형 kes, 유형 quen, 유형 zun, lorn pil 빼기, 유형 pil, 유형 lorn, x6 kes, x2 quen, quen hollow, zun pil 빼기, kes striped, kes lorn 빼기, zun 무겁다, quen lorn 빼기, lorn fibrous, pil 따뜻하다, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, 유형 pil, quen hollow, lorn pil 빼기, pil striped, 유형 kes, x6 kes, x4 zun, 유형 lorn, kes lorn 빼기, zun pil 빼기, quen lorn 빼기, 유형 quen, pil 따뜻하다, 유형 zun, zun 무겁다, x5 zun, lorn fibrous x3 kes
  - opt_b pil 따뜻하다, x5 zun, kes lorn 빼기, x2 quen, 유형 lorn, kes striped, 유형 pil, x6 kes, lorn fibrous, lorn pil 빼기, 유형 kes, quen hollow, x4 zun, x3 kes, zun 무겁다, 유형 zun, 유형 quen, quen pil 빼기 zun pil 빼기
  - opt_c lorn pil 빼기, zun pil 빼기, quen hollow, x2 quen, quen lorn 빼기, zun porous, x5 zun, zun 무겁다, kes striped, lorn fibrous, x4 zun, 유형 zun, kes lorn 빼기, x3 kes, pil 따뜻하다, 유형 lorn, 유형 kes, x6 kes, 유형 quen 유형 pil
실재:
  - x2
  - x3
  - x4
  - x5
  - x6
관찰:
  - x6 fibrous 관찰하다
  - x4 따뜻하다 관찰하다
  - x5 무겁다 관찰하다
  - x4 무겁다 관찰하다
  - x2 따뜻하다 관찰하다
  - x6 따뜻하다 관찰하다
  - x3 fibrous 관찰하다
  - x6 striped 관찰하다
  - x3 striped 관찰하다
  - x2 hollow 관찰하다
  - x5 따뜻하다 관찰하다
  - x3 따뜻하다 관찰하다
  - x2 fibrous 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_d mota kes, mota quen, mota zun, lorn pil ken, mota pil, mota lorn, x6 kes dago, x2 quen dago, quen hollow dago, zun pil ken, kes striped dago, kes lorn ken, zun astun dago, quen lorn ken, lorn fibrous dago, pil warm dago, x5 zun dago, x4 zun dago eta x3 kes dago
  - opt_a x2 quen dago, mota pil, quen hollow dago, lorn pil ken, pil striped dago, mota kes, x6 kes dago, x4 zun dago, mota lorn, kes lorn ken, zun pil ken, quen lorn ken, mota quen, pil warm dago, mota zun, zun astun dago, x5 zun dago, lorn fibrous dago eta x3 kes dago
  - opt_b pil warm dago, x5 zun dago, kes lorn ken, x2 quen dago, mota lorn, kes striped dago, mota pil, x6 kes dago, lorn fibrous dago, lorn pil ken, mota kes, quen hollow dago, x4 zun dago, x3 kes dago, zun astun dago, mota zun, mota quen, quen pil ken eta zun pil ken
  - opt_c lorn pil ken, zun pil ken, quen hollow dago, x2 quen dago, quen lorn ken, zun porous dago, x5 zun dago, zun astun dago, kes striped dago, lorn fibrous dago, x4 zun dago, mota zun, kes lorn ken, x3 kes dago, pil warm dago, mota lorn, mota kes, x6 kes dago, mota quen eta mota pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 fibrous observe
  - x4 warm observe
  - x5 astun observe
  - x4 astun observe
  - x2 warm observe
  - x6 warm observe
  - x3 fibrous observe
  - x6 striped observe
  - x3 striped observe
  - x2 hollow observe
  - x5 warm observe
  - x3 warm observe
  - x2 fibrous observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun ᎦᎨᏓ, quen minus lorn, lorn fibrous, pil warm, x5 zun, x4 zun ᎠᎴ x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil warm, type zun, zun ᎦᎨᏓ, x5 zun, lorn fibrous ᎠᎴ x3 kes
  - opt_b pil warm, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun ᎦᎨᏓ, type zun, type quen, quen minus pil ᎠᎴ zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun ᎦᎨᏓ, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen ᎠᎴ type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe ᎦᎨᏓ
  - x4 observe ᎦᎨᏓ
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
What consistent ontology?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 tiyay kes, x2 tiyay quen, quen tiyay hollow, zun minus pil, kes tiyay striped, kes minus lorn, zun tiyay llasaq, quen minus lorn, lorn tiyay fibrous, pil tiyay q’uñi, x5 tiyay zun, x4 tiyay zun x3 tiyay kes
  - opt_a x2 tiyay quen, type pil, quen tiyay hollow, lorn minus pil, pil tiyay striped, type kes, x6 tiyay kes, x4 tiyay zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil tiyay q’uñi, type zun, zun tiyay llasaq, x5 tiyay zun, lorn tiyay fibrous x3 tiyay kes
  - opt_b pil tiyay q’uñi, x5 tiyay zun, kes minus lorn, x2 tiyay quen, type lorn, kes tiyay striped, type pil, x6 tiyay kes, lorn tiyay fibrous, lorn minus pil, type kes, quen tiyay hollow, x4 tiyay zun, x3 tiyay kes, zun tiyay llasaq, type zun, type quen, quen minus pil zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen tiyay hollow, x2 tiyay quen, quen minus lorn, zun tiyay porous, x5 tiyay zun, zun tiyay llasaq, kes tiyay striped, lorn tiyay fibrous, x4 tiyay zun, type zun, kes minus lorn, x3 tiyay kes, pil tiyay q’uñi, type lorn, type kes, x6 tiyay kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 qhaway fibrous
  - x4 qhaway q’uñi
  - x5 qhaway llasaq
  - x4 qhaway llasaq
  - x2 qhaway q’uñi
  - x6 qhaway q’uñi
  - x3 qhaway fibrous
  - x6 qhaway striped
  - x3 qhaway striped
  - x2 qhaway hollow
  - x5 qhaway q’uñi
  - x3 qhaway q’uñi
  - x2 qhaway fibrous
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn pil minus, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun pil minus, kes striped, kes lorn minus, zun heavy, quen lorn minus, lorn fibrous, pil warm, x5 zun, x4 zun ыкӏи x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn pil minus, pil striped, type kes, x6 kes, x4 zun, type lorn, kes lorn minus, zun pil minus, quen lorn minus, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous ыкӏи x3 kes
  - opt_b pil warm, x5 zun, kes lorn minus, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn pil minus, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen pil minus ыкӏи zun pil minus
  - opt_c lorn pil minus, zun pil minus, quen hollow, x2 quen, quen lorn minus, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes lorn minus, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen ыкӏи type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 fibrous observe
  - x4 warm observe
  - x5 heavy observe
  - x4 heavy observe
  - x2 warm observe
  - x6 warm observe
  - x3 fibrous observe
  - x6 striped observe
  - x3 striped observe
  - x2 hollow observe
  - x5 warm observe
  - x3 warm observe
  - x2 fibrous observe
Consistent ontology сыд?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun nyhav, quen minus lorn, lorn fibrous, pil kub, x5 zun, x4 zun thiab x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil kub, type zun, zun nyhav, x5 zun, lorn fibrous thiab x3 kes
  - opt_b pil kub, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun nyhav, type zun, type quen, quen minus pil thiab zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun nyhav, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil kub, type lorn, type kes, x6 kes, type quen thiab type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe kub
  - x5 observe nyhav
  - x4 observe nyhav
  - x2 observe kub
  - x6 observe kub
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe kub
  - x3 observe kub
  - x2 observe fibrous
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun heavy, quen minus lorn, lorn fibrous, pil warm, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous x3 kes
  - opt_b pil warm, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen minus pil zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology ining-jak?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun heavy, quen minus lorn, lorn fibrous, pil warm, x5 zun, x4 zun micha' x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous micha' x3 kes
  - opt_b pil warm, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen minus pil micha' zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen micha' type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology nanta?

Candidates:
  - opt_d type kes, type quen, type zun, lorn pil minus, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun pil minus, kes striped, kes lorn minus, zun heavy, quen lorn minus, lorn fibrous, pil warm, x5 zun, x4 zun カ x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn pil minus, pil striped, type kes, x6 kes, x4 zun, type lorn, kes lorn minus, zun pil minus, quen lorn minus, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous カ x3 kes
  - opt_b pil warm, x5 zun, kes lorn minus, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn pil minus, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen pil minus カ zun pil minus
  - opt_c lorn pil minus, zun pil minus, quen hollow, x2 quen, quen lorn minus, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes lorn minus, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen カ type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 fibrous observe
  - x4 warm observe
  - x5 heavy observe
  - x4 heavy observe
  - x2 warm observe
  - x6 warm observe
  - x3 fibrous observe
  - x6 striped observe
  - x3 striped observe
  - x2 hollow observe
  - x5 warm observe
  - x3 warm observe
  - x2 fibrous observe
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun heavy, quen minus lorn, lorn fibrous, pil warm, x5 zun, x4 zun ынкъам x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous ынкъам x3 kes
  - opt_b pil warm, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen minus pil ынкъам zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen ынкъам type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 yan kes, x2 yan quen, quen yan hollow, zun minus pil, kes yan striped, kes minus lorn, zun yan aal, quen minus lorn, lorn yan fibrous, pil yan warm, x5 yan zun, x4 yan zun yéetel x3 yan kes
  - opt_a x2 yan quen, type pil, quen yan hollow, lorn minus pil, pil yan striped, type kes, x6 yan kes, x4 yan zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil yan warm, type zun, zun yan aal, x5 yan zun, lorn yan fibrous yéetel x3 yan kes
  - opt_b pil yan warm, x5 yan zun, kes minus lorn, x2 yan quen, type lorn, kes yan striped, type pil, x6 yan kes, lorn yan fibrous, lorn minus pil, type kes, quen yan hollow, x4 yan zun, x3 yan kes, zun yan aal, type zun, type quen, quen minus pil yéetel zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen yan hollow, x2 yan quen, quen minus lorn, zun yan porous, x5 yan zun, zun yan aal, kes yan striped, lorn yan fibrous, x4 yan zun, type zun, kes minus lorn, x3 yan kes, pil yan warm, type lorn, type kes, x6 yan kes, type quen yéetel type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe aal
  - x4 observe aal
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun heavy, quen minus lorn, lorn fibrous, pil warm, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous x3 kes
  - opt_b pil warm, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen minus pil zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology híli?

Candidates:
  - opt_d type kes, type quen, type zun, lorn pil minus, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun pil minus, kes striped, kes lorn minus, zun heavy, quen lorn minus, lorn fibrous, pil warm, x5 zun, x4 zun na x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn pil minus, pil striped, type kes, x6 kes, x4 zun, type lorn, kes lorn minus, zun pil minus, quen lorn minus, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous na x3 kes
  - opt_b pil warm, x5 zun, kes lorn minus, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn pil minus, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen pil minus na zun pil minus
  - opt_c lorn pil minus, zun pil minus, quen hollow, x2 quen, quen lorn minus, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes lorn minus, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen na type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 fibrous observe
  - x4 warm observe
  - x5 heavy observe
  - x4 heavy observe
  - x2 warm observe
  - x6 warm observe
  - x3 fibrous observe
  - x6 striped observe
  - x3 striped observe
  - x2 hollow observe
  - x5 warm observe
  - x3 warm observe
  - x2 fibrous observe
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun heavy, quen minus lorn, lorn fibrous, pil aku, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil aku, type zun, zun heavy, x5 zun, lorn fibrous x3 kes
  - opt_b pil aku, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen minus pil zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil aku, type lorn, type kes, x6 kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe aku
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe aku
  - x6 observe aku
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe aku
  - x3 observe aku
  - x2 observe fibrous
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn pil minus, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun pil minus, kes striped, kes lorn minus, zun heavy, quen lorn minus, lorn fibrous, pil warm, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn pil minus, pil striped, type kes, x6 kes, x4 zun, type lorn, kes lorn minus, zun pil minus, quen lorn minus, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous x3 kes
  - opt_b pil warm, x5 zun, kes lorn minus, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn pil minus, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen pil minus zun pil minus
  - opt_c lorn pil minus, zun pil minus, quen hollow, x2 quen, quen lorn minus, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes lorn minus, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 fibrous observe
  - x4 warm observe
  - x5 heavy observe
  - x4 heavy observe
  - x2 warm observe
  - x6 warm observe
  - x3 fibrous observe
  - x6 striped observe
  - x3 striped observe
  - x2 hollow observe
  - x5 warm observe
  - x3 warm observe
  - x2 fibrous observe
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 ǀîi kes, x2 ǀîi quen, quen ǀîi hollow, zun minus pil, kes ǀîi striped, kes minus lorn, zun ǀîi heavy, quen minus lorn, lorn ǀîi fibrous, pil ǀîi ǁqhàã, x5 ǀîi zun, x4 ǀîi zun ǂʻá x3 ǀîi kes
  - opt_a x2 ǀîi quen, type pil, quen ǀîi hollow, lorn minus pil, pil ǀîi striped, type kes, x6 ǀîi kes, x4 ǀîi zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil ǀîi ǁqhàã, type zun, zun ǀîi heavy, x5 ǀîi zun, lorn ǀîi fibrous ǂʻá x3 ǀîi kes
  - opt_b pil ǀîi ǁqhàã, x5 ǀîi zun, kes minus lorn, x2 ǀîi quen, type lorn, kes ǀîi striped, type pil, x6 ǀîi kes, lorn ǀîi fibrous, lorn minus pil, type kes, quen ǀîi hollow, x4 ǀîi zun, x3 ǀîi kes, zun ǀîi heavy, type zun, type quen, quen minus pil ǂʻá zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen ǀîi hollow, x2 ǀîi quen, quen minus lorn, zun ǀîi porous, x5 ǀîi zun, zun ǀîi heavy, kes ǀîi striped, lorn ǀîi fibrous, x4 ǀîi zun, type zun, kes minus lorn, x3 ǀîi kes, pil ǀîi ǁqhàã, type lorn, type kes, x6 ǀîi kes, type quen ǂʻá type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe ǁqhàã
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe ǁqhàã
  - x6 observe ǁqhàã
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe ǁqhàã
  - x3 observe ǁqhàã
  - x2 observe fibrous
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn pil minus, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun pil minus, kes striped, kes lorn minus, zun heavy, quen lorn minus, lorn fibrous, pil warm, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn pil minus, pil striped, type kes, x6 kes, x4 zun, type lorn, kes lorn minus, zun pil minus, quen lorn minus, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous x3 kes
  - opt_b pil warm, x5 zun, kes lorn minus, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn pil minus, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen pil minus zun pil minus
  - opt_c lorn pil minus, zun pil minus, quen hollow, x2 quen, quen lorn minus, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes lorn minus, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 fibrous observe
  - x4 warm observe
  - x5 heavy observe
  - x4 heavy observe
  - x2 warm observe
  - x6 warm observe
  - x3 fibrous observe
  - x6 striped observe
  - x3 striped observe
  - x2 hollow observe
  - x5 warm observe
  - x3 warm observe
  - x2 fibrous observe
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun heavy, quen minus lorn, lorn fibrous, pil warm, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous x3 kes
  - opt_b pil warm, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen minus pil zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn pil minus, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun pil minus, kes striped, kes lorn minus, zun heavy, quen lorn minus, lorn fibrous, pil warm, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn pil minus, pil striped, type kes, x6 kes, x4 zun, type lorn, kes lorn minus, zun pil minus, quen lorn minus, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous x3 kes
  - opt_b pil warm, x5 zun, kes lorn minus, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn pil minus, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen pil minus zun pil minus
  - opt_c lorn pil minus, zun pil minus, quen hollow, x2 quen, quen lorn minus, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes lorn minus, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 fibrous observe
  - x4 warm observe
  - x5 heavy observe
  - x4 heavy observe
  - x2 warm observe
  - x6 warm observe
  - x3 fibrous observe
  - x6 striped observe
  - x3 striped observe
  - x2 hollow observe
  - x5 warm observe
  - x3 warm observe
  - x2 fibrous observe
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun heavy, quen minus lorn, lorn fibrous, pil warm, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous x3 kes
  - opt_b pil warm, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen minus pil zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 nemi kes, x2 nemi quen, quen nemi hollow, zun minus pil, kes nemi striped, kes minus lorn, zun nemi heavy, quen minus lorn, lorn nemi fibrous, pil nemi warm, x5 nemi zun, x4 nemi zun x3 nemi kes
  - opt_a x2 nemi quen, type pil, quen nemi hollow, lorn minus pil, pil nemi striped, type kes, x6 nemi kes, x4 nemi zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil nemi warm, type zun, zun nemi heavy, x5 nemi zun, lorn nemi fibrous x3 nemi kes
  - opt_b pil nemi warm, x5 nemi zun, kes minus lorn, x2 nemi quen, type lorn, kes nemi striped, type pil, x6 nemi kes, lorn nemi fibrous, lorn minus pil, type kes, quen nemi hollow, x4 nemi zun, x3 nemi kes, zun nemi heavy, type zun, type quen, quen minus pil zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen nemi hollow, x2 nemi quen, quen minus lorn, zun nemi porous, x5 nemi zun, zun nemi heavy, kes nemi striped, lorn nemi fibrous, x4 nemi zun, type zun, kes minus lorn, x3 nemi kes, pil nemi warm, type lorn, type kes, x6 nemi kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology tay?

Les candidats sont:
  - opt_d type kes, type quen, type zun, lorn moins pil, type pil, type lorn, x6 est kes, x2 est quen, quen est vide, zun moins pil, kes est rayé, kes moins lorn, zun est lourd, quen moins lorn, lorn est fibreux, pil est chaud, x5 est zun, x4 est zun et x3 est kes
  - opt_a x2 est quen, type pil, quen est vide, lorn moins pil, pil est rayé, type kes, x6 est kes, x4 est zun, type lorn, kes moins lorn, zun moins pil, quen moins lorn, type quen, pil est chaud, type zun, zun est lourd, x5 est zun, lorn est fibreux et x3 est kes
  - opt_b pil est chaud, x5 est zun, kes moins lorn, x2 est quen, type lorn, kes est rayé, type pil, x6 est kes, lorn est fibreux, lorn moins pil, type kes, quen est vide, x4 est zun, x3 est kes, zun est lourd, type zun, type quen, quen moins pil et zun moins pil
  - opt_c lorn moins pil, zun moins pil, quen est vide, x2 est quen, quen moins lorn, zun est poreux, x5 est zun, zun est lourd, kes est rayé, lorn est fibreux, x4 est zun, type zun, kes moins lorn, x3 est kes, pil est chaud, type lorn, type kes, x6 est kes, type quen et type pil
Les entités sont:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations :
  - x6 observer fibreux
  - x4 observer chaud
  - x5 observer lourd
  - x4 observer lourd
  - x2 observer chaud
  - x6 observer chaud
  - x3 observer fibreux
  - x6 observer rayé
  - x3 observer rayé
  - x2 observer vide
  - x5 observer chaud
  - x3 observer chaud
  - x2 observer fibreux
Quoi constant ontologie ?

Kandidato:
  - opt_d tipo kes, tipo quen, tipo zun, lorn minus pil, tipo pil, tipo lorn, x6 egali kes, x2 egali quen, quen egali kava, zun minus pil, kes egali striita, kes minus lorn, zun egali peza, quen minus lorn, lorn egali fibrous, pil egali varma, x5 egali zun, x4 egali zun kaj x3 egali kes
  - opt_a x2 egali quen, tipo pil, quen egali kava, lorn minus pil, pil egali striita, tipo kes, x6 egali kes, x4 egali zun, tipo lorn, kes minus lorn, zun minus pil, quen minus lorn, tipo quen, pil egali varma, tipo zun, zun egali peza, x5 egali zun, lorn egali fibrous kaj x3 egali kes
  - opt_b pil egali varma, x5 egali zun, kes minus lorn, x2 egali quen, tipo lorn, kes egali striita, tipo pil, x6 egali kes, lorn egali fibrous, lorn minus pil, tipo kes, quen egali kava, x4 egali zun, x3 egali kes, zun egali peza, tipo zun, tipo quen, quen minus pil kaj zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen egali kava, x2 egali quen, quen minus lorn, zun egali pora, x5 egali zun, zun egali peza, kes egali striita, lorn egali fibrous, x4 egali zun, tipo zun, kes minus lorn, x3 egali kes, pil egali varma, tipo lorn, tipo kes, x6 egali kes, tipo quen kaj tipo pil
Ento:
  - x2
  - x3
  - x4
  - x5
  - x6
Observo:
  - x6 observi fibrous
  - x4 observi varma
  - x5 observi peza
  - x4 observi peza
  - x2 observi varma
  - x6 observi varma
  - x3 observi fibrous
  - x6 observi striita
  - x3 observi striita
  - x2 observi kava
  - x5 observi varma
  - x3 observi varma
  - x2 observi fibrous
Konsekvenca ontology kio?

Indulók:
  - opt_d típus kes, típus quen, típus zun, lorn mínusz pil, típus pil, típus lorn, x6 kes, x2 quen, quen odú, zun mínusz pil, kes csíkos, kes mínusz lorn, zun nehéz, quen mínusz lorn, lorn fibrous, pil meleg, x5 zun, x4 zun és x3 kes
  - opt_a x2 quen, típus pil, quen odú, lorn mínusz pil, pil csíkos, típus kes, x6 kes, x4 zun, típus lorn, kes mínusz lorn, zun mínusz pil, quen mínusz lorn, típus quen, pil meleg, típus zun, zun nehéz, x5 zun, lorn fibrous és x3 kes
  - opt_b pil meleg, x5 zun, kes mínusz lorn, x2 quen, típus lorn, kes csíkos, típus pil, x6 kes, lorn fibrous, lorn mínusz pil, típus kes, quen odú, x4 zun, x3 kes, zun nehéz, típus zun, típus quen, quen mínusz pil és zun mínusz pil
  - opt_c lorn mínusz pil, zun mínusz pil, quen odú, x2 quen, quen mínusz lorn, zun porous, x5 zun, zun nehéz, kes csíkos, lorn fibrous, x4 zun, típus zun, kes mínusz lorn, x3 kes, pil meleg, típus lorn, típus kes, x6 kes, típus quen és típus pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Megfigyelések:
  - x6 észlel fibrous
  - x4 észlel meleget
  - x5 észlel nehezet
  - x4 észlel nehezet
  - x2 észlel meleget
  - x6 észlel meleget
  - x3 észlel fibrous
  - x6 észlel csíkosat
  - x3 észlel csíkosat
  - x2 észlel odú
  - x5 észlel meleget
  - x3 észlel meleget
  - x2 észlel fibrous
Következetes ontológia melyik?

候選人:
  - opt_d:款:kes, 款:quen, 款:zun, lorn減pil, 款:pil, 款:lorn, x6是kes, x2是quen, quen是hollow, zun減pil, kes是striped, kes減lorn, zun是重, quen減lorn, lorn是fibrous, pil是暖, x5是zun, x4是zun及x3是kes
  - opt_a:x2是quen, 款:pil, quen是hollow, lorn減pil, pil是striped, 款:kes, x6是kes, x4是zun, 款:lorn, kes減lorn, zun減pil, quen減lorn, 款:quen, pil是暖, 款:zun, zun是重, x5是zun, lorn是fibrous及x3是kes
  - opt_b:pil是暖, x5是zun, kes減lorn, x2是quen, 款:lorn, kes是striped, 款:pil, x6是kes, lorn是fibrous, lorn減pil, 款:kes, quen是hollow, x4是zun, x3是kes, zun是重, 款:zun, 款:quen, quen減pil及zun減pil
  - opt_c:lorn減pil, zun減pil, quen是hollow, x2是quen, quen減lorn, zun是porous, x5是zun, zun是重, kes是striped, lorn是fibrous, x4是zun, 款:zun, kes減lorn, x3是kes, pil是暖, 款:lorn, 款:kes, x6是kes, 款:quen及款:pil
entities:
  - x2
  - x3
  - x4
  - x5
  - x6
observations:
  - x6observefibrous
  - x4observe暖
  - x5observe重
  - x4observe重
  - x2observe暖
  - x6observe暖
  - x3observefibrous
  - x6observestriped
  - x3observestriped
  - x2observehollow
  - x5observe暖
  - x3observe暖
  - x2observefibrous
consistent ontology乜嘢?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 有ん kes, x2 有ん quen, quen 有ん hollow, zun minus pil, kes 有ん striped, kes minus lorn, zun 有ん heavy, quen minus lorn, lorn 有ん fibrous, pil 有ん warm, x5 有ん zun, x4 有ん zun とぅ x3 有ん kes
  - opt_a x2 有ん quen, type pil, quen 有ん hollow, lorn minus pil, pil 有ん striped, type kes, x6 有ん kes, x4 有ん zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil 有ん warm, type zun, zun 有ん heavy, x5 有ん zun, lorn 有ん fibrous とぅ x3 有ん kes
  - opt_b pil 有ん warm, x5 有ん zun, kes minus lorn, x2 有ん quen, type lorn, kes 有ん striped, type pil, x6 有ん kes, lorn 有ん fibrous, lorn minus pil, type kes, quen 有ん hollow, x4 有ん zun, x3 有ん kes, zun 有ん heavy, type zun, type quen, quen minus pil とぅ zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen 有ん hollow, x2 有ん quen, quen minus lorn, zun 有ん porous, x5 有ん zun, zun 有ん heavy, kes 有ん striped, lorn 有ん fibrous, x4 有ん zun, type zun, kes minus lorn, x3 有ん kes, pil 有ん warm, type lorn, type kes, x6 有ん kes, type quen とぅ type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology what?

Үміткер:
  - opt_d тип kes, тип quen, тип zun, lorn minus pil, тип pil, тип lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun ауыр, quen minus lorn, lorn fibrous, pil жылы, x5 zun, x4 zun және x3 kes
  - opt_a x2 quen, тип pil, quen hollow, lorn minus pil, pil striped, тип kes, x6 kes, x4 zun, тип lorn, kes minus lorn, zun minus pil, quen minus lorn, тип quen, pil жылы, тип zun, zun ауыр, x5 zun, lorn fibrous және x3 kes
  - opt_b pil жылы, x5 zun, kes minus lorn, x2 quen, тип lorn, kes striped, тип pil, x6 kes, lorn fibrous, lorn minus pil, тип kes, quen hollow, x4 zun, x3 kes, zun ауыр, тип zun, тип quen, quen minus pil және zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun ауыр, kes striped, lorn fibrous, x4 zun, тип zun, kes minus lorn, x3 kes, pil жылы, тип lorn, тип kes, x6 kes, тип quen және тип pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Бақылау:
  - x6 observe fibrous
  - x4 observe жылы
  - x5 observe ауыр
  - x4 observe ауыр
  - x2 observe жылы
  - x6 observe жылы
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe жылы
  - x3 observe жылы
  - x2 observe fibrous
Consistent онтология не?

מועמדת:
  - opt_d type kes, type quen, type zun, lorn פחות pil, type pil, type lorn, x6 הוּא kes, x2 הוּא quen, quen הוּא חָלוּל, zun פחות pil, kes הוּא striped, kes פחות lorn, zun הוּא כָּבֵד, quen פחות lorn, lorn הוּא fibrous, pil הוּא חָמִים, x5 הוּא zun, x4 הוּא zun וְ־ x3 הוּא kes
  - opt_a x2 הוּא quen, type pil, quen הוּא חָלוּל, lorn פחות pil, pil הוּא striped, type kes, x6 הוּא kes, x4 הוּא zun, type lorn, kes פחות lorn, zun פחות pil, quen פחות lorn, type quen, pil הוּא חָמִים, type zun, zun הוּא כָּבֵד, x5 הוּא zun, lorn הוּא fibrous וְ־ x3 הוּא kes
  - opt_b pil הוּא חָמִים, x5 הוּא zun, kes פחות lorn, x2 הוּא quen, type lorn, kes הוּא striped, type pil, x6 הוּא kes, lorn הוּא fibrous, lorn פחות pil, type kes, quen הוּא חָלוּל, x4 הוּא zun, x3 הוּא kes, zun הוּא כָּבֵד, type zun, type quen, quen פחות pil וְ־ zun פחות pil
  - opt_c lorn פחות pil, zun פחות pil, quen הוּא חָלוּל, x2 הוּא quen, quen פחות lorn, zun הוּא porous, x5 הוּא zun, zun הוּא כָּבֵד, kes הוּא striped, lorn הוּא fibrous, x4 הוּא zun, type zun, kes פחות lorn, x3 הוּא kes, pil הוּא חָמִים, type lorn, type kes, x6 הוּא kes, type quen וְ־ type pil
יְשׁוּת:
  - x2
  - x3
  - x4
  - x5
  - x6
תַּצְפִּית:
  - x6 observe fibrous
  - x4 observe חָמִים
  - x5 observe כָּבֵד
  - x4 observe כָּבֵד
  - x2 observe חָמִים
  - x6 observe חָמִים
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe חָלוּל
  - x5 observe חָמִים
  - x3 observe חָמִים
  - x2 observe fibrous
איזה עקבי ikví אונטולוגיה?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun heavy, quen minus lorn, lorn fibrous, pil warm, x5 zun, x4 zun დო x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous დო x3 kes
  - opt_b pil warm, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen minus pil დო zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen დო type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology what?

Kandidat:
  - opt_d mengetik kes, mengetik quen, mengetik zun, lorn dikurangi pil, mengetik pil, mengetik lorn, x6 adalah kes, x2 adalah quen, quen adalah hollow, zun dikurangi pil, kes adalah berloreng, kes dikurangi lorn, zun adalah heavy, quen dikurangi lorn, lorn adalah fibrous, pil adalah hangat, x5 adalah zun, x4 adalah zun dan x3 adalah kes
  - opt_a x2 adalah quen, mengetik pil, quen adalah hollow, lorn dikurangi pil, pil adalah berloreng, mengetik kes, x6 adalah kes, x4 adalah zun, mengetik lorn, kes dikurangi lorn, zun dikurangi pil, quen dikurangi lorn, mengetik quen, pil adalah hangat, mengetik zun, zun adalah heavy, x5 adalah zun, lorn adalah fibrous dan x3 adalah kes
  - opt_b pil adalah hangat, x5 adalah zun, kes dikurangi lorn, x2 adalah quen, mengetik lorn, kes adalah berloreng, mengetik pil, x6 adalah kes, lorn adalah fibrous, lorn dikurangi pil, mengetik kes, quen adalah hollow, x4 adalah zun, x3 adalah kes, zun adalah heavy, mengetik zun, mengetik quen, quen dikurangi pil dan zun dikurangi pil
  - opt_c lorn dikurangi pil, zun dikurangi pil, quen adalah hollow, x2 adalah quen, quen dikurangi lorn, zun adalah porus, x5 adalah zun, zun adalah heavy, kes adalah berloreng, lorn adalah fibrous, x4 adalah zun, mengetik zun, kes dikurangi lorn, x3 adalah kes, pil adalah hangat, mengetik lorn, mengetik kes, x6 adalah kes, mengetik quen dan mengetik pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe hangat
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe hangat
  - x6 observe hangat
  - x3 observe fibrous
  - x6 observe berloreng
  - x3 observe berloreng
  - x2 observe hollow
  - x5 observe hangat
  - x3 observe hangat
  - x2 observe fibrous
Panggah ontologi apa?

បេក្ខជន:
  - opt_d:type:kes, type:quen, type:zun, lornminuspil, type:pil, type:lorn, x6ត្រូវបានkes, x2ត្រូវបានquen, quenត្រូវបានhollow, zunminuspil, kesត្រូវបានstriped, kesminuslorn, zunត្រូវបានធ្ងន់, quenminuslorn, lornត្រូវបានfibrous, pilត្រូវបានក្ដៅ, x5ត្រូវបានzun, x4ត្រូវបានzunនឹងx3ត្រូវបានkes
  - opt_a:x2ត្រូវបានquen, type:pil, quenត្រូវបានhollow, lornminuspil, pilត្រូវបានstriped, type:kes, x6ត្រូវបានkes, x4ត្រូវបានzun, type:lorn, kesminuslorn, zunminuspil, quenminuslorn, type:quen, pilត្រូវបានក្ដៅ, type:zun, zunត្រូវបានធ្ងន់, x5ត្រូវបានzun, lornត្រូវបានfibrousនឹងx3ត្រូវបានkes
  - opt_b:pilត្រូវបានក្ដៅ, x5ត្រូវបានzun, kesminuslorn, x2ត្រូវបានquen, type:lorn, kesត្រូវបានstriped, type:pil, x6ត្រូវបានkes, lornត្រូវបានfibrous, lornminuspil, type:kes, quenត្រូវបានhollow, x4ត្រូវបានzun, x3ត្រូវបានkes, zunត្រូវបានធ្ងន់, type:zun, type:quen, quenminuspilនឹងzunminuspil
  - opt_c:lornminuspil, zunminuspil, quenត្រូវបានhollow, x2ត្រូវបានquen, quenminuslorn, zunត្រូវបានporous, x5ត្រូវបានzun, zunត្រូវបានធ្ងន់, kesត្រូវបានstriped, lornត្រូវបានfibrous, x4ត្រូវបានzun, type:zun, kesminuslorn, x3ត្រូវបានkes, pilត្រូវបានក្ដៅ, type:lorn, type:kes, x6ត្រូវបានkes, type:quenនឹងtype:pil
entities:
  - x2
  - x3
  - x4
  - x5
  - x6
គំនន់:
  - x6observefibrous
  - x4observeក្ដៅ
  - x5observeធ្ងន់
  - x4observeធ្ងន់
  - x2observeក្ដៅ
  - x6observeក្ដៅ
  - x3observefibrous
  - x6observestriped
  - x3observestriped
  - x2observehollow
  - x5observeក្ដៅ
  - x3observeក្ដៅ
  - x2observefibrous
consistent ontologyអី?

ຜູ້ສະໝັກ:
  - opt_d:type:kes, type:quen, type:zun, lornminuspil, type:pil, type:lorn, x6ຢູ່kes, x2ຢູ່quen, quenຢູ່hollow, zunminuspil, kesຢູ່striped, kesminuslorn, zunຢູ່ຫນັກ, quenminuslorn, lornຢູ່fibrous, pilຢູ່ອຸ່ນ, x5ຢູ່zun, x4ຢູ່zunແລະx3ຢູ່kes
  - opt_a:x2ຢູ່quen, type:pil, quenຢູ່hollow, lornminuspil, pilຢູ່striped, type:kes, x6ຢູ່kes, x4ຢູ່zun, type:lorn, kesminuslorn, zunminuspil, quenminuslorn, type:quen, pilຢູ່ອຸ່ນ, type:zun, zunຢູ່ຫນັກ, x5ຢູ່zun, lornຢູ່fibrousແລະx3ຢູ່kes
  - opt_b:pilຢູ່ອຸ່ນ, x5ຢູ່zun, kesminuslorn, x2ຢູ່quen, type:lorn, kesຢູ່striped, type:pil, x6ຢູ່kes, lornຢູ່fibrous, lornminuspil, type:kes, quenຢູ່hollow, x4ຢູ່zun, x3ຢູ່kes, zunຢູ່ຫນັກ, type:zun, type:quen, quenminuspilແລະzunminuspil
  - opt_c:lornminuspil, zunminuspil, quenຢູ່hollow, x2ຢູ່quen, quenminuslorn, zunຢູ່porous, x5ຢູ່zun, zunຢູ່ຫນັກ, kesຢູ່striped, lornຢູ່fibrous, x4ຢູ່zun, type:zun, kesminuslorn, x3ຢູ່kes, pilຢູ່ອຸ່ນ, type:lorn, type:kes, x6ຢູ່kes, type:quenແລະtype:pil
entities:
  - x2
  - x3
  - x4
  - x5
  - x6
observations:
  - x6observefibrous
  - x4observeອຸ່ນ
  - x5observeຫນັກ
  - x4observeຫນັກ
  - x2observeອຸ່ນ
  - x6observeອຸ່ນ
  - x3observefibrous
  - x6observestriped
  - x3observestriped
  - x2observehollow
  - x5observeອຸ່ນ
  - x3observeອຸ່ນ
  - x2observefibrous
consistent ontologyຫຍັງ?

candidates:
  - opt_d type kes, type quen, type zun, lorn pil minus, type pil, type lorn, x6 kes ఉండు, x2 quen ఉండు, quen బోలు ఉండు, zun pil minus, kes striped ఉండు, kes lorn minus, zun బరువైన ఉండు, quen lorn minus, lorn fibrous ఉండు, pil వెచ్చని ఉండు, x5 zun ఉండు, x4 zun ఉండు మరియు x3 kes ఉండు
  - opt_a x2 quen ఉండు, type pil, quen బోలు ఉండు, lorn pil minus, pil striped ఉండు, type kes, x6 kes ఉండు, x4 zun ఉండు, type lorn, kes lorn minus, zun pil minus, quen lorn minus, type quen, pil వెచ్చని ఉండు, type zun, zun బరువైన ఉండు, x5 zun ఉండు, lorn fibrous ఉండు మరియు x3 kes ఉండు
  - opt_b pil వెచ్చని ఉండు, x5 zun ఉండు, kes lorn minus, x2 quen ఉండు, type lorn, kes striped ఉండు, type pil, x6 kes ఉండు, lorn fibrous ఉండు, lorn pil minus, type kes, quen బోలు ఉండు, x4 zun ఉండు, x3 kes ఉండు, zun బరువైన ఉండు, type zun, type quen, quen pil minus మరియు zun pil minus
  - opt_c lorn pil minus, zun pil minus, quen బోలు ఉండు, x2 quen ఉండు, quen lorn minus, zun porous ఉండు, x5 zun ఉండు, zun బరువైన ఉండు, kes striped ఉండు, lorn fibrous ఉండు, x4 zun ఉండు, type zun, kes lorn minus, x3 kes ఉండు, pil వెచ్చని ఉండు, type lorn, type kes, x6 kes ఉండు, type quen మరియు type pil
entities:
  - x2
  - x3
  - x4
  - x5
  - x6
పరిశీలన:
  - x6 fibrous పరిశీలించు
  - x4 వెచ్చని పరిశీలించు
  - x5 బరువైన పరిశీలించు
  - x4 బరువైన పరిశీలించు
  - x2 వెచ్చని పరిశీలించు
  - x6 వెచ్చని పరిశీలించు
  - x3 fibrous పరిశీలించు
  - x6 striped పరిశీలించు
  - x3 striped పరిశీలించు
  - x2 బోలు పరిశీలించు
  - x5 వెచ్చని పరిశీలించు
  - x3 వెచ్చని పరిశీలించు
  - x2 fibrous పరిశీలించు
consistent ontology ఏమిటి?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 wà kes, x2 wà quen, quen wà hollow, zun minus pil, kes wà striped, kes minus lorn, zun wà heavy, quen minus lorn, lorn wà fibrous, pil wà warm, x5 wà zun, x4 wà zun x3 wà kes
  - opt_a x2 wà quen, type pil, quen wà hollow, lorn minus pil, pil wà striped, type kes, x6 wà kes, x4 wà zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil wà warm, type zun, zun wà heavy, x5 wà zun, lorn wà fibrous x3 wà kes
  - opt_b pil wà warm, x5 wà zun, kes minus lorn, x2 wà quen, type lorn, kes wà striped, type pil, x6 wà kes, lorn wà fibrous, lorn minus pil, type kes, quen wà hollow, x4 wà zun, x3 wà kes, zun wà heavy, type zun, type quen, quen minus pil zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen wà hollow, x2 wà quen, quen minus lorn, zun wà porous, x5 wà zun, zun wà heavy, kes wà striped, lorn wà fibrous, x4 wà zun, type zun, kes minus lorn, x3 wà kes, pil wà warm, type lorn, type kes, x6 wà kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
What consistent ontology?

Candidates:
  - opt_d type kes, type quen, type zun, lorn pil minus, type pil, type lorn, x6 kes naiágúóli, x2 quen naiágúóli, quen hollow naiágúóli, zun pil minus, kes striped naiágúóli, kes lorn minus, zun heavy naiágúóli, quen lorn minus, lorn fibrous naiágúóli, pil warm naiágúóli, x5 zun naiágúóli, x4 zun naiágúóli x3 kes naiágúóli
  - opt_a x2 quen naiágúóli, type pil, quen hollow naiágúóli, lorn pil minus, pil striped naiágúóli, type kes, x6 kes naiágúóli, x4 zun naiágúóli, type lorn, kes lorn minus, zun pil minus, quen lorn minus, type quen, pil warm naiágúóli, type zun, zun heavy naiágúóli, x5 zun naiágúóli, lorn fibrous naiágúóli x3 kes naiágúóli
  - opt_b pil warm naiágúóli, x5 zun naiágúóli, kes lorn minus, x2 quen naiágúóli, type lorn, kes striped naiágúóli, type pil, x6 kes naiágúóli, lorn fibrous naiágúóli, lorn pil minus, type kes, quen hollow naiágúóli, x4 zun naiágúóli, x3 kes naiágúóli, zun heavy naiágúóli, type zun, type quen, quen pil minus zun pil minus
  - opt_c lorn pil minus, zun pil minus, quen hollow naiágúóli, x2 quen naiágúóli, quen lorn minus, zun porous naiágúóli, x5 zun naiágúóli, zun heavy naiágúóli, kes striped naiágúóli, lorn fibrous naiágúóli, x4 zun naiágúóli, type zun, kes lorn minus, x3 kes naiágúóli, pil warm naiágúóli, type lorn, type kes, x6 kes naiágúóli, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 fibrous observe
  - x4 warm observe
  - x5 heavy observe
  - x4 heavy observe
  - x2 warm observe
  - x6 warm observe
  - x3 fibrous observe
  - x6 striped observe
  - x3 striped observe
  - x2 hollow observe
  - x5 warm observe
  - x3 warm observe
  - x2 fibrous observe
Consistent ontology what?

candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun heavy, quen minus lorn, lorn fibrous, pil warm, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous x3 kes
  - opt_b pil warm, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen minus pil zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen type pil
entities:
  - x2
  - x3
  - x4
  - x5
  - x6
observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun heavy, quen minus lorn, lorn fibrous, pil warm, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous x3 kes
  - opt_b pil warm, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen minus pil zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn minus pil, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun minus pil, kes striped, kes minus lorn, zun heavy, quen minus lorn, lorn fibrous, pil warm, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn minus pil, pil striped, type kes, x6 kes, x4 zun, type lorn, kes minus lorn, zun minus pil, quen minus lorn, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous x3 kes
  - opt_b pil warm, x5 zun, kes minus lorn, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn minus pil, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen minus pil zun minus pil
  - opt_c lorn minus pil, zun minus pil, quen hollow, x2 quen, quen minus lorn, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes minus lorn, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 observe fibrous
  - x4 observe warm
  - x5 observe heavy
  - x4 observe heavy
  - x2 observe warm
  - x6 observe warm
  - x3 observe fibrous
  - x6 observe striped
  - x3 observe striped
  - x2 observe hollow
  - x5 observe warm
  - x3 observe warm
  - x2 observe fibrous
Consistent ontology what?

Candidates:
  - opt_d type kes, type quen, type zun, lorn pil minus, type pil, type lorn, x6 kes, x2 quen, quen hollow, zun pil minus, kes striped, kes lorn minus, zun heavy, quen lorn minus, lorn fibrous, pil warm, x5 zun, x4 zun x3 kes
  - opt_a x2 quen, type pil, quen hollow, lorn pil minus, pil striped, type kes, x6 kes, x4 zun, type lorn, kes lorn minus, zun pil minus, quen lorn minus, type quen, pil warm, type zun, zun heavy, x5 zun, lorn fibrous x3 kes
  - opt_b pil warm, x5 zun, kes lorn minus, x2 quen, type lorn, kes striped, type pil, x6 kes, lorn fibrous, lorn pil minus, type kes, quen hollow, x4 zun, x3 kes, zun heavy, type zun, type quen, quen pil minus zun pil minus
  - opt_c lorn pil minus, zun pil minus, quen hollow, x2 quen, quen lorn minus, zun porous, x5 zun, zun heavy, kes striped, lorn fibrous, x4 zun, type zun, kes lorn minus, x3 kes, pil warm, type lorn, type kes, x6 kes, type quen type pil
Entities:
  - x2
  - x3
  - x4
  - x5
  - x6
Observations:
  - x6 fibrous observe
  - x4 warm observe
  - x5 heavy observe
  - x4 heavy observe
  - x2 warm observe
  - x6 warm observe
  - x3 fibrous observe
  - x6 striped observe
  - x3 striped observe
  - x2 hollow observe
  - x5 warm observe
  - x3 warm observe
  - x2 fibrous observe
Consistent ontology вуч?

The candidates are:
  - opt_a type mor, x4 is kes, x1 is mor, lorn is rigid, x7 is pil, kes minus dov, mor is heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 is kes, dov is porous, type pil, pil is striped, type dov, kes is hollow, mor minus lorn and x8 is mor
  - opt_c type mor, x5 is kes, mor is heavy, dov is porous, dov minus lorn, kes is glossy, mor minus lorn, pil minus dov, pil is striped, type pil, type dov, x4 is kes, kes minus dov, type kes, lorn is rigid, kes is hollow, x8 is mor, x7 is pil, x1 is mor and type lorn
  - opt_b kes minus dov, dov minus lorn, x5 is kes, x1 is mor, type lorn, type mor, kes is hollow, pil is striped, x7 is pil, dov is porous, lorn is rigid, type kes, x4 is kes, type pil, type dov, mor minus lorn, pil minus dov and x8 is mor
  - opt_d x7 is pil, type dov, dov minus lorn, type mor, type lorn, dov is porous, x4 is kes, type kes, x5 is kes, pil minus dov, mor minus dov, mor is heavy, kes minus dov, pil is striped, x1 is mor, type pil, lorn is rigid, x8 is mor and kes is hollow
The entities are:
  - x1
  - x4
  - x5
  - x7
  - x8
The observations are:
  - x5 was observed to be rigid
  - x1 was observed to be rigid
  - x8 was observed to be heavy
  - x4 was observed to be hollow
  - x7 was observed to be rigid
  - x4 was observed to be porous
  - x1 was observed to be heavy
  - x5 was observed to be hollow
  - x7 was observed to be striped
  - x7 was observed to be porous
  - x8 was observed to be rigid
  - x5 was observed to be porous
  - x4 was observed to be rigid
What is the consistent ontology?

Los candidatos son:
  - opción A: el tipo: Mor, x4 es Kes, x1 es Mor, Lorn es rígido, x7 es Pil, Kes menos Dov, Mor es pesado, el tipo: Kes, Pil menos Dov, Dov menos Lorn, el tipo: Lorn, x5 es Kes, Dov es poroso, el tipo: Pil, Pil es rayado, el tipo: Dov, Kes es hueco, Mor menos Lorn y x8 es Mor
  - opción C: el tipo: Mor, x5 es Kes, Mor es pesado, Dov es poroso, Dov menos Lorn, Kes es brillante, Mor menos Lorn, Pil menos Dov, Pil es rayado, el tipo: Pil, el tipo: Dov, x4 es Kes, Kes menos Dov, el tipo: Kes, Lorn es rígido, Kes es hueco, x8 es Mor, x7 es Pil, x1 es Mor y el tipo: Lorn
  - opción B: Kes menos Dov, Dov menos Lorn, x5 es Kes, x1 es Mor, el tipo: Lorn, el tipo: Mor, Kes es hueco, Pil es rayado, x7 es Pil, Dov es poroso, Lorn es rígido, el tipo: Kes, x4 es Kes, el tipo: Pil, el tipo: Dov, Mor menos Lorn, Pil menos Dov y x8 es Mor
  - opción D: x7 es Pil, el tipo: Dov, Dov menos Lorn, el tipo: Mor, el tipo: Lorn, Dov es poroso, x4 es Kes, el tipo: Kes, x5 es Kes, Pil menos Dov, Mor menos Dov, Mor es pesado, Kes menos Dov, Pil es rayado, x1 es Mor, el tipo: Pil, Lorn es rígido, x8 es Mor y Kes es hueco
Las entidades son:
  - x1
  - x4
  - x5
  - x7
  - x8
Las observaciones son:
  - x5 se observó como rígido
  - x1 se observó como rígido
  - x8 se observó como pesado
  - x4 se observó como hueco
  - x7 se observó como rígido
  - x4 se observó como poroso
  - x1 se observó como pesado
  - x5 se observó como hueco
  - x7 se observó como rayado
  - x7 se observó como poroso
  - x8 se observó como rígido
  - x5 se observó como poroso
  - x4 se observó como rígido
¿Qué consistent ontology?

候选项如下：
  - 选项A：类型：莫尔、x4是凯斯、x1是莫尔、洛恩是刚性的、x7是皮尔、凯斯减多夫、莫尔是重的、类型：凯斯、皮尔减多夫、多夫减洛恩、类型：洛恩、x5是凯斯、多夫是多孔的、类型：皮尔、皮尔是条纹的、类型：多夫、凯斯是空心的、莫尔减洛恩和x8是莫尔
  - 选项C：类型：莫尔、x5是凯斯、莫尔是重的、多夫是多孔的、多夫减洛恩、凯斯是有光泽的、莫尔减洛恩、皮尔减多夫、皮尔是条纹的、类型：皮尔、类型：多夫、x4是凯斯、凯斯减多夫、类型：凯斯、洛恩是刚性的、凯斯是空心的、x8是莫尔、x7是皮尔、x1是莫尔和类型：洛恩
  - 选项B：凯斯减多夫、多夫减洛恩、x5是凯斯、x1是莫尔、类型：洛恩、类型：莫尔、凯斯是空心的、皮尔是条纹的、x7是皮尔、多夫是多孔的、洛恩是刚性的、类型：凯斯、x4是凯斯、类型：皮尔、类型：多夫、莫尔减洛恩、皮尔减多夫和x8是莫尔
  - 选项D：x7是皮尔、类型：多夫、多夫减洛恩、类型：莫尔、类型：洛恩、多夫是多孔的、x4是凯斯、类型：凯斯、x5是凯斯、皮尔减多夫、莫尔减多夫、莫尔是重的、凯斯减多夫、皮尔是条纹的、x1是莫尔、类型：皮尔、洛恩是刚性的、x8是莫尔和凯斯是空心的
实体如下：
  - x1
  - x4
  - x5
  - x7
  - x8
观察如下：
  - x5观察到刚性的
  - x1观察到刚性的
  - x8观察到重
  - x4观察到空心的
  - x7观察到刚性的
  - x4观察到多孔的
  - x1观察到重
  - x5观察到空心的
  - x7观察到条纹的
  - x7观察到多孔的
  - x8观察到刚性的
  - x5观察到多孔的
  - x4观察到刚性的
consistent ontology什么？

Adaylar:
  - opt_a: tip: mor, x4 kes, x1 mor, lorn katı, x7 pil, kes dov eksi, mor ağır, tip: kes, pil dov eksi, dov lorn eksi, tip: lorn, x5 kes, dov gözenekli, tip: pil, pil çizgili, tip: dov, kes içi boş, mor lorn eksi ve x8 mor
  - opt_c: tip: mor, x5 kes, mor ağır, dov gözenekli, dov lorn eksi, kes parlak, mor lorn eksi, pil dov eksi, pil çizgili, tip: pil, tip: dov, x4 kes, kes dov eksi, tip: kes, lorn katı, kes içi boş, x8 mor, x7 pil, x1 mor ve tip: lorn
  - opt_b: kes dov eksi, dov lorn eksi, x5 kes, x1 mor, tip: lorn, tip: mor, kes içi boş, pil çizgili, x7 pil, dov gözenekli, lorn katı, tip: kes, x4 kes, tip: pil, tip: dov, mor lorn eksi, pil dov eksi ve x8 mor
  - opt_d: x7 pil, tip: dov, dov lorn eksi, tip: mor, tip: lorn, dov gözenekli, x4 kes, tip: kes, x5 kes, pil dov eksi, mor dov eksi, mor ağır, kes dov eksi, pil çizgili, x1 mor, tip: pil, lorn katı, x8 mor ve kes içi boş
Varlıklar:
  - x1
  - x4
  - x5
  - x7
  - x8
Gözlemler:
  - x5 katı gözlemlendi
  - x1 katı gözlemlendi
  - x8 ağır gözlemlendi
  - x4 içi boş gözlemlendi
  - x7 katı gözlemlendi
  - x4 gözenekli gözlemlendi
  - x1 ağır gözlemlendi
  - x5 içi boş gözlemlendi
  - x7 çizgili gözlemlendi
  - x7 gözenekli gözlemlendi
  - x8 katı gözlemlendi
  - x5 gözenekli gözlemlendi
  - x4 katı gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_a: type: mor, x4 ni kes, x1 ni mor, lorn ni rigid, x7 ni pil, kes minus dov, mor ni zito, type: kes, pil minus dov, dov minus lorn, type: lorn, x5 ni kes, dov ni porous, type: pil, pil ni striped, type: dov, kes ni hollow, mor minus lorn na x8 ni mor
  - opt_c: type: mor, x5 ni kes, mor ni zito, dov ni porous, dov minus lorn, kes ni zuri, mor minus lorn, pil minus dov, pil ni striped, type: pil, type: dov, x4 ni kes, kes minus dov, type: kes, lorn ni rigid, kes ni hollow, x8 ni mor, x7 ni pil, x1 ni mor na type: lorn
  - opt_b: kes minus dov, dov minus lorn, x5 ni kes, x1 ni mor, type: lorn, type: mor, kes ni hollow, pil ni striped, x7 ni pil, dov ni porous, lorn ni rigid, type: kes, x4 ni kes, type: pil, type: dov, mor minus lorn, pil minus dov na x8 ni mor
  - opt_d: x7 ni pil, type: dov, dov minus lorn, type: mor, type: lorn, dov ni porous, x4 ni kes, type: kes, x5 ni kes, pil minus dov, mor minus dov, mor ni zito, kes minus dov, pil ni striped, x1 ni mor, type: pil, lorn ni rigid, x8 ni mor na kes ni hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Uchunguzi:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe zito
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe zito
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology nini?

The candidates are:
  - opt_a type mor, x4 is kes, x1 is mor, lorn is rigid, x7 is pil, kes minus dov, mor is heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 is kes, dov is porous, type pil, pil is striped, type dov, kes is hollow, mor minus lorn and x8 is mor
  - opt_c type mor, x5 is kes, mor is heavy, dov is porous, dov minus lorn, kes is glossy, mor minus lorn, pil minus dov, pil is striped, type pil, type dov, x4 is kes, kes minus dov, type kes, lorn is rigid, kes is hollow, x8 is mor, x7 is pil, x1 is mor and type lorn
  - opt_b kes minus dov, dov minus lorn, x5 is kes, x1 is mor, type lorn, type mor, kes is hollow, pil is striped, x7 is pil, dov is porous, lorn is rigid, type kes, x4 is kes, type pil, type dov, mor minus lorn, pil minus dov and x8 is mor
  - opt_d x7 is pil, type dov, dov minus lorn, type mor, type lorn, dov is porous, x4 is kes, type kes, x5 is kes, pil minus dov, mor minus dov, mor is heavy, kes minus dov, pil is striped, x1 is mor, type pil, lorn is rigid, x8 is mor and kes is hollow
The entities are:
  - x1
  - x4
  - x5
  - x7
  - x8
The observations are:
  - x5 was observed to be rigid
  - x1 was observed to be rigid
  - x8 was observed to be heavy
  - x4 was observed to be hollow
  - x7 was observed to be rigid
  - x4 was observed to be porous
  - x1 was observed to be heavy
  - x5 was observed to be hollow
  - x7 was observed to be striped
  - x7 was observed to be porous
  - x8 was observed to be rigid
  - x5 was observed to be porous
  - x4 was observed to be rigid
What is the consistent ontology?

{candidates: [(candidate opt_a [(type mor) (inst x4 kes) (inst x1 mor) (prop lorn rigid) (inst x7 pil) (sub kes dov) (prop mor heavy) (type kes) (sub pil dov) (sub dov lorn) (type lorn) (inst x5 kes) (prop dov porous) (type pil) (prop pil striped) (type dov) (prop kes hollow) (sub mor lorn) (inst x8 mor)]) (candidate opt_c [(type mor) (inst x5 kes) (prop mor heavy) (prop dov porous) (sub dov lorn) (prop kes glossy) (sub mor lorn) (sub pil dov) (prop pil striped) (type pil) (type dov) (inst x4 kes) (sub kes dov) (type kes) (prop lorn rigid) (prop kes hollow) (inst x8 mor) (inst x7 pil) (inst x1 mor) (type lorn)]) (candidate opt_b [(sub kes dov) (sub dov lorn) (inst x5 kes) (inst x1 mor) (type lorn) (type mor) (prop kes hollow) (prop pil striped) (inst x7 pil) (prop dov porous) (prop lorn rigid) (type kes) (inst x4 kes) (type pil) (type dov) (sub mor lorn) (sub pil dov) (inst x8 mor)]) (candidate opt_d [(inst x7 pil) (type dov) (sub dov lorn) (type mor) (type lorn) (prop dov porous) (inst x4 kes) (type kes) (inst x5 kes) (sub pil dov) (sub mor dov) (prop mor heavy) (sub kes dov) (prop pil striped) (inst x1 mor) (type pil) (prop lorn rigid) (inst x8 mor) (prop kes hollow)])], entities: [x1 x4 x5 x7 x8], observations: [(observed x5 rigid) (observed x1 rigid) (observed x8 heavy) (observed x4 hollow) (observed x7 rigid) (observed x4 porous) (observed x1 heavy) (observed x5 hollow) (observed x7 striped) (observed x7 porous) (observed x8 rigid) (observed x5 porous) (observed x4 rigid)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_a type mor, x4 ist kes, x1 ist mor, lorn ist steifer, x7 ist pil, kes weniger dov, mor ist schwerer, type kes, pil weniger dov, dov weniger lorn, type lorn, x5 ist kes, dov ist poröser, type pil, pil ist gestreifter, type dov, kes ist hohler, mor weniger lorn und x8 ist mor
  - opt_c type mor, x5 ist kes, mor ist schwerer, dov ist poröser, dov weniger lorn, kes ist glänzender, mor weniger lorn, pil weniger dov, pil ist gestreifter, type pil, type dov, x4 ist kes, kes weniger dov, type kes, lorn ist steifer, kes ist hohler, x8 ist mor, x7 ist pil, x1 ist mor und type lorn
  - opt_b kes weniger dov, dov weniger lorn, x5 ist kes, x1 ist mor, type lorn, type mor, kes ist hohler, pil ist gestreifter, x7 ist pil, dov ist poröser, lorn ist steifer, type kes, x4 ist kes, type pil, type dov, mor weniger lorn, pil weniger dov und x8 ist mor
  - opt_d x7 ist pil, type dov, dov weniger lorn, type mor, type lorn, dov ist poröser, x4 ist kes, type kes, x5 ist kes, pil weniger dov, mor weniger dov, mor ist schwerer, kes weniger dov, pil ist gestreifter, x1 ist mor, type pil, lorn ist steifer, x8 ist mor und kes ist hohler
Die Entitäten sind:
  - x1
  - x4
  - x5
  - x7
  - x8
Beobachtungen:
  - x5 beobachten steife
  - x1 beobachten steife
  - x8 beobachten schwere
  - x4 beobachten hohle
  - x7 beobachten steife
  - x4 beobachten poröse
  - x1 beobachten schwere
  - x5 beobachten hohle
  - x7 beobachten gestreifte
  - x7 beobachten poröse
  - x8 beobachten steife
  - x5 beobachten poröse
  - x4 beobachten steife
Was beständig Ontologie?

Кандѝда̄т:
  - opt_a ти̑п mor, x4 би̏ти kes, x1 би̏ти mor, lorn би̏ти rigid, x7 би̏ти pil, kes minus dov, mor би̏ти те́жак, ти̑п kes, pil minus dov, dov minus lorn, ти̑п lorn, x5 би̏ти kes, dov би̏ти porous, ти̑п pil, pil би̏ти striped, ти̑п dov, kes би̏ти hollow, mor minus lorn и x8 би̏ти mor
  - opt_c ти̑п mor, x5 би̏ти kes, mor би̏ти те́жак, dov би̏ти porous, dov minus lorn, kes би̏ти glossy, mor minus lorn, pil minus dov, pil би̏ти striped, ти̑п pil, ти̑п dov, x4 би̏ти kes, kes minus dov, ти̑п kes, lorn би̏ти rigid, kes би̏ти hollow, x8 би̏ти mor, x7 би̏ти pil, x1 би̏ти mor и ти̑п lorn
  - opt_b kes minus dov, dov minus lorn, x5 би̏ти kes, x1 би̏ти mor, ти̑п lorn, ти̑п mor, kes би̏ти hollow, pil би̏ти striped, x7 би̏ти pil, dov би̏ти porous, lorn би̏ти rigid, ти̑п kes, x4 би̏ти kes, ти̑п pil, ти̑п dov, mor minus lorn, pil minus dov и x8 би̏ти mor
  - opt_d x7 би̏ти pil, ти̑п dov, dov minus lorn, ти̑п mor, ти̑п lorn, dov би̏ти porous, x4 би̏ти kes, ти̑п kes, x5 би̏ти kes, pil minus dov, mor minus dov, mor би̏ти те́жак, kes minus dov, pil би̏ти striped, x1 би̏ти mor, ти̑п pil, lorn би̏ти rigid, x8 би̏ти mor и kes би̏ти hollow
Ентѝте̄т:
  - x1
  - x4
  - x5
  - x7
  - x8
Опа́жа̄ње:
  - x5 прома́трати rigid
  - x1 прома́трати rigid
  - x8 прома́трати те́жак
  - x4 прома́трати hollow
  - x7 прома́трати rigid
  - x4 прома́трати porous
  - x1 прома́трати те́жак
  - x5 прома́трати hollow
  - x7 прома́трати striped
  - x7 прома́трати porous
  - x8 прома́трати rigid
  - x5 прома́трати porous
  - x4 прома́трати rigid
Consistent ontològija kakav?

Ehdokkaat:
  - opt_a luokka mor, x4 on kes, x1 on mor, lorn on jäykkä, x7 on pil, kes miinus dov, mor on painava, luokka kes, pil miinus dov, dov miinus lorn, luokka lorn, x5 on kes, dov on huokoinen, luokka pil, pil on raidallinen, luokka dov, kes on ontto, mor miinus lorn ja x8 on mor
  - opt_c luokka mor, x5 on kes, mor on painava, dov on huokoinen, dov miinus lorn, kes on kiiltävä, mor miinus lorn, pil miinus dov, pil on raidallinen, luokka pil, luokka dov, x4 on kes, kes miinus dov, luokka kes, lorn on jäykkä, kes on ontto, x8 on mor, x7 on pil, x1 on mor ja luokka lorn
  - opt_b kes miinus dov, dov miinus lorn, x5 on kes, x1 on mor, luokka lorn, luokka mor, kes on ontto, pil on raidallinen, x7 on pil, dov on huokoinen, lorn on jäykkä, luokka kes, x4 on kes, luokka pil, luokka dov, mor miinus lorn, pil miinus dov ja x8 on mor
  - opt_d x7 on pil, luokka dov, dov miinus lorn, luokka mor, luokka lorn, dov on huokoinen, x4 on kes, luokka kes, x5 on kes, pil miinus dov, mor miinus dov, mor on painava, kes miinus dov, pil on raidallinen, x1 on mor, luokka pil, lorn on jäykkä, x8 on mor ja kes on ontto
Olennot:
  - x1
  - x4
  - x5
  - x7
  - x8
Havainnoinnit:
  - x5 havainnoida jäykkä
  - x1 havainnoida jäykkä
  - x8 havainnoida painava
  - x4 havainnoida ontto
  - x7 havainnoida jäykkä
  - x4 havainnoida huokoinen
  - x1 havainnoida painava
  - x5 havainnoida ontto
  - x7 havainnoida raidallinen
  - x7 havainnoida huokoinen
  - x8 havainnoida jäykkä
  - x5 havainnoida huokoinen
  - x4 havainnoida jäykkä
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项A：类型：莫尔、x4是凯斯、x1是莫尔、洛恩是刚性的、x7是皮尔、凯斯减多夫、莫尔是重的、类型：凯斯、皮尔减多夫、多夫减洛恩、类型：洛恩、x5是凯斯、多夫是多孔的、类型：皮尔、皮尔是条纹的、类型：多夫、凯斯是空心的、莫尔减洛恩和x8是莫尔
  - 选项C：类型：莫尔、x5是凯斯、莫尔是重的、多夫是多孔的、多夫减洛恩、凯斯是有光泽的、莫尔减洛恩、皮尔减多夫、皮尔是条纹的、类型：皮尔、类型：多夫、x4是凯斯、凯斯减多夫、类型：凯斯、洛恩是刚性的、凯斯是空心的、x8是莫尔、x7是皮尔、x1是莫尔和类型：洛恩
  - 选项B：凯斯减多夫、多夫减洛恩、x5是凯斯、x1是莫尔、类型：洛恩、类型：莫尔、凯斯是空心的、皮尔是条纹的、x7是皮尔、多夫是多孔的、洛恩是刚性的、类型：凯斯、x4是凯斯、类型：皮尔、类型：多夫、莫尔减洛恩、皮尔减多夫和x8是莫尔
  - 选项D：x7是皮尔、类型：多夫、多夫减洛恩、类型：莫尔、类型：洛恩、多夫是多孔的、x4是凯斯、类型：凯斯、x5是凯斯、皮尔减多夫、莫尔减多夫、莫尔是重的、凯斯减多夫、皮尔是条纹的、x1是莫尔、类型：皮尔、洛恩是刚性的、x8是莫尔和凯斯是空心的
实体如下：
  - x1
  - x4
  - x5
  - x7
  - x8
观察如下：
  - x5观察到刚性的
  - x1观察到刚性的
  - x8观察到重
  - x4观察到空心的
  - x7观察到刚性的
  - x4观察到多孔的
  - x1观察到重
  - x5观察到空心的
  - x7观察到条纹的
  - x7观察到多孔的
  - x8观察到刚性的
  - x5观察到多孔的
  - x4观察到刚性的
consistent ontology什么？

候補者:
  - opt_a:種類:mor, x4kesです, x1morです, lorn硬いです, x7pilです, kesdovminus, mor重いです, 種類:kes, pildovminus, dovlornminus, 種類:lorn, x5kesです, dov多孔質のです, 種類:pil, pil縞模様のです, 種類:dov, kes空っぽです, morlornminusとx8morです
  - opt_c:種類:mor, x5kesです, mor重いです, dov多孔質のです, dovlornminus, kes艶やかです, morlornminus, pildovminus, pil縞模様のです, 種類:pil, 種類:dov, x4kesです, kesdovminus, 種類:kes, lorn硬いです, kes空っぽです, x8morです, x7pilです, x1morですと種類:lorn
  - opt_b:kesdovminus, dovlornminus, x5kesです, x1morです, 種類:lorn, 種類:mor, kes空っぽです, pil縞模様のです, x7pilです, dov多孔質のです, lorn硬いです, 種類:kes, x4kesです, 種類:pil, 種類:dov, morlornminus, pildovminusとx8morです
  - opt_d:x7pilです, 種類:dov, dovlornminus, 種類:mor, 種類:lorn, dov多孔質のです, x4kesです, 種類:kes, x5kesです, pildovminus, mordovminus, mor重いです, kesdovminus, pil縞模様のです, x1morです, 種類:pil, lorn硬いです, x8morですとkes空っぽです
実体:
  - x1
  - x4
  - x5
  - x7
  - x8
観察:
  - x5硬い観察する
  - x1硬い観察する
  - x8重い観察する
  - x4空っぽ観察する
  - x7硬い観察する
  - x4多孔質の観察する
  - x1重い観察する
  - x5空っぽ観察する
  - x7縞模様の観察する
  - x7多孔質の観察する
  - x8硬い観察する
  - x5多孔質の観察する
  - x4硬い観察する
consistent存在論何と?

Adaylar:
  - opt_a: tip: mor, x4 kes, x1 mor, lorn katı, x7 pil, kes dov eksi, mor ağır, tip: kes, pil dov eksi, dov lorn eksi, tip: lorn, x5 kes, dov gözenekli, tip: pil, pil çizgili, tip: dov, kes içi boş, mor lorn eksi ve x8 mor
  - opt_c: tip: mor, x5 kes, mor ağır, dov gözenekli, dov lorn eksi, kes parlak, mor lorn eksi, pil dov eksi, pil çizgili, tip: pil, tip: dov, x4 kes, kes dov eksi, tip: kes, lorn katı, kes içi boş, x8 mor, x7 pil, x1 mor ve tip: lorn
  - opt_b: kes dov eksi, dov lorn eksi, x5 kes, x1 mor, tip: lorn, tip: mor, kes içi boş, pil çizgili, x7 pil, dov gözenekli, lorn katı, tip: kes, x4 kes, tip: pil, tip: dov, mor lorn eksi, pil dov eksi ve x8 mor
  - opt_d: x7 pil, tip: dov, dov lorn eksi, tip: mor, tip: lorn, dov gözenekli, x4 kes, tip: kes, x5 kes, pil dov eksi, mor dov eksi, mor ağır, kes dov eksi, pil çizgili, x1 mor, tip: pil, lorn katı, x8 mor ve kes içi boş
Varlıklar:
  - x1
  - x4
  - x5
  - x7
  - x8
Gözlemler:
  - x5 katı gözlemlendi
  - x1 katı gözlemlendi
  - x8 ağır gözlemlendi
  - x4 içi boş gözlemlendi
  - x7 katı gözlemlendi
  - x4 gözenekli gözlemlendi
  - x1 ağır gözlemlendi
  - x5 içi boş gözlemlendi
  - x7 çizgili gözlemlendi
  - x7 gözenekli gözlemlendi
  - x8 katı gözlemlendi
  - x5 gözenekli gözlemlendi
  - x4 katı gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_a type mor، x4 kes، x1 mor، lorn rigid، x7 pil، نَاقَص kes dov، mor ثَقِيل، type kes، نَاقَص pil dov، نَاقَص dov lorn، type lorn، x5 kes، dov porous، type pil، pil مُخَطَّط، type dov، kes أَجْوَف، نَاقَص mor lorn وَـ x8 mor
  - opt_c type mor، x5 kes، mor ثَقِيل، dov porous، نَاقَص dov lorn، kes glossy، نَاقَص mor lorn، نَاقَص pil dov، pil مُخَطَّط، type pil، type dov، x4 kes، نَاقَص kes dov، type kes، lorn rigid، kes أَجْوَف، x8 mor، x7 pil، x1 mor وَـ type lorn
  - opt_b نَاقَص kes dov، نَاقَص dov lorn، x5 kes، x1 mor، type lorn، type mor، kes أَجْوَف، pil مُخَطَّط، x7 pil، dov porous، lorn rigid، type kes، x4 kes، type pil، type dov، نَاقَص mor lorn، نَاقَص pil dov وَـ x8 mor
  - opt_d x7 pil، type dov، نَاقَص dov lorn، type mor، type lorn، dov porous، x4 kes، type kes، x5 kes، نَاقَص pil dov، نَاقَص mor dov، mor ثَقِيل، نَاقَص kes dov، pil مُخَطَّط، x1 mor، type pil، lorn rigid، x8 mor وَـ kes أَجْوَف
كِيَان:
  - x1
  - x4
  - x5
  - x7
  - x8
رَصْد:
  - لَاحَظَ x5 rigid
  - لَاحَظَ x1 rigid
  - لَاحَظَ x8 ثَقِيل
  - لَاحَظَ x4 أَجْوَف
  - لَاحَظَ x7 rigid
  - لَاحَظَ x4 porous
  - لَاحَظَ x1 ثَقِيل
  - لَاحَظَ x5 أَجْوَف
  - لَاحَظَ x7 مُخَطَّط
  - لَاحَظَ x7 porous
  - لَاحَظَ x8 rigid
  - لَاحَظَ x5 porous
  - لَاحَظَ x4 rigid
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_a type mor, x4 kes ყოფნა, x1 mor ყოფნა, lorn მაგარი ყოფნა, x7 pil ყოფნა, kes dov minus, mor მძიმე ყოფნა, type kes, pil dov minus, dov lorn minus, type lorn, x5 kes ყოფნა, dov porous ყოფნა, type pil, pil striped ყოფნა, type dov, kes ცარიელი ყოფნა, mor lorn minus და x8 mor ყოფნა
  - opt_c type mor, x5 kes ყოფნა, mor მძიმე ყოფნა, dov porous ყოფნა, dov lorn minus, kes glossy ყოფნა, mor lorn minus, pil dov minus, pil striped ყოფნა, type pil, type dov, x4 kes ყოფნა, kes dov minus, type kes, lorn მაგარი ყოფნა, kes ცარიელი ყოფნა, x8 mor ყოფნა, x7 pil ყოფნა, x1 mor ყოფნა და type lorn
  - opt_b kes dov minus, dov lorn minus, x5 kes ყოფნა, x1 mor ყოფნა, type lorn, type mor, kes ცარიელი ყოფნა, pil striped ყოფნა, x7 pil ყოფნა, dov porous ყოფნა, lorn მაგარი ყოფნა, type kes, x4 kes ყოფნა, type pil, type dov, mor lorn minus, pil dov minus და x8 mor ყოფნა
  - opt_d x7 pil ყოფნა, type dov, dov lorn minus, type mor, type lorn, dov porous ყოფნა, x4 kes ყოფნა, type kes, x5 kes ყოფნა, pil dov minus, mor dov minus, mor მძიმე ყოფნა, kes dov minus, pil striped ყოფნა, x1 mor ყოფნა, type pil, lorn მაგარი ყოფნა, x8 mor ყოფნა და kes ცარიელი ყოფნა
Არსებები:
  - x1
  - x4
  - x5
  - x7
  - x8
Დაკვირვება:
  - x5 მაგარი აკვირდება
  - x1 მაგარი აკვირდება
  - x8 მძიმე აკვირდება
  - x4 ცარიელი აკვირდება
  - x7 მაგარი აკვირდება
  - x4 porous აკვირდება
  - x1 მძიმე აკვირდება
  - x5 ცარიელი აკვირდება
  - x7 striped აკვირდება
  - x7 porous აკვირდება
  - x8 მაგარი აკვირდება
  - x5 porous აკვირდება
  - x4 მაგარი აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_a pato mor, x4 kes, x1 mor, lorn torotika, x7 pil, minus kes dov, mor makerewhatu, pato kes, minus pil dov, minus dov lorn, pato lorn, x5 kes, dov pōareare, pato pil, pil tāwakawaka, pato dov, kes kaiwaka, minus mor lorn me x8 mor
  - opt_c pato mor, x5 kes, mor makerewhatu, dov pōareare, minus dov lorn, kes whakahinuhinu, minus mor lorn, minus pil dov, pil tāwakawaka, pato pil, pato dov, x4 kes, minus kes dov, pato kes, lorn torotika, kes kaiwaka, x8 mor, x7 pil, x1 mor me pato lorn
  - opt_b minus kes dov, minus dov lorn, x5 kes, x1 mor, pato lorn, pato mor, kes kaiwaka, pil tāwakawaka, x7 pil, dov pōareare, lorn torotika, pato kes, x4 kes, pato pil, pato dov, minus mor lorn, minus pil dov me x8 mor
  - opt_d x7 pil, pato dov, minus dov lorn, pato mor, pato lorn, dov pōareare, x4 kes, pato kes, x5 kes, minus pil dov, minus mor dov, mor makerewhatu, minus kes dov, pil tāwakawaka, x1 mor, pato pil, lorn torotika, x8 mor me kes kaiwaka
Hinonga:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - observe x5 torotika
  - observe x1 torotika
  - observe x8 makerewhatu
  - observe x4 kaiwaka
  - observe x7 torotika
  - observe x4 pōareare
  - observe x1 makerewhatu
  - observe x5 kaiwaka
  - observe x7 tāwakawaka
  - observe x7 pōareare
  - observe x8 torotika
  - observe x5 pōareare
  - observe x4 torotika
Consistent ontology unutai?

Candidates:
  - opt_a loại mor, x4 là kes, x1 là mor, lorn là cứng ngắc, x7 là pil, kes trừ dov, mor là nặng, loại kes, pil trừ dov, dov trừ lorn, loại lorn, x5 là kes, dov là porous, loại pil, pil là striped, loại dov, kes là rỗng, mor trừ lorn và x8 là mor
  - opt_c loại mor, x5 là kes, mor là nặng, dov là porous, dov trừ lorn, kes là glossy, mor trừ lorn, pil trừ dov, pil là striped, loại pil, loại dov, x4 là kes, kes trừ dov, loại kes, lorn là cứng ngắc, kes là rỗng, x8 là mor, x7 là pil, x1 là mor và loại lorn
  - opt_b kes trừ dov, dov trừ lorn, x5 là kes, x1 là mor, loại lorn, loại mor, kes là rỗng, pil là striped, x7 là pil, dov là porous, lorn là cứng ngắc, loại kes, x4 là kes, loại pil, loại dov, mor trừ lorn, pil trừ dov và x8 là mor
  - opt_d x7 là pil, loại dov, dov trừ lorn, loại mor, loại lorn, dov là porous, x4 là kes, loại kes, x5 là kes, pil trừ dov, mor trừ dov, mor là nặng, kes trừ dov, pil là striped, x1 là mor, loại pil, lorn là cứng ngắc, x8 là mor và kes là rỗng
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 quan sát cứng ngắc
  - x1 quan sát cứng ngắc
  - x8 quan sát nặng
  - x4 quan sát rỗng
  - x7 quan sát cứng ngắc
  - x4 quan sát porous
  - x1 quan sát nặng
  - x5 quan sát rỗng
  - x7 quan sát striped
  - x7 quan sát porous
  - x8 quan sát cứng ngắc
  - x5 quan sát porous
  - x4 quan sát cứng ngắc
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_a:ประเภท:mor, x4ถูกkes, x1ถูกmor, lornถูกrigid, x7ถูกpil, kesminusdov, morถูกหนัก, ประเภท:kes, pilminusdov, dovminuslorn, ประเภท:lorn, x5ถูกkes, dovถูกporous, ประเภท:pil, pilถูกstriped, ประเภท:dov, kesถูกกลวง, morminuslornและx8ถูกmor
  - opt_c:ประเภท:mor, x5ถูกkes, morถูกหนัก, dovถูกporous, dovminuslorn, kesถูกมัน, morminuslorn, pilminusdov, pilถูกstriped, ประเภท:pil, ประเภท:dov, x4ถูกkes, kesminusdov, ประเภท:kes, lornถูกrigid, kesถูกกลวง, x8ถูกmor, x7ถูกpil, x1ถูกmorและประเภท:lorn
  - opt_b:kesminusdov, dovminuslorn, x5ถูกkes, x1ถูกmor, ประเภท:lorn, ประเภท:mor, kesถูกกลวง, pilถูกstriped, x7ถูกpil, dovถูกporous, lornถูกrigid, ประเภท:kes, x4ถูกkes, ประเภท:pil, ประเภท:dov, morminuslorn, pilminusdovและx8ถูกmor
  - opt_d:x7ถูกpil, ประเภท:dov, dovminuslorn, ประเภท:mor, ประเภท:lorn, dovถูกporous, x4ถูกkes, ประเภท:kes, x5ถูกkes, pilminusdov, morminusdov, morถูกหนัก, kesminusdov, pilถูกstriped, x1ถูกmor, ประเภท:pil, lornถูกrigid, x8ถูกmorและkesถูกกลวง
entities:
  - x1
  - x4
  - x5
  - x7
  - x8
การสังเกต:
  - x5สังเกตrigid
  - x1สังเกตrigid
  - x8สังเกตหนัก
  - x4สังเกตกลวง
  - x7สังเกตrigid
  - x4สังเกตporous
  - x1สังเกตหนัก
  - x5สังเกตกลวง
  - x7สังเกตstriped
  - x7สังเกตporous
  - x8สังเกตrigid
  - x5สังเกตporous
  - x4สังเกตrigid
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes dov கழித்தல், mor heavy, type kes, pil dov கழித்தல், dov lorn கழித்தல், type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor lorn கழித்தல் மற்றும் x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov lorn கழித்தல், kes glossy, mor lorn கழித்தல், pil dov கழித்தல், pil striped, type pil, type dov, x4 kes, kes dov கழித்தல், type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor மற்றும் type lorn
  - opt_b kes dov கழித்தல், dov lorn கழித்தல், x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor lorn கழித்தல், pil dov கழித்தல் மற்றும் x8 mor
  - opt_d x7 pil, type dov, dov lorn கழித்தல், type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil dov கழித்தல், mor dov கழித்தல், mor heavy, kes dov கழித்தல், pil striped, x1 mor, type pil, lorn rigid, x8 mor மற்றும் kes hollow
entities:
  - x1
  - x4
  - x5
  - x7
  - x8
observations:
  - x5 rigid observe
  - x1 rigid observe
  - x8 heavy observe
  - x4 hollow observe
  - x7 rigid observe
  - x4 porous observe
  - x1 heavy observe
  - x5 hollow observe
  - x7 striped observe
  - x7 porous observe
  - x8 rigid observe
  - x5 porous observe
  - x4 rigid observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_a: type: mor, x4 ni kes, x1 ni mor, lorn ni rigid, x7 ni pil, kes minus dov, mor ni zito, type: kes, pil minus dov, dov minus lorn, type: lorn, x5 ni kes, dov ni porous, type: pil, pil ni striped, type: dov, kes ni hollow, mor minus lorn na x8 ni mor
  - opt_c: type: mor, x5 ni kes, mor ni zito, dov ni porous, dov minus lorn, kes ni zuri, mor minus lorn, pil minus dov, pil ni striped, type: pil, type: dov, x4 ni kes, kes minus dov, type: kes, lorn ni rigid, kes ni hollow, x8 ni mor, x7 ni pil, x1 ni mor na type: lorn
  - opt_b: kes minus dov, dov minus lorn, x5 ni kes, x1 ni mor, type: lorn, type: mor, kes ni hollow, pil ni striped, x7 ni pil, dov ni porous, lorn ni rigid, type: kes, x4 ni kes, type: pil, type: dov, mor minus lorn, pil minus dov na x8 ni mor
  - opt_d: x7 ni pil, type: dov, dov minus lorn, type: mor, type: lorn, dov ni porous, x4 ni kes, type: kes, x5 ni kes, pil minus dov, mor minus dov, mor ni zito, kes minus dov, pil ni striped, x1 ni mor, type: pil, lorn ni rigid, x8 ni mor na kes ni hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Uchunguzi:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe zito
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe zito
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology nini?

Candidates:
  - opt_a type mor, x4 kes átʼé, x1 mor átʼé, lorn rigid átʼé, x7 pil átʼé, kes dov minus, mor nisdaaz átʼé, type kes, pil dov minus, dov lorn minus, type lorn, x5 kes átʼé, dov porous átʼé, type pil, pil striped átʼé, type dov, kes hollow átʼé, mor lorn minus dóó x8 mor átʼé
  - opt_c type mor, x5 kes átʼé, mor nisdaaz átʼé, dov porous átʼé, dov lorn minus, kes glossy átʼé, mor lorn minus, pil dov minus, pil striped átʼé, type pil, type dov, x4 kes átʼé, kes dov minus, type kes, lorn rigid átʼé, kes hollow átʼé, x8 mor átʼé, x7 pil átʼé, x1 mor átʼé dóó type lorn
  - opt_b kes dov minus, dov lorn minus, x5 kes átʼé, x1 mor átʼé, type lorn, type mor, kes hollow átʼé, pil striped átʼé, x7 pil átʼé, dov porous átʼé, lorn rigid átʼé, type kes, x4 kes átʼé, type pil, type dov, mor lorn minus, pil dov minus dóó x8 mor átʼé
  - opt_d x7 pil átʼé, type dov, dov lorn minus, type mor, type lorn, dov porous átʼé, x4 kes átʼé, type kes, x5 kes átʼé, pil dov minus, mor dov minus, mor nisdaaz átʼé, kes dov minus, pil striped átʼé, x1 mor átʼé, type pil, lorn rigid átʼé, x8 mor átʼé dóó kes hollow átʼé
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 rigid observe
  - x1 rigid observe
  - x8 nisdaaz observe
  - x4 hollow observe
  - x7 rigid observe
  - x4 porous observe
  - x1 nisdaaz observe
  - x5 hollow observe
  - x7 striped observe
  - x7 porous observe
  - x8 rigid observe
  - x5 porous observe
  - x4 rigid observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_a type mor, x4 kes a, x1 mor a, lorn rigid a, x7 pil a, kes dov minus, mor heavy a, type kes, pil dov minus, dov lorn minus, type lorn, x5 kes a, dov porous a, type pil, pil striped a, type dov, kes hollow a, mor lorn minus aamma x8 mor a
  - opt_c type mor, x5 kes a, mor heavy a, dov porous a, dov lorn minus, kes glossy a, mor lorn minus, pil dov minus, pil striped a, type pil, type dov, x4 kes a, kes dov minus, type kes, lorn rigid a, kes hollow a, x8 mor a, x7 pil a, x1 mor a aamma type lorn
  - opt_b kes dov minus, dov lorn minus, x5 kes a, x1 mor a, type lorn, type mor, kes hollow a, pil striped a, x7 pil a, dov porous a, lorn rigid a, type kes, x4 kes a, type pil, type dov, mor lorn minus, pil dov minus aamma x8 mor a
  - opt_d x7 pil a, type dov, dov lorn minus, type mor, type lorn, dov porous a, x4 kes a, type kes, x5 kes a, pil dov minus, mor dov minus, mor heavy a, kes dov minus, pil striped a, x1 mor a, type pil, lorn rigid a, x8 mor a aamma kes hollow a
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 rigid observe
  - x1 rigid observe
  - x8 heavy observe
  - x4 hollow observe
  - x7 rigid observe
  - x4 porous observe
  - x1 heavy observe
  - x5 hollow observe
  - x7 striped observe
  - x7 porous observe
  - x8 rigid observe
  - x5 porous observe
  - x4 rigid observe
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn na x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor na type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov na x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor heavy, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor na kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology what?

Candidates:
  - opt_a sësàphitehike mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor heavy, sësàphitehike kes, pil minus dov, dov minus lorn, sësàphitehike lorn, x5 kes, dov porous, sësàphitehike pil, pil mamalsi, sësàphitehike dov, kes hollow, mor minus lorn x8 mor
  - opt_c sësàphitehike mor, x5 kes, mor heavy, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil mamalsi, sësàphitehike pil, sësàphitehike dov, x4 kes, kes minus dov, sësàphitehike kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor sësàphitehike lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, sësàphitehike lorn, sësàphitehike mor, kes hollow, pil mamalsi, x7 pil, dov porous, lorn rigid, sësàphitehike kes, x4 kes, sësàphitehike pil, sësàphitehike dov, mor minus lorn, pil minus dov x8 mor
  - opt_d x7 pil, sësàphitehike dov, dov minus lorn, sësàphitehike mor, sësàphitehike lorn, dov porous, x4 kes, sësàphitehike kes, x5 kes, pil minus dov, mor minus dov, mor heavy, kes minus dov, pil mamalsi, x1 mor, sësàphitehike pil, lorn rigid, x8 mor kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe mamalsi
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology kwèch?

Candidates:
  - opt_a type mor, x4 хила kes, x1 хила mor, lorn хила rigid, x7 хила pil, kes minus dov, mor хила деза, type kes, pil minus dov, dov minus lorn, type lorn, x5 хила kes, dov хила porous, type pil, pil хила striped, type dov, kes хила hollow, mor minus lorn а x8 хила mor
  - opt_c type mor, x5 хила kes, mor хила деза, dov хила porous, dov minus lorn, kes хила glossy, mor minus lorn, pil minus dov, pil хила striped, type pil, type dov, x4 хила kes, kes minus dov, type kes, lorn хила rigid, kes хила hollow, x8 хила mor, x7 хила pil, x1 хила mor а type lorn
  - opt_b kes minus dov, dov minus lorn, x5 хила kes, x1 хила mor, type lorn, type mor, kes хила hollow, pil хила striped, x7 хила pil, dov хила porous, lorn хила rigid, type kes, x4 хила kes, type pil, type dov, mor minus lorn, pil minus dov а x8 хила mor
  - opt_d x7 хила pil, type dov, dov minus lorn, type mor, type lorn, dov хила porous, x4 хила kes, type kes, x5 хила kes, pil minus dov, mor minus dov, mor хила деза, kes minus dov, pil хила striped, x1 хила mor, type pil, lorn хила rigid, x8 хила mor а kes хила hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe деза
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe деза
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology фу?

후보자:
  - opt_a 유형 mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes dov 빼기, mor 무겁다, 유형 kes, pil dov 빼기, dov lorn 빼기, 유형 lorn, x5 kes, dov porous, 유형 pil, pil striped, 유형 dov, kes hollow, mor lorn 빼기 x8 mor
  - opt_c 유형 mor, x5 kes, mor 무겁다, dov porous, dov lorn 빼기, kes glossy, mor lorn 빼기, pil dov 빼기, pil striped, 유형 pil, 유형 dov, x4 kes, kes dov 빼기, 유형 kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor 유형 lorn
  - opt_b kes dov 빼기, dov lorn 빼기, x5 kes, x1 mor, 유형 lorn, 유형 mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, 유형 kes, x4 kes, 유형 pil, 유형 dov, mor lorn 빼기, pil dov 빼기 x8 mor
  - opt_d x7 pil, 유형 dov, dov lorn 빼기, 유형 mor, 유형 lorn, dov porous, x4 kes, 유형 kes, x5 kes, pil dov 빼기, mor dov 빼기, mor 무겁다, kes dov 빼기, pil striped, x1 mor, 유형 pil, lorn rigid, x8 mor kes hollow
실재:
  - x1
  - x4
  - x5
  - x7
  - x8
관찰:
  - x5 rigid 관찰하다
  - x1 rigid 관찰하다
  - x8 무겁다 관찰하다
  - x4 hollow 관찰하다
  - x7 rigid 관찰하다
  - x4 porous 관찰하다
  - x1 무겁다 관찰하다
  - x5 hollow 관찰하다
  - x7 striped 관찰하다
  - x7 porous 관찰하다
  - x8 rigid 관찰하다
  - x5 porous 관찰하다
  - x4 rigid 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_a mota mor, x4 kes dago, x1 mor dago, lorn rigid dago, x7 pil dago, kes dov ken, mor astun dago, mota kes, pil dov ken, dov lorn ken, mota lorn, x5 kes dago, dov porous dago, mota pil, pil striped dago, mota dov, kes hollow dago, mor lorn ken eta x8 mor dago
  - opt_c mota mor, x5 kes dago, mor astun dago, dov porous dago, dov lorn ken, kes glossy dago, mor lorn ken, pil dov ken, pil striped dago, mota pil, mota dov, x4 kes dago, kes dov ken, mota kes, lorn rigid dago, kes hollow dago, x8 mor dago, x7 pil dago, x1 mor dago eta mota lorn
  - opt_b kes dov ken, dov lorn ken, x5 kes dago, x1 mor dago, mota lorn, mota mor, kes hollow dago, pil striped dago, x7 pil dago, dov porous dago, lorn rigid dago, mota kes, x4 kes dago, mota pil, mota dov, mor lorn ken, pil dov ken eta x8 mor dago
  - opt_d x7 pil dago, mota dov, dov lorn ken, mota mor, mota lorn, dov porous dago, x4 kes dago, mota kes, x5 kes dago, pil dov ken, mor dov ken, mor astun dago, kes dov ken, pil striped dago, x1 mor dago, mota pil, lorn rigid dago, x8 mor dago eta kes hollow dago
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 rigid observe
  - x1 rigid observe
  - x8 astun observe
  - x4 hollow observe
  - x7 rigid observe
  - x4 porous observe
  - x1 astun observe
  - x5 hollow observe
  - x7 striped observe
  - x7 porous observe
  - x8 rigid observe
  - x5 porous observe
  - x4 rigid observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor ᎦᎨᏓ, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn ᎠᎴ x8 mor
  - opt_c type mor, x5 kes, mor ᎦᎨᏓ, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor ᎠᎴ type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov ᎠᎴ x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor ᎦᎨᏓ, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor ᎠᎴ kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe ᎦᎨᏓ
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe ᎦᎨᏓ
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
What consistent ontology?

Candidates:
  - opt_a type mor, x4 tiyay kes, x1 tiyay mor, lorn tiyay rigid, x7 tiyay pil, kes minus dov, mor tiyay llasaq, type kes, pil minus dov, dov minus lorn, type lorn, x5 tiyay kes, dov tiyay porous, type pil, pil tiyay striped, type dov, kes tiyay hollow, mor minus lorn x8 tiyay mor
  - opt_c type mor, x5 tiyay kes, mor tiyay llasaq, dov tiyay porous, dov minus lorn, kes tiyay glossy, mor minus lorn, pil minus dov, pil tiyay striped, type pil, type dov, x4 tiyay kes, kes minus dov, type kes, lorn tiyay rigid, kes tiyay hollow, x8 tiyay mor, x7 tiyay pil, x1 tiyay mor type lorn
  - opt_b kes minus dov, dov minus lorn, x5 tiyay kes, x1 tiyay mor, type lorn, type mor, kes tiyay hollow, pil tiyay striped, x7 tiyay pil, dov tiyay porous, lorn tiyay rigid, type kes, x4 tiyay kes, type pil, type dov, mor minus lorn, pil minus dov x8 tiyay mor
  - opt_d x7 tiyay pil, type dov, dov minus lorn, type mor, type lorn, dov tiyay porous, x4 tiyay kes, type kes, x5 tiyay kes, pil minus dov, mor minus dov, mor tiyay llasaq, kes minus dov, pil tiyay striped, x1 tiyay mor, type pil, lorn tiyay rigid, x8 tiyay mor kes tiyay hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 qhaway rigid
  - x1 qhaway rigid
  - x8 qhaway llasaq
  - x4 qhaway hollow
  - x7 qhaway rigid
  - x4 qhaway porous
  - x1 qhaway llasaq
  - x5 qhaway hollow
  - x7 qhaway striped
  - x7 qhaway porous
  - x8 qhaway rigid
  - x5 qhaway porous
  - x4 qhaway rigid
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes dov minus, mor heavy, type kes, pil dov minus, dov lorn minus, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor lorn minus ыкӏи x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov lorn minus, kes glossy, mor lorn minus, pil dov minus, pil striped, type pil, type dov, x4 kes, kes dov minus, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor ыкӏи type lorn
  - opt_b kes dov minus, dov lorn minus, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor lorn minus, pil dov minus ыкӏи x8 mor
  - opt_d x7 pil, type dov, dov lorn minus, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil dov minus, mor dov minus, mor heavy, kes dov minus, pil striped, x1 mor, type pil, lorn rigid, x8 mor ыкӏи kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 rigid observe
  - x1 rigid observe
  - x8 heavy observe
  - x4 hollow observe
  - x7 rigid observe
  - x4 porous observe
  - x1 heavy observe
  - x5 hollow observe
  - x7 striped observe
  - x7 porous observe
  - x8 rigid observe
  - x5 porous observe
  - x4 rigid observe
Consistent ontology сыд?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor nyhav, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn thiab x8 mor
  - opt_c type mor, x5 kes, mor nyhav, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor thiab type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov thiab x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor nyhav, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor thiab kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe nyhav
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe nyhav
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor heavy, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology ining-jak?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn micha' x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor micha' type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov micha' x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor heavy, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor micha' kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology nanta?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes dov minus, mor heavy, type kes, pil dov minus, dov lorn minus, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor lorn minus カ x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov lorn minus, kes glossy, mor lorn minus, pil dov minus, pil striped, type pil, type dov, x4 kes, kes dov minus, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor カ type lorn
  - opt_b kes dov minus, dov lorn minus, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor lorn minus, pil dov minus カ x8 mor
  - opt_d x7 pil, type dov, dov lorn minus, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil dov minus, mor dov minus, mor heavy, kes dov minus, pil striped, x1 mor, type pil, lorn rigid, x8 mor カ kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 rigid observe
  - x1 rigid observe
  - x8 heavy observe
  - x4 hollow observe
  - x7 rigid observe
  - x4 porous observe
  - x1 heavy observe
  - x5 hollow observe
  - x7 striped observe
  - x7 porous observe
  - x8 rigid observe
  - x5 porous observe
  - x4 rigid observe
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn ынкъам x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor ынкъам type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov ынкъам x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor heavy, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor ынкъам kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 yan kes, x1 yan mor, lorn yan rigid, x7 yan pil, kes minus dov, mor yan aal, type kes, pil minus dov, dov minus lorn, type lorn, x5 yan kes, dov yan porous, type pil, pil yan striped, type dov, kes yan hollow, mor minus lorn yéetel x8 yan mor
  - opt_c type mor, x5 yan kes, mor yan aal, dov yan porous, dov minus lorn, kes yan glossy, mor minus lorn, pil minus dov, pil yan striped, type pil, type dov, x4 yan kes, kes minus dov, type kes, lorn yan rigid, kes yan hollow, x8 yan mor, x7 yan pil, x1 yan mor yéetel type lorn
  - opt_b kes minus dov, dov minus lorn, x5 yan kes, x1 yan mor, type lorn, type mor, kes yan hollow, pil yan striped, x7 yan pil, dov yan porous, lorn yan rigid, type kes, x4 yan kes, type pil, type dov, mor minus lorn, pil minus dov yéetel x8 yan mor
  - opt_d x7 yan pil, type dov, dov minus lorn, type mor, type lorn, dov yan porous, x4 yan kes, type kes, x5 yan kes, pil minus dov, mor minus dov, mor yan aal, kes minus dov, pil yan striped, x1 yan mor, type pil, lorn yan rigid, x8 yan mor yéetel kes yan hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe aal
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe aal
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor heavy, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology híli?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes dov minus, mor heavy, type kes, pil dov minus, dov lorn minus, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor lorn minus na x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov lorn minus, kes glossy, mor lorn minus, pil dov minus, pil striped, type pil, type dov, x4 kes, kes dov minus, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor na type lorn
  - opt_b kes dov minus, dov lorn minus, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor lorn minus, pil dov minus na x8 mor
  - opt_d x7 pil, type dov, dov lorn minus, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil dov minus, mor dov minus, mor heavy, kes dov minus, pil striped, x1 mor, type pil, lorn rigid, x8 mor na kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 rigid observe
  - x1 rigid observe
  - x8 heavy observe
  - x4 hollow observe
  - x7 rigid observe
  - x4 porous observe
  - x1 heavy observe
  - x5 hollow observe
  - x7 striped observe
  - x7 porous observe
  - x8 rigid observe
  - x5 porous observe
  - x4 rigid observe
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor heavy, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes dov minus, mor heavy, type kes, pil dov minus, dov lorn minus, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor lorn minus x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov lorn minus, kes glossy, mor lorn minus, pil dov minus, pil striped, type pil, type dov, x4 kes, kes dov minus, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor type lorn
  - opt_b kes dov minus, dov lorn minus, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor lorn minus, pil dov minus x8 mor
  - opt_d x7 pil, type dov, dov lorn minus, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil dov minus, mor dov minus, mor heavy, kes dov minus, pil striped, x1 mor, type pil, lorn rigid, x8 mor kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 rigid observe
  - x1 rigid observe
  - x8 heavy observe
  - x4 hollow observe
  - x7 rigid observe
  - x4 porous observe
  - x1 heavy observe
  - x5 hollow observe
  - x7 striped observe
  - x7 porous observe
  - x8 rigid observe
  - x5 porous observe
  - x4 rigid observe
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 ǀîi kes, x1 ǀîi mor, lorn ǀîi rigid, x7 ǀîi pil, kes minus dov, mor ǀîi heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 ǀîi kes, dov ǀîi porous, type pil, pil ǀîi striped, type dov, kes ǀîi hollow, mor minus lorn ǂʻá x8 ǀîi mor
  - opt_c type mor, x5 ǀîi kes, mor ǀîi heavy, dov ǀîi porous, dov minus lorn, kes ǀîi glossy, mor minus lorn, pil minus dov, pil ǀîi striped, type pil, type dov, x4 ǀîi kes, kes minus dov, type kes, lorn ǀîi rigid, kes ǀîi hollow, x8 ǀîi mor, x7 ǀîi pil, x1 ǀîi mor ǂʻá type lorn
  - opt_b kes minus dov, dov minus lorn, x5 ǀîi kes, x1 ǀîi mor, type lorn, type mor, kes ǀîi hollow, pil ǀîi striped, x7 ǀîi pil, dov ǀîi porous, lorn ǀîi rigid, type kes, x4 ǀîi kes, type pil, type dov, mor minus lorn, pil minus dov ǂʻá x8 ǀîi mor
  - opt_d x7 ǀîi pil, type dov, dov minus lorn, type mor, type lorn, dov ǀîi porous, x4 ǀîi kes, type kes, x5 ǀîi kes, pil minus dov, mor minus dov, mor ǀîi heavy, kes minus dov, pil ǀîi striped, x1 ǀîi mor, type pil, lorn ǀîi rigid, x8 ǀîi mor ǂʻá kes ǀîi hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes dov minus, mor heavy, type kes, pil dov minus, dov lorn minus, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor lorn minus x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov lorn minus, kes glossy, mor lorn minus, pil dov minus, pil striped, type pil, type dov, x4 kes, kes dov minus, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor type lorn
  - opt_b kes dov minus, dov lorn minus, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor lorn minus, pil dov minus x8 mor
  - opt_d x7 pil, type dov, dov lorn minus, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil dov minus, mor dov minus, mor heavy, kes dov minus, pil striped, x1 mor, type pil, lorn rigid, x8 mor kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 rigid observe
  - x1 rigid observe
  - x8 heavy observe
  - x4 hollow observe
  - x7 rigid observe
  - x4 porous observe
  - x1 heavy observe
  - x5 hollow observe
  - x7 striped observe
  - x7 porous observe
  - x8 rigid observe
  - x5 porous observe
  - x4 rigid observe
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor heavy, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes dov minus, mor heavy, type kes, pil dov minus, dov lorn minus, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor lorn minus x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov lorn minus, kes glossy, mor lorn minus, pil dov minus, pil striped, type pil, type dov, x4 kes, kes dov minus, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor type lorn
  - opt_b kes dov minus, dov lorn minus, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor lorn minus, pil dov minus x8 mor
  - opt_d x7 pil, type dov, dov lorn minus, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil dov minus, mor dov minus, mor heavy, kes dov minus, pil striped, x1 mor, type pil, lorn rigid, x8 mor kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 rigid observe
  - x1 rigid observe
  - x8 heavy observe
  - x4 hollow observe
  - x7 rigid observe
  - x4 porous observe
  - x1 heavy observe
  - x5 hollow observe
  - x7 striped observe
  - x7 porous observe
  - x8 rigid observe
  - x5 porous observe
  - x4 rigid observe
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor heavy, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 nemi kes, x1 nemi mor, lorn nemi rigid, x7 nemi pil, kes minus dov, mor nemi heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 nemi kes, dov nemi porous, type pil, pil nemi striped, type dov, kes nemi hollow, mor minus lorn x8 nemi mor
  - opt_c type mor, x5 nemi kes, mor nemi heavy, dov nemi porous, dov minus lorn, kes nemi glossy, mor minus lorn, pil minus dov, pil nemi striped, type pil, type dov, x4 nemi kes, kes minus dov, type kes, lorn nemi rigid, kes nemi hollow, x8 nemi mor, x7 nemi pil, x1 nemi mor type lorn
  - opt_b kes minus dov, dov minus lorn, x5 nemi kes, x1 nemi mor, type lorn, type mor, kes nemi hollow, pil nemi striped, x7 nemi pil, dov nemi porous, lorn nemi rigid, type kes, x4 nemi kes, type pil, type dov, mor minus lorn, pil minus dov x8 nemi mor
  - opt_d x7 nemi pil, type dov, dov minus lorn, type mor, type lorn, dov nemi porous, x4 nemi kes, type kes, x5 nemi kes, pil minus dov, mor minus dov, mor nemi heavy, kes minus dov, pil nemi striped, x1 nemi mor, type pil, lorn nemi rigid, x8 nemi mor kes nemi hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology tay?

Les candidats sont:
  - opt_a type mor, x4 est kes, x1 est mor, lorn est rigide, x7 est pil, kes moins dov, mor est lourd, type kes, pil moins dov, dov moins lorn, type lorn, x5 est kes, dov est poreux, type pil, pil est rayé, type dov, kes est vide, mor moins lorn et x8 est mor
  - opt_c type mor, x5 est kes, mor est lourd, dov est poreux, dov moins lorn, kes est luisant, mor moins lorn, pil moins dov, pil est rayé, type pil, type dov, x4 est kes, kes moins dov, type kes, lorn est rigide, kes est vide, x8 est mor, x7 est pil, x1 est mor et type lorn
  - opt_b kes moins dov, dov moins lorn, x5 est kes, x1 est mor, type lorn, type mor, kes est vide, pil est rayé, x7 est pil, dov est poreux, lorn est rigide, type kes, x4 est kes, type pil, type dov, mor moins lorn, pil moins dov et x8 est mor
  - opt_d x7 est pil, type dov, dov moins lorn, type mor, type lorn, dov est poreux, x4 est kes, type kes, x5 est kes, pil moins dov, mor moins dov, mor est lourd, kes moins dov, pil est rayé, x1 est mor, type pil, lorn est rigide, x8 est mor et kes est vide
Les entités sont:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations :
  - x5 observer rigide
  - x1 observer rigide
  - x8 observer lourd
  - x4 observer vide
  - x7 observer rigide
  - x4 observer poreux
  - x1 observer lourd
  - x5 observer vide
  - x7 observer rayé
  - x7 observer poreux
  - x8 observer rigide
  - x5 observer poreux
  - x4 observer rigide
Quoi constant ontologie ?

Kandidato:
  - opt_a tipo mor, x4 egali kes, x1 egali mor, lorn egali rigida, x7 egali pil, kes minus dov, mor egali peza, tipo kes, pil minus dov, dov minus lorn, tipo lorn, x5 egali kes, dov egali pora, tipo pil, pil egali striita, tipo dov, kes egali kava, mor minus lorn kaj x8 egali mor
  - opt_c tipo mor, x5 egali kes, mor egali peza, dov egali pora, dov minus lorn, kes egali glossy, mor minus lorn, pil minus dov, pil egali striita, tipo pil, tipo dov, x4 egali kes, kes minus dov, tipo kes, lorn egali rigida, kes egali kava, x8 egali mor, x7 egali pil, x1 egali mor kaj tipo lorn
  - opt_b kes minus dov, dov minus lorn, x5 egali kes, x1 egali mor, tipo lorn, tipo mor, kes egali kava, pil egali striita, x7 egali pil, dov egali pora, lorn egali rigida, tipo kes, x4 egali kes, tipo pil, tipo dov, mor minus lorn, pil minus dov kaj x8 egali mor
  - opt_d x7 egali pil, tipo dov, dov minus lorn, tipo mor, tipo lorn, dov egali pora, x4 egali kes, tipo kes, x5 egali kes, pil minus dov, mor minus dov, mor egali peza, kes minus dov, pil egali striita, x1 egali mor, tipo pil, lorn egali rigida, x8 egali mor kaj kes egali kava
Ento:
  - x1
  - x4
  - x5
  - x7
  - x8
Observo:
  - x5 observi rigida
  - x1 observi rigida
  - x8 observi peza
  - x4 observi kava
  - x7 observi rigida
  - x4 observi pora
  - x1 observi peza
  - x5 observi kava
  - x7 observi striita
  - x7 observi pora
  - x8 observi rigida
  - x5 observi pora
  - x4 observi rigida
Konsekvenca ontology kio?

Indulók:
  - opt_a típus mor, x4 kes, x1 mor, lorn merev, x7 pil, kes mínusz dov, mor nehéz, típus kes, pil mínusz dov, dov mínusz lorn, típus lorn, x5 kes, dov porous, típus pil, pil csíkos, típus dov, kes odú, mor mínusz lorn és x8 mor
  - opt_c típus mor, x5 kes, mor nehéz, dov porous, dov mínusz lorn, kes glossy, mor mínusz lorn, pil mínusz dov, pil csíkos, típus pil, típus dov, x4 kes, kes mínusz dov, típus kes, lorn merev, kes odú, x8 mor, x7 pil, x1 mor és típus lorn
  - opt_b kes mínusz dov, dov mínusz lorn, x5 kes, x1 mor, típus lorn, típus mor, kes odú, pil csíkos, x7 pil, dov porous, lorn merev, típus kes, x4 kes, típus pil, típus dov, mor mínusz lorn, pil mínusz dov és x8 mor
  - opt_d x7 pil, típus dov, dov mínusz lorn, típus mor, típus lorn, dov porous, x4 kes, típus kes, x5 kes, pil mínusz dov, mor mínusz dov, mor nehéz, kes mínusz dov, pil csíkos, x1 mor, típus pil, lorn merev, x8 mor és kes odú
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Megfigyelések:
  - x5 észlel merevet
  - x1 észlel merevet
  - x8 észlel nehezet
  - x4 észlel odú
  - x7 észlel merevet
  - x4 észlel porous
  - x1 észlel nehezet
  - x5 észlel odú
  - x7 észlel csíkosat
  - x7 észlel porous
  - x8 észlel merevet
  - x5 észlel porous
  - x4 észlel merevet
Következetes ontológia melyik?

候選人:
  - opt_a:款:mor, x4是kes, x1是mor, lorn是rigid, x7是pil, kes減dov, mor是重, 款:kes, pil減dov, dov減lorn, 款:lorn, x5是kes, dov是porous, 款:pil, pil是striped, 款:dov, kes是hollow, mor減lorn及x8是mor
  - opt_c:款:mor, x5是kes, mor是重, dov是porous, dov減lorn, kes是glossy, mor減lorn, pil減dov, pil是striped, 款:pil, 款:dov, x4是kes, kes減dov, 款:kes, lorn是rigid, kes是hollow, x8是mor, x7是pil, x1是mor及款:lorn
  - opt_b:kes減dov, dov減lorn, x5是kes, x1是mor, 款:lorn, 款:mor, kes是hollow, pil是striped, x7是pil, dov是porous, lorn是rigid, 款:kes, x4是kes, 款:pil, 款:dov, mor減lorn, pil減dov及x8是mor
  - opt_d:x7是pil, 款:dov, dov減lorn, 款:mor, 款:lorn, dov是porous, x4是kes, 款:kes, x5是kes, pil減dov, mor減dov, mor是重, kes減dov, pil是striped, x1是mor, 款:pil, lorn是rigid, x8是mor及kes是hollow
entities:
  - x1
  - x4
  - x5
  - x7
  - x8
observations:
  - x5observerigid
  - x1observerigid
  - x8observe重
  - x4observehollow
  - x7observerigid
  - x4observeporous
  - x1observe重
  - x5observehollow
  - x7observestriped
  - x7observeporous
  - x8observerigid
  - x5observeporous
  - x4observerigid
consistent ontology乜嘢?

Candidates:
  - opt_a type mor, x4 有ん kes, x1 有ん mor, lorn 有ん rigid, x7 有ん pil, kes minus dov, mor 有ん heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 有ん kes, dov 有ん porous, type pil, pil 有ん striped, type dov, kes 有ん hollow, mor minus lorn とぅ x8 有ん mor
  - opt_c type mor, x5 有ん kes, mor 有ん heavy, dov 有ん porous, dov minus lorn, kes 有ん glossy, mor minus lorn, pil minus dov, pil 有ん striped, type pil, type dov, x4 有ん kes, kes minus dov, type kes, lorn 有ん rigid, kes 有ん hollow, x8 有ん mor, x7 有ん pil, x1 有ん mor とぅ type lorn
  - opt_b kes minus dov, dov minus lorn, x5 有ん kes, x1 有ん mor, type lorn, type mor, kes 有ん hollow, pil 有ん striped, x7 有ん pil, dov 有ん porous, lorn 有ん rigid, type kes, x4 有ん kes, type pil, type dov, mor minus lorn, pil minus dov とぅ x8 有ん mor
  - opt_d x7 有ん pil, type dov, dov minus lorn, type mor, type lorn, dov 有ん porous, x4 有ん kes, type kes, x5 有ん kes, pil minus dov, mor minus dov, mor 有ん heavy, kes minus dov, pil 有ん striped, x1 有ん mor, type pil, lorn 有ん rigid, x8 有ん mor とぅ kes 有ん hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology what?

Үміткер:
  - opt_a тип mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor ауыр, тип kes, pil minus dov, dov minus lorn, тип lorn, x5 kes, dov porous, тип pil, pil striped, тип dov, kes hollow, mor minus lorn және x8 mor
  - opt_c тип mor, x5 kes, mor ауыр, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, тип pil, тип dov, x4 kes, kes minus dov, тип kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor және тип lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, тип lorn, тип mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, тип kes, x4 kes, тип pil, тип dov, mor minus lorn, pil minus dov және x8 mor
  - opt_d x7 pil, тип dov, dov minus lorn, тип mor, тип lorn, dov porous, x4 kes, тип kes, x5 kes, pil minus dov, mor minus dov, mor ауыр, kes minus dov, pil striped, x1 mor, тип pil, lorn rigid, x8 mor және kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Бақылау:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe ауыр
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe ауыр
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent онтология не?

מועמדת:
  - opt_a type mor, x4 הוּא kes, x1 הוּא mor, lorn הוּא נוקשה, x7 הוּא pil, kes פחות dov, mor הוּא כָּבֵד, type kes, pil פחות dov, dov פחות lorn, type lorn, x5 הוּא kes, dov הוּא porous, type pil, pil הוּא striped, type dov, kes הוּא חָלוּל, mor פחות lorn וְ־ x8 הוּא mor
  - opt_c type mor, x5 הוּא kes, mor הוּא כָּבֵד, dov הוּא porous, dov פחות lorn, kes הוּא glossy, mor פחות lorn, pil פחות dov, pil הוּא striped, type pil, type dov, x4 הוּא kes, kes פחות dov, type kes, lorn הוּא נוקשה, kes הוּא חָלוּל, x8 הוּא mor, x7 הוּא pil, x1 הוּא mor וְ־ type lorn
  - opt_b kes פחות dov, dov פחות lorn, x5 הוּא kes, x1 הוּא mor, type lorn, type mor, kes הוּא חָלוּל, pil הוּא striped, x7 הוּא pil, dov הוּא porous, lorn הוּא נוקשה, type kes, x4 הוּא kes, type pil, type dov, mor פחות lorn, pil פחות dov וְ־ x8 הוּא mor
  - opt_d x7 הוּא pil, type dov, dov פחות lorn, type mor, type lorn, dov הוּא porous, x4 הוּא kes, type kes, x5 הוּא kes, pil פחות dov, mor פחות dov, mor הוּא כָּבֵד, kes פחות dov, pil הוּא striped, x1 הוּא mor, type pil, lorn הוּא נוקשה, x8 הוּא mor וְ־ kes הוּא חָלוּל
יְשׁוּת:
  - x1
  - x4
  - x5
  - x7
  - x8
תַּצְפִּית:
  - x5 observe נוקשה
  - x1 observe נוקשה
  - x8 observe כָּבֵד
  - x4 observe חָלוּל
  - x7 observe נוקשה
  - x4 observe porous
  - x1 observe כָּבֵד
  - x5 observe חָלוּל
  - x7 observe striped
  - x7 observe porous
  - x8 observe נוקשה
  - x5 observe porous
  - x4 observe נוקשה
איזה עקבי ikví אונטולוגיה?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn დო x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor დო type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov დო x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor heavy, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor დო kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology what?

Kandidat:
  - opt_a mengetik mor, x4 adalah kes, x1 adalah mor, lorn adalah rigid, x7 adalah pil, kes dikurangi dov, mor adalah heavy, mengetik kes, pil dikurangi dov, dov dikurangi lorn, mengetik lorn, x5 adalah kes, dov adalah porus, mengetik pil, pil adalah berloreng, mengetik dov, kes adalah hollow, mor dikurangi lorn dan x8 adalah mor
  - opt_c mengetik mor, x5 adalah kes, mor adalah heavy, dov adalah porus, dov dikurangi lorn, kes adalah glossy, mor dikurangi lorn, pil dikurangi dov, pil adalah berloreng, mengetik pil, mengetik dov, x4 adalah kes, kes dikurangi dov, mengetik kes, lorn adalah rigid, kes adalah hollow, x8 adalah mor, x7 adalah pil, x1 adalah mor dan mengetik lorn
  - opt_b kes dikurangi dov, dov dikurangi lorn, x5 adalah kes, x1 adalah mor, mengetik lorn, mengetik mor, kes adalah hollow, pil adalah berloreng, x7 adalah pil, dov adalah porus, lorn adalah rigid, mengetik kes, x4 adalah kes, mengetik pil, mengetik dov, mor dikurangi lorn, pil dikurangi dov dan x8 adalah mor
  - opt_d x7 adalah pil, mengetik dov, dov dikurangi lorn, mengetik mor, mengetik lorn, dov adalah porus, x4 adalah kes, mengetik kes, x5 adalah kes, pil dikurangi dov, mor dikurangi dov, mor adalah heavy, kes dikurangi dov, pil adalah berloreng, x1 adalah mor, mengetik pil, lorn adalah rigid, x8 adalah mor dan kes adalah hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porus
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe berloreng
  - x7 observe porus
  - x8 observe rigid
  - x5 observe porus
  - x4 observe rigid
Panggah ontologi apa?

បេក្ខជន:
  - opt_a:type:mor, x4ត្រូវបានkes, x1ត្រូវបានmor, lornត្រូវបានrigid, x7ត្រូវបានpil, kesminusdov, morត្រូវបានធ្ងន់, type:kes, pilminusdov, dovminuslorn, type:lorn, x5ត្រូវបានkes, dovត្រូវបានporous, type:pil, pilត្រូវបានstriped, type:dov, kesត្រូវបានhollow, morminuslornនឹងx8ត្រូវបានmor
  - opt_c:type:mor, x5ត្រូវបានkes, morត្រូវបានធ្ងន់, dovត្រូវបានporous, dovminuslorn, kesត្រូវបានរលើប, morminuslorn, pilminusdov, pilត្រូវបានstriped, type:pil, type:dov, x4ត្រូវបានkes, kesminusdov, type:kes, lornត្រូវបានrigid, kesត្រូវបានhollow, x8ត្រូវបានmor, x7ត្រូវបានpil, x1ត្រូវបានmorនឹងtype:lorn
  - opt_b:kesminusdov, dovminuslorn, x5ត្រូវបានkes, x1ត្រូវបានmor, type:lorn, type:mor, kesត្រូវបានhollow, pilត្រូវបានstriped, x7ត្រូវបានpil, dovត្រូវបានporous, lornត្រូវបានrigid, type:kes, x4ត្រូវបានkes, type:pil, type:dov, morminuslorn, pilminusdovនឹងx8ត្រូវបានmor
  - opt_d:x7ត្រូវបានpil, type:dov, dovminuslorn, type:mor, type:lorn, dovត្រូវបានporous, x4ត្រូវបានkes, type:kes, x5ត្រូវបានkes, pilminusdov, morminusdov, morត្រូវបានធ្ងន់, kesminusdov, pilត្រូវបានstriped, x1ត្រូវបានmor, type:pil, lornត្រូវបានrigid, x8ត្រូវបានmorនឹងkesត្រូវបានhollow
entities:
  - x1
  - x4
  - x5
  - x7
  - x8
គំនន់:
  - x5observerigid
  - x1observerigid
  - x8observeធ្ងន់
  - x4observehollow
  - x7observerigid
  - x4observeporous
  - x1observeធ្ងន់
  - x5observehollow
  - x7observestriped
  - x7observeporous
  - x8observerigid
  - x5observeporous
  - x4observerigid
consistent ontologyអី?

ຜູ້ສະໝັກ:
  - opt_a:type:mor, x4ຢູ່kes, x1ຢູ່mor, lornຢູ່rigid, x7ຢູ່pil, kesminusdov, morຢູ່ຫນັກ, type:kes, pilminusdov, dovminuslorn, type:lorn, x5ຢູ່kes, dovຢູ່porous, type:pil, pilຢູ່striped, type:dov, kesຢູ່hollow, morminuslornແລະx8ຢູ່mor
  - opt_c:type:mor, x5ຢູ່kes, morຢູ່ຫນັກ, dovຢູ່porous, dovminuslorn, kesຢູ່glossy, morminuslorn, pilminusdov, pilຢູ່striped, type:pil, type:dov, x4ຢູ່kes, kesminusdov, type:kes, lornຢູ່rigid, kesຢູ່hollow, x8ຢູ່mor, x7ຢູ່pil, x1ຢູ່morແລະtype:lorn
  - opt_b:kesminusdov, dovminuslorn, x5ຢູ່kes, x1ຢູ່mor, type:lorn, type:mor, kesຢູ່hollow, pilຢູ່striped, x7ຢູ່pil, dovຢູ່porous, lornຢູ່rigid, type:kes, x4ຢູ່kes, type:pil, type:dov, morminuslorn, pilminusdovແລະx8ຢູ່mor
  - opt_d:x7ຢູ່pil, type:dov, dovminuslorn, type:mor, type:lorn, dovຢູ່porous, x4ຢູ່kes, type:kes, x5ຢູ່kes, pilminusdov, morminusdov, morຢູ່ຫນັກ, kesminusdov, pilຢູ່striped, x1ຢູ່mor, type:pil, lornຢູ່rigid, x8ຢູ່morແລະkesຢູ່hollow
entities:
  - x1
  - x4
  - x5
  - x7
  - x8
observations:
  - x5observerigid
  - x1observerigid
  - x8observeຫນັກ
  - x4observehollow
  - x7observerigid
  - x4observeporous
  - x1observeຫນັກ
  - x5observehollow
  - x7observestriped
  - x7observeporous
  - x8observerigid
  - x5observeporous
  - x4observerigid
consistent ontologyຫຍັງ?

candidates:
  - opt_a type mor, x4 kes ఉండు, x1 mor ఉండు, lorn rigid ఉండు, x7 pil ఉండు, kes dov minus, mor బరువైన ఉండు, type kes, pil dov minus, dov lorn minus, type lorn, x5 kes ఉండు, dov porous ఉండు, type pil, pil striped ఉండు, type dov, kes బోలు ఉండు, mor lorn minus మరియు x8 mor ఉండు
  - opt_c type mor, x5 kes ఉండు, mor బరువైన ఉండు, dov porous ఉండు, dov lorn minus, kes glossy ఉండు, mor lorn minus, pil dov minus, pil striped ఉండు, type pil, type dov, x4 kes ఉండు, kes dov minus, type kes, lorn rigid ఉండు, kes బోలు ఉండు, x8 mor ఉండు, x7 pil ఉండు, x1 mor ఉండు మరియు type lorn
  - opt_b kes dov minus, dov lorn minus, x5 kes ఉండు, x1 mor ఉండు, type lorn, type mor, kes బోలు ఉండు, pil striped ఉండు, x7 pil ఉండు, dov porous ఉండు, lorn rigid ఉండు, type kes, x4 kes ఉండు, type pil, type dov, mor lorn minus, pil dov minus మరియు x8 mor ఉండు
  - opt_d x7 pil ఉండు, type dov, dov lorn minus, type mor, type lorn, dov porous ఉండు, x4 kes ఉండు, type kes, x5 kes ఉండు, pil dov minus, mor dov minus, mor బరువైన ఉండు, kes dov minus, pil striped ఉండు, x1 mor ఉండు, type pil, lorn rigid ఉండు, x8 mor ఉండు మరియు kes బోలు ఉండు
entities:
  - x1
  - x4
  - x5
  - x7
  - x8
పరిశీలన:
  - x5 rigid పరిశీలించు
  - x1 rigid పరిశీలించు
  - x8 బరువైన పరిశీలించు
  - x4 బోలు పరిశీలించు
  - x7 rigid పరిశీలించు
  - x4 porous పరిశీలించు
  - x1 బరువైన పరిశీలించు
  - x5 బోలు పరిశీలించు
  - x7 striped పరిశీలించు
  - x7 porous పరిశీలించు
  - x8 rigid పరిశీలించు
  - x5 porous పరిశీలించు
  - x4 rigid పరిశీలించు
consistent ontology ఏమిటి?

Candidates:
  - opt_a type mor, x4 wà kes, x1 wà mor, lorn wà rigid, x7 wà pil, kes minus dov, mor wà heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 wà kes, dov wà porous, type pil, pil wà striped, type dov, kes wà hollow, mor minus lorn x8 wà mor
  - opt_c type mor, x5 wà kes, mor wà heavy, dov wà porous, dov minus lorn, kes wà glossy, mor minus lorn, pil minus dov, pil wà striped, type pil, type dov, x4 wà kes, kes minus dov, type kes, lorn wà rigid, kes wà hollow, x8 wà mor, x7 wà pil, x1 wà mor type lorn
  - opt_b kes minus dov, dov minus lorn, x5 wà kes, x1 wà mor, type lorn, type mor, kes wà hollow, pil wà striped, x7 wà pil, dov wà porous, lorn wà rigid, type kes, x4 wà kes, type pil, type dov, mor minus lorn, pil minus dov x8 wà mor
  - opt_d x7 wà pil, type dov, dov minus lorn, type mor, type lorn, dov wà porous, x4 wà kes, type kes, x5 wà kes, pil minus dov, mor minus dov, mor wà heavy, kes minus dov, pil wà striped, x1 wà mor, type pil, lorn wà rigid, x8 wà mor kes wà hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
What consistent ontology?

Candidates:
  - opt_a type mor, x4 kes naiágúóli, x1 mor naiágúóli, lorn rigid naiágúóli, x7 pil naiágúóli, kes dov minus, mor heavy naiágúóli, type kes, pil dov minus, dov lorn minus, type lorn, x5 kes naiágúóli, dov porous naiágúóli, type pil, pil striped naiágúóli, type dov, kes hollow naiágúóli, mor lorn minus x8 mor naiágúóli
  - opt_c type mor, x5 kes naiágúóli, mor heavy naiágúóli, dov porous naiágúóli, dov lorn minus, kes glossy naiágúóli, mor lorn minus, pil dov minus, pil striped naiágúóli, type pil, type dov, x4 kes naiágúóli, kes dov minus, type kes, lorn rigid naiágúóli, kes hollow naiágúóli, x8 mor naiágúóli, x7 pil naiágúóli, x1 mor naiágúóli type lorn
  - opt_b kes dov minus, dov lorn minus, x5 kes naiágúóli, x1 mor naiágúóli, type lorn, type mor, kes hollow naiágúóli, pil striped naiágúóli, x7 pil naiágúóli, dov porous naiágúóli, lorn rigid naiágúóli, type kes, x4 kes naiágúóli, type pil, type dov, mor lorn minus, pil dov minus x8 mor naiágúóli
  - opt_d x7 pil naiágúóli, type dov, dov lorn minus, type mor, type lorn, dov porous naiágúóli, x4 kes naiágúóli, type kes, x5 kes naiágúóli, pil dov minus, mor dov minus, mor heavy naiágúóli, kes dov minus, pil striped naiágúóli, x1 mor naiágúóli, type pil, lorn rigid naiágúóli, x8 mor naiágúóli kes hollow naiágúóli
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 rigid observe
  - x1 rigid observe
  - x8 heavy observe
  - x4 hollow observe
  - x7 rigid observe
  - x4 porous observe
  - x1 heavy observe
  - x5 hollow observe
  - x7 striped observe
  - x7 porous observe
  - x8 rigid observe
  - x5 porous observe
  - x4 rigid observe
Consistent ontology what?

candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor heavy, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor kes hollow
entities:
  - x1
  - x4
  - x5
  - x7
  - x8
observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor heavy, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes minus dov, mor heavy, type kes, pil minus dov, dov minus lorn, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor minus lorn x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov minus lorn, kes glossy, mor minus lorn, pil minus dov, pil striped, type pil, type dov, x4 kes, kes minus dov, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor type lorn
  - opt_b kes minus dov, dov minus lorn, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor minus lorn, pil minus dov x8 mor
  - opt_d x7 pil, type dov, dov minus lorn, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil minus dov, mor minus dov, mor heavy, kes minus dov, pil striped, x1 mor, type pil, lorn rigid, x8 mor kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 observe rigid
  - x1 observe rigid
  - x8 observe heavy
  - x4 observe hollow
  - x7 observe rigid
  - x4 observe porous
  - x1 observe heavy
  - x5 observe hollow
  - x7 observe striped
  - x7 observe porous
  - x8 observe rigid
  - x5 observe porous
  - x4 observe rigid
Consistent ontology what?

Candidates:
  - opt_a type mor, x4 kes, x1 mor, lorn rigid, x7 pil, kes dov minus, mor heavy, type kes, pil dov minus, dov lorn minus, type lorn, x5 kes, dov porous, type pil, pil striped, type dov, kes hollow, mor lorn minus x8 mor
  - opt_c type mor, x5 kes, mor heavy, dov porous, dov lorn minus, kes glossy, mor lorn minus, pil dov minus, pil striped, type pil, type dov, x4 kes, kes dov minus, type kes, lorn rigid, kes hollow, x8 mor, x7 pil, x1 mor type lorn
  - opt_b kes dov minus, dov lorn minus, x5 kes, x1 mor, type lorn, type mor, kes hollow, pil striped, x7 pil, dov porous, lorn rigid, type kes, x4 kes, type pil, type dov, mor lorn minus, pil dov minus x8 mor
  - opt_d x7 pil, type dov, dov lorn minus, type mor, type lorn, dov porous, x4 kes, type kes, x5 kes, pil dov minus, mor dov minus, mor heavy, kes dov minus, pil striped, x1 mor, type pil, lorn rigid, x8 mor kes hollow
Entities:
  - x1
  - x4
  - x5
  - x7
  - x8
Observations:
  - x5 rigid observe
  - x1 rigid observe
  - x8 heavy observe
  - x4 hollow observe
  - x7 rigid observe
  - x4 porous observe
  - x1 heavy observe
  - x5 hollow observe
  - x7 striped observe
  - x7 porous observe
  - x8 rigid observe
  - x5 porous observe
  - x4 rigid observe
Consistent ontology вуч?

The candidates are:
  - opt_b kes is fibrous, mor minus tav, zun is porous, type tav, type kes, x4 is kes, quen is warm, x5 is zun, kes minus quen, quen minus tav, x1 is quen, tav is rigid, zun minus mor, type zun, mor is hollow, x0 is zun, x8 is zun, type quen and type mor
  - opt_a type zun, x0 is zun, x1 is quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav is rigid, type tav, x8 is zun, mor is hollow, x5 is zun, kes is fibrous, x4 is kes, zun is porous, quen is warm, kes minus mor and zun minus mor
  - opt_c x8 is zun, kes is fibrous, mor minus tav, zun minus mor, x0 is zun, type quen, quen is warm, x5 is zun, x1 is quen, type mor, x4 is kes, tav is rigid, type kes, quen minus tav, type zun, kes minus mor, mor is hollow and type tav
  - opt_d zun minus mor, quen is warm, tav is porous, type mor, type tav, quen minus tav, mor is hollow, type kes, kes minus mor, tav is rigid, x5 is zun, x4 is kes, x1 is quen, x8 is zun, type zun, x0 is zun, mor minus tav, kes is fibrous and type quen
The entities are:
  - x0
  - x1
  - x4
  - x5
  - x8
The observations are:
  - x8 was observed to be hollow
  - x5 was observed to be rigid
  - x0 was observed to be rigid
  - x8 was observed to be rigid
  - x4 was observed to be fibrous
  - x5 was observed to be hollow
  - x0 was observed to be hollow
  - x8 was observed to be porous
  - x4 was observed to be hollow
  - x1 was observed to be rigid
  - x4 was observed to be rigid
  - x0 was observed to be porous
  - x5 was observed to be porous
  - x1 was observed to be warm
What is the consistent ontology?

Los candidatos son:
  - opción B: Kes es fibroso, Mor menos Tav, Zun es poroso, el tipo: Tav, el tipo: Kes, x4 es Kes, Quen es cálido, x5 es Zun, Kes menos Quen, Quen menos Tav, x1 es Quen, Tav es rígido, Zun menos Mor, el tipo: Zun, Mor es hueco, x0 es Zun, x8 es Zun, el tipo: Quen y el tipo: Mor
  - opción A: el tipo: Zun, x0 es Zun, x1 es Quen, el tipo: Quen, Quen menos Tav, el tipo: Kes, Mor menos Tav, el tipo: Mor, Tav es rígido, el tipo: Tav, x8 es Zun, Mor es hueco, x5 es Zun, Kes es fibroso, x4 es Kes, Zun es poroso, Quen es cálido, Kes menos Mor y Zun menos Mor
  - opción C: x8 es Zun, Kes es fibroso, Mor menos Tav, Zun menos Mor, x0 es Zun, el tipo: Quen, Quen es cálido, x5 es Zun, x1 es Quen, el tipo: Mor, x4 es Kes, Tav es rígido, el tipo: Kes, Quen menos Tav, el tipo: Zun, Kes menos Mor, Mor es hueco y el tipo: Tav
  - opción D: Zun menos Mor, Quen es cálido, Tav es poroso, el tipo: Mor, el tipo: Tav, Quen menos Tav, Mor es hueco, el tipo: Kes, Kes menos Mor, Tav es rígido, x5 es Zun, x4 es Kes, x1 es Quen, x8 es Zun, el tipo: Zun, x0 es Zun, Mor menos Tav, Kes es fibroso y el tipo: Quen
Las entidades son:
  - x0
  - x1
  - x4
  - x5
  - x8
Las observaciones son:
  - x8 se observó como hueco
  - x5 se observó como rígido
  - x0 se observó como rígido
  - x8 se observó como rígido
  - x4 se observó como fibroso
  - x5 se observó como hueco
  - x0 se observó como hueco
  - x8 se observó como poroso
  - x4 se observó como hueco
  - x1 se observó como rígido
  - x4 se observó como rígido
  - x0 se observó como poroso
  - x5 se observó como poroso
  - x1 se observó como cálido
¿Qué consistent ontology?

候选项如下：
  - 选项B：凯斯是纤维状的、莫尔减塔夫、尊恩是多孔的、类型：塔夫、类型：凯斯、x4是凯斯、昆恩是温暖的、x5是尊恩、凯斯减昆恩、昆恩减塔夫、x1是昆恩、塔夫是刚性的、尊恩减莫尔、类型：尊恩、莫尔是空心的、x0是尊恩、x8是尊恩、类型：昆恩和类型：莫尔
  - 选项A：类型：尊恩、x0是尊恩、x1是昆恩、类型：昆恩、昆恩减塔夫、类型：凯斯、莫尔减塔夫、类型：莫尔、塔夫是刚性的、类型：塔夫、x8是尊恩、莫尔是空心的、x5是尊恩、凯斯是纤维状的、x4是凯斯、尊恩是多孔的、昆恩是温暖的、凯斯减莫尔和尊恩减莫尔
  - 选项C：x8是尊恩、凯斯是纤维状的、莫尔减塔夫、尊恩减莫尔、x0是尊恩、类型：昆恩、昆恩是温暖的、x5是尊恩、x1是昆恩、类型：莫尔、x4是凯斯、塔夫是刚性的、类型：凯斯、昆恩减塔夫、类型：尊恩、凯斯减莫尔、莫尔是空心的和类型：塔夫
  - 选项D：尊恩减莫尔、昆恩是温暖的、塔夫是多孔的、类型：莫尔、类型：塔夫、昆恩减塔夫、莫尔是空心的、类型：凯斯、凯斯减莫尔、塔夫是刚性的、x5是尊恩、x4是凯斯、x1是昆恩、x8是尊恩、类型：尊恩、x0是尊恩、莫尔减塔夫、凯斯是纤维状的和类型：昆恩
实体如下：
  - x0
  - x1
  - x4
  - x5
  - x8
观察如下：
  - x8观察到空心的
  - x5观察到刚性的
  - x0观察到刚性的
  - x8观察到刚性的
  - x4观察到纤维状的
  - x5观察到空心的
  - x0观察到空心的
  - x8观察到多孔的
  - x4观察到空心的
  - x1观察到刚性的
  - x4观察到刚性的
  - x0观察到多孔的
  - x5观察到多孔的
  - x1观察到温暖的
consistent ontology什么？

Adaylar:
  - opt_b: kes lifli, mor tav eksi, zun gözenekli, tip: tav, tip: kes, x4 kes, quen ılık, x5 zun, kes quen eksi, quen tav eksi, x1 quen, tav katı, zun mor eksi, tip: zun, mor içi boş, x0 zun, x8 zun, tip: quen ve tip: mor
  - opt_a: tip: zun, x0 zun, x1 quen, tip: quen, quen tav eksi, tip: kes, mor tav eksi, tip: mor, tav katı, tip: tav, x8 zun, mor içi boş, x5 zun, kes lifli, x4 kes, zun gözenekli, quen ılık, kes mor eksi ve zun mor eksi
  - opt_c: x8 zun, kes lifli, mor tav eksi, zun mor eksi, x0 zun, tip: quen, quen ılık, x5 zun, x1 quen, tip: mor, x4 kes, tav katı, tip: kes, quen tav eksi, tip: zun, kes mor eksi, mor içi boş ve tip: tav
  - opt_d: zun mor eksi, quen ılık, tav gözenekli, tip: mor, tip: tav, quen tav eksi, mor içi boş, tip: kes, kes mor eksi, tav katı, x5 zun, x4 kes, x1 quen, x8 zun, tip: zun, x0 zun, mor tav eksi, kes lifli ve tip: quen
Varlıklar:
  - x0
  - x1
  - x4
  - x5
  - x8
Gözlemler:
  - x8 içi boş gözlemlendi
  - x5 katı gözlemlendi
  - x0 katı gözlemlendi
  - x8 katı gözlemlendi
  - x4 lifli gözlemlendi
  - x5 içi boş gözlemlendi
  - x0 içi boş gözlemlendi
  - x8 gözenekli gözlemlendi
  - x4 içi boş gözlemlendi
  - x1 katı gözlemlendi
  - x4 katı gözlemlendi
  - x0 gözenekli gözlemlendi
  - x5 gözenekli gözlemlendi
  - x1 ılık gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_b: kes ni fibrous, mor minus tav, zun ni porous, type: tav, type: kes, x4 ni kes, quen ni vuguvugu, x5 ni zun, kes minus quen, quen minus tav, x1 ni quen, tav ni rigid, zun minus mor, type: zun, mor ni hollow, x0 ni zun, x8 ni zun, type: quen na type: mor
  - opt_a: type: zun, x0 ni zun, x1 ni quen, type: quen, quen minus tav, type: kes, mor minus tav, type: mor, tav ni rigid, type: tav, x8 ni zun, mor ni hollow, x5 ni zun, kes ni fibrous, x4 ni kes, zun ni porous, quen ni vuguvugu, kes minus mor na zun minus mor
  - opt_c: x8 ni zun, kes ni fibrous, mor minus tav, zun minus mor, x0 ni zun, type: quen, quen ni vuguvugu, x5 ni zun, x1 ni quen, type: mor, x4 ni kes, tav ni rigid, type: kes, quen minus tav, type: zun, kes minus mor, mor ni hollow na type: tav
  - opt_d: zun minus mor, quen ni vuguvugu, tav ni porous, type: mor, type: tav, quen minus tav, mor ni hollow, type: kes, kes minus mor, tav ni rigid, x5 ni zun, x4 ni kes, x1 ni quen, x8 ni zun, type: zun, x0 ni zun, mor minus tav, kes ni fibrous na type: quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Uchunguzi:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe vuguvugu
Consistent ontology nini?

The candidates are:
  - opt_b kes is fibrous, mor minus tav, zun is porous, type tav, type kes, x4 is kes, quen is warm, x5 is zun, kes minus quen, quen minus tav, x1 is quen, tav is rigid, zun minus mor, type zun, mor is hollow, x0 is zun, x8 is zun, type quen and type mor
  - opt_a type zun, x0 is zun, x1 is quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav is rigid, type tav, x8 is zun, mor is hollow, x5 is zun, kes is fibrous, x4 is kes, zun is porous, quen is warm, kes minus mor and zun minus mor
  - opt_c x8 is zun, kes is fibrous, mor minus tav, zun minus mor, x0 is zun, type quen, quen is warm, x5 is zun, x1 is quen, type mor, x4 is kes, tav is rigid, type kes, quen minus tav, type zun, kes minus mor, mor is hollow and type tav
  - opt_d zun minus mor, quen is warm, tav is porous, type mor, type tav, quen minus tav, mor is hollow, type kes, kes minus mor, tav is rigid, x5 is zun, x4 is kes, x1 is quen, x8 is zun, type zun, x0 is zun, mor minus tav, kes is fibrous and type quen
The entities are:
  - x0
  - x1
  - x4
  - x5
  - x8
The observations are:
  - x8 was observed to be hollow
  - x5 was observed to be rigid
  - x0 was observed to be rigid
  - x8 was observed to be rigid
  - x4 was observed to be fibrous
  - x5 was observed to be hollow
  - x0 was observed to be hollow
  - x8 was observed to be porous
  - x4 was observed to be hollow
  - x1 was observed to be rigid
  - x4 was observed to be rigid
  - x0 was observed to be porous
  - x5 was observed to be porous
  - x1 was observed to be warm
What is the consistent ontology?

{candidates: [(candidate opt_b [(prop kes fibrous) (sub mor tav) (prop zun porous) (type tav) (type kes) (inst x4 kes) (prop quen warm) (inst x5 zun) (sub kes quen) (sub quen tav) (inst x1 quen) (prop tav rigid) (sub zun mor) (type zun) (prop mor hollow) (inst x0 zun) (inst x8 zun) (type quen) (type mor)]) (candidate opt_a [(type zun) (inst x0 zun) (inst x1 quen) (type quen) (sub quen tav) (type kes) (sub mor tav) (type mor) (prop tav rigid) (type tav) (inst x8 zun) (prop mor hollow) (inst x5 zun) (prop kes fibrous) (inst x4 kes) (prop zun porous) (prop quen warm) (sub kes mor) (sub zun mor)]) (candidate opt_c [(inst x8 zun) (prop kes fibrous) (sub mor tav) (sub zun mor) (inst x0 zun) (type quen) (prop quen warm) (inst x5 zun) (inst x1 quen) (type mor) (inst x4 kes) (prop tav rigid) (type kes) (sub quen tav) (type zun) (sub kes mor) (prop mor hollow) (type tav)]) (candidate opt_d [(sub zun mor) (prop quen warm) (prop tav porous) (type mor) (type tav) (sub quen tav) (prop mor hollow) (type kes) (sub kes mor) (prop tav rigid) (inst x5 zun) (inst x4 kes) (inst x1 quen) (inst x8 zun) (type zun) (inst x0 zun) (sub mor tav) (prop kes fibrous) (type quen)])], entities: [x0 x1 x4 x5 x8], observations: [(observed x8 hollow) (observed x5 rigid) (observed x0 rigid) (observed x8 rigid) (observed x4 fibrous) (observed x5 hollow) (observed x0 hollow) (observed x8 porous) (observed x4 hollow) (observed x1 rigid) (observed x4 rigid) (observed x0 porous) (observed x5 porous) (observed x1 warm)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_b kes ist fibrous, mor weniger tav, zun ist poröser, type tav, type kes, x4 ist kes, quen ist warmer, x5 ist zun, kes weniger quen, quen weniger tav, x1 ist quen, tav ist steifer, zun weniger mor, type zun, mor ist hohler, x0 ist zun, x8 ist zun, type quen und type mor
  - opt_a type zun, x0 ist zun, x1 ist quen, type quen, quen weniger tav, type kes, mor weniger tav, type mor, tav ist steifer, type tav, x8 ist zun, mor ist hohler, x5 ist zun, kes ist fibrous, x4 ist kes, zun ist poröser, quen ist warmer, kes weniger mor und zun weniger mor
  - opt_c x8 ist zun, kes ist fibrous, mor weniger tav, zun weniger mor, x0 ist zun, type quen, quen ist warmer, x5 ist zun, x1 ist quen, type mor, x4 ist kes, tav ist steifer, type kes, quen weniger tav, type zun, kes weniger mor, mor ist hohler und type tav
  - opt_d zun weniger mor, quen ist warmer, tav ist poröser, type mor, type tav, quen weniger tav, mor ist hohler, type kes, kes weniger mor, tav ist steifer, x5 ist zun, x4 ist kes, x1 ist quen, x8 ist zun, type zun, x0 ist zun, mor weniger tav, kes ist fibrous und type quen
Die Entitäten sind:
  - x0
  - x1
  - x4
  - x5
  - x8
Beobachtungen:
  - x8 beobachten hohle
  - x5 beobachten steife
  - x0 beobachten steife
  - x8 beobachten steife
  - x4 beobachten fibrous
  - x5 beobachten hohle
  - x0 beobachten hohle
  - x8 beobachten poröse
  - x4 beobachten hohle
  - x1 beobachten steife
  - x4 beobachten steife
  - x0 beobachten poröse
  - x5 beobachten poröse
  - x1 beobachten warme
Was beständig Ontologie?

Кандѝда̄т:
  - opt_b kes би̏ти fibrous, mor minus tav, zun би̏ти porous, ти̑п tav, ти̑п kes, x4 би̏ти kes, quen би̏ти то̏пао, x5 би̏ти zun, kes minus quen, quen minus tav, x1 би̏ти quen, tav би̏ти rigid, zun minus mor, ти̑п zun, mor би̏ти hollow, x0 би̏ти zun, x8 би̏ти zun, ти̑п quen и ти̑п mor
  - opt_a ти̑п zun, x0 би̏ти zun, x1 би̏ти quen, ти̑п quen, quen minus tav, ти̑п kes, mor minus tav, ти̑п mor, tav би̏ти rigid, ти̑п tav, x8 би̏ти zun, mor би̏ти hollow, x5 би̏ти zun, kes би̏ти fibrous, x4 би̏ти kes, zun би̏ти porous, quen би̏ти то̏пао, kes minus mor и zun minus mor
  - opt_c x8 би̏ти zun, kes би̏ти fibrous, mor minus tav, zun minus mor, x0 би̏ти zun, ти̑п quen, quen би̏ти то̏пао, x5 би̏ти zun, x1 би̏ти quen, ти̑п mor, x4 би̏ти kes, tav би̏ти rigid, ти̑п kes, quen minus tav, ти̑п zun, kes minus mor, mor би̏ти hollow и ти̑п tav
  - opt_d zun minus mor, quen би̏ти то̏пао, tav би̏ти porous, ти̑п mor, ти̑п tav, quen minus tav, mor би̏ти hollow, ти̑п kes, kes minus mor, tav би̏ти rigid, x5 би̏ти zun, x4 би̏ти kes, x1 би̏ти quen, x8 би̏ти zun, ти̑п zun, x0 би̏ти zun, mor minus tav, kes би̏ти fibrous и ти̑п quen
Ентѝте̄т:
  - x0
  - x1
  - x4
  - x5
  - x8
Опа́жа̄ње:
  - x8 прома́трати hollow
  - x5 прома́трати rigid
  - x0 прома́трати rigid
  - x8 прома́трати rigid
  - x4 прома́трати fibrous
  - x5 прома́трати hollow
  - x0 прома́трати hollow
  - x8 прома́трати porous
  - x4 прома́трати hollow
  - x1 прома́трати rigid
  - x4 прома́трати rigid
  - x0 прома́трати porous
  - x5 прома́трати porous
  - x1 прома́трати то̏пао
Consistent ontològija kakav?

Ehdokkaat:
  - opt_b kes on runsaskuituinen, mor miinus tav, zun on huokoinen, luokka tav, luokka kes, x4 on kes, quen on lämmin, x5 on zun, kes miinus quen, quen miinus tav, x1 on quen, tav on jäykkä, zun miinus mor, luokka zun, mor on ontto, x0 on zun, x8 on zun, luokka quen ja luokka mor
  - opt_a luokka zun, x0 on zun, x1 on quen, luokka quen, quen miinus tav, luokka kes, mor miinus tav, luokka mor, tav on jäykkä, luokka tav, x8 on zun, mor on ontto, x5 on zun, kes on runsaskuituinen, x4 on kes, zun on huokoinen, quen on lämmin, kes miinus mor ja zun miinus mor
  - opt_c x8 on zun, kes on runsaskuituinen, mor miinus tav, zun miinus mor, x0 on zun, luokka quen, quen on lämmin, x5 on zun, x1 on quen, luokka mor, x4 on kes, tav on jäykkä, luokka kes, quen miinus tav, luokka zun, kes miinus mor, mor on ontto ja luokka tav
  - opt_d zun miinus mor, quen on lämmin, tav on huokoinen, luokka mor, luokka tav, quen miinus tav, mor on ontto, luokka kes, kes miinus mor, tav on jäykkä, x5 on zun, x4 on kes, x1 on quen, x8 on zun, luokka zun, x0 on zun, mor miinus tav, kes on runsaskuituinen ja luokka quen
Olennot:
  - x0
  - x1
  - x4
  - x5
  - x8
Havainnoinnit:
  - x8 havainnoida ontto
  - x5 havainnoida jäykkä
  - x0 havainnoida jäykkä
  - x8 havainnoida jäykkä
  - x4 havainnoida runsaskuituinen
  - x5 havainnoida ontto
  - x0 havainnoida ontto
  - x8 havainnoida huokoinen
  - x4 havainnoida ontto
  - x1 havainnoida jäykkä
  - x4 havainnoida jäykkä
  - x0 havainnoida huokoinen
  - x5 havainnoida huokoinen
  - x1 havainnoida lämmin
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项B：凯斯是纤维状的、莫尔减塔夫、尊恩是多孔的、类型：塔夫、类型：凯斯、x4是凯斯、昆恩是温暖的、x5是尊恩、凯斯减昆恩、昆恩减塔夫、x1是昆恩、塔夫是刚性的、尊恩减莫尔、类型：尊恩、莫尔是空心的、x0是尊恩、x8是尊恩、类型：昆恩和类型：莫尔
  - 选项A：类型：尊恩、x0是尊恩、x1是昆恩、类型：昆恩、昆恩减塔夫、类型：凯斯、莫尔减塔夫、类型：莫尔、塔夫是刚性的、类型：塔夫、x8是尊恩、莫尔是空心的、x5是尊恩、凯斯是纤维状的、x4是凯斯、尊恩是多孔的、昆恩是温暖的、凯斯减莫尔和尊恩减莫尔
  - 选项C：x8是尊恩、凯斯是纤维状的、莫尔减塔夫、尊恩减莫尔、x0是尊恩、类型：昆恩、昆恩是温暖的、x5是尊恩、x1是昆恩、类型：莫尔、x4是凯斯、塔夫是刚性的、类型：凯斯、昆恩减塔夫、类型：尊恩、凯斯减莫尔、莫尔是空心的和类型：塔夫
  - 选项D：尊恩减莫尔、昆恩是温暖的、塔夫是多孔的、类型：莫尔、类型：塔夫、昆恩减塔夫、莫尔是空心的、类型：凯斯、凯斯减莫尔、塔夫是刚性的、x5是尊恩、x4是凯斯、x1是昆恩、x8是尊恩、类型：尊恩、x0是尊恩、莫尔减塔夫、凯斯是纤维状的和类型：昆恩
实体如下：
  - x0
  - x1
  - x4
  - x5
  - x8
观察如下：
  - x8观察到空心的
  - x5观察到刚性的
  - x0观察到刚性的
  - x8观察到刚性的
  - x4观察到纤维状的
  - x5观察到空心的
  - x0观察到空心的
  - x8观察到多孔的
  - x4观察到空心的
  - x1观察到刚性的
  - x4观察到刚性的
  - x0观察到多孔的
  - x5观察到多孔的
  - x1观察到温暖的
consistent ontology什么？

候補者:
  - opt_b:kesfibrousです, mortavminus, zun多孔質のです, 種類:tav, 種類:kes, x4kesです, quen暖かいです, x5zunです, kesquenminus, quentavminus, x1quenです, tav硬いです, zunmorminus, 種類:zun, mor空っぽです, x0zunです, x8zunです, 種類:quenと種類:mor
  - opt_a:種類:zun, x0zunです, x1quenです, 種類:quen, quentavminus, 種類:kes, mortavminus, 種類:mor, tav硬いです, 種類:tav, x8zunです, mor空っぽです, x5zunです, kesfibrousです, x4kesです, zun多孔質のです, quen暖かいです, kesmorminusとzunmorminus
  - opt_c:x8zunです, kesfibrousです, mortavminus, zunmorminus, x0zunです, 種類:quen, quen暖かいです, x5zunです, x1quenです, 種類:mor, x4kesです, tav硬いです, 種類:kes, quentavminus, 種類:zun, kesmorminus, mor空っぽですと種類:tav
  - opt_d:zunmorminus, quen暖かいです, tav多孔質のです, 種類:mor, 種類:tav, quentavminus, mor空っぽです, 種類:kes, kesmorminus, tav硬いです, x5zunです, x4kesです, x1quenです, x8zunです, 種類:zun, x0zunです, mortavminus, kesfibrousですと種類:quen
実体:
  - x0
  - x1
  - x4
  - x5
  - x8
観察:
  - x8空っぽ観察する
  - x5硬い観察する
  - x0硬い観察する
  - x8硬い観察する
  - x4fibrous観察する
  - x5空っぽ観察する
  - x0空っぽ観察する
  - x8多孔質の観察する
  - x4空っぽ観察する
  - x1硬い観察する
  - x4硬い観察する
  - x0多孔質の観察する
  - x5多孔質の観察する
  - x1暖かい観察する
consistent存在論何と?

Adaylar:
  - opt_b: kes lifli, mor tav eksi, zun gözenekli, tip: tav, tip: kes, x4 kes, quen ılık, x5 zun, kes quen eksi, quen tav eksi, x1 quen, tav katı, zun mor eksi, tip: zun, mor içi boş, x0 zun, x8 zun, tip: quen ve tip: mor
  - opt_a: tip: zun, x0 zun, x1 quen, tip: quen, quen tav eksi, tip: kes, mor tav eksi, tip: mor, tav katı, tip: tav, x8 zun, mor içi boş, x5 zun, kes lifli, x4 kes, zun gözenekli, quen ılık, kes mor eksi ve zun mor eksi
  - opt_c: x8 zun, kes lifli, mor tav eksi, zun mor eksi, x0 zun, tip: quen, quen ılık, x5 zun, x1 quen, tip: mor, x4 kes, tav katı, tip: kes, quen tav eksi, tip: zun, kes mor eksi, mor içi boş ve tip: tav
  - opt_d: zun mor eksi, quen ılık, tav gözenekli, tip: mor, tip: tav, quen tav eksi, mor içi boş, tip: kes, kes mor eksi, tav katı, x5 zun, x4 kes, x1 quen, x8 zun, tip: zun, x0 zun, mor tav eksi, kes lifli ve tip: quen
Varlıklar:
  - x0
  - x1
  - x4
  - x5
  - x8
Gözlemler:
  - x8 içi boş gözlemlendi
  - x5 katı gözlemlendi
  - x0 katı gözlemlendi
  - x8 katı gözlemlendi
  - x4 lifli gözlemlendi
  - x5 içi boş gözlemlendi
  - x0 içi boş gözlemlendi
  - x8 gözenekli gözlemlendi
  - x4 içi boş gözlemlendi
  - x1 katı gözlemlendi
  - x4 katı gözlemlendi
  - x0 gözenekli gözlemlendi
  - x5 gözenekli gözlemlendi
  - x1 ılık gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_b kes fibrous، نَاقَص mor tav، zun porous، type tav، type kes، x4 kes، quen دَافِئ، x5 zun، نَاقَص kes quen، نَاقَص quen tav، x1 quen، tav rigid، نَاقَص zun mor، type zun، mor أَجْوَف، x0 zun، x8 zun، type quen وَـ type mor
  - opt_a type zun، x0 zun، x1 quen، type quen، نَاقَص quen tav، type kes، نَاقَص mor tav، type mor، tav rigid، type tav، x8 zun، mor أَجْوَف، x5 zun، kes fibrous، x4 kes، zun porous، quen دَافِئ، نَاقَص kes mor وَـ نَاقَص zun mor
  - opt_c x8 zun، kes fibrous، نَاقَص mor tav، نَاقَص zun mor، x0 zun، type quen، quen دَافِئ، x5 zun، x1 quen، type mor، x4 kes، tav rigid، type kes، نَاقَص quen tav، type zun، نَاقَص kes mor، mor أَجْوَف وَـ type tav
  - opt_d نَاقَص zun mor، quen دَافِئ، tav porous، type mor، type tav، نَاقَص quen tav، mor أَجْوَف، type kes، نَاقَص kes mor، tav rigid، x5 zun، x4 kes، x1 quen، x8 zun، type zun، x0 zun، نَاقَص mor tav، kes fibrous وَـ type quen
كِيَان:
  - x0
  - x1
  - x4
  - x5
  - x8
رَصْد:
  - لَاحَظَ x8 أَجْوَف
  - لَاحَظَ x5 rigid
  - لَاحَظَ x0 rigid
  - لَاحَظَ x8 rigid
  - لَاحَظَ x4 fibrous
  - لَاحَظَ x5 أَجْوَف
  - لَاحَظَ x0 أَجْوَف
  - لَاحَظَ x8 porous
  - لَاحَظَ x4 أَجْوَف
  - لَاحَظَ x1 rigid
  - لَاحَظَ x4 rigid
  - لَاحَظَ x0 porous
  - لَاحَظَ x5 porous
  - لَاحَظَ x1 دَافِئ
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_b kes fibrous ყოფნა, mor tav minus, zun porous ყოფნა, type tav, type kes, x4 kes ყოფნა, quen თბილი ყოფნა, x5 zun ყოფნა, kes quen minus, quen tav minus, x1 quen ყოფნა, tav მაგარი ყოფნა, zun mor minus, type zun, mor ცარიელი ყოფნა, x0 zun ყოფნა, x8 zun ყოფნა, type quen და type mor
  - opt_a type zun, x0 zun ყოფნა, x1 quen ყოფნა, type quen, quen tav minus, type kes, mor tav minus, type mor, tav მაგარი ყოფნა, type tav, x8 zun ყოფნა, mor ცარიელი ყოფნა, x5 zun ყოფნა, kes fibrous ყოფნა, x4 kes ყოფნა, zun porous ყოფნა, quen თბილი ყოფნა, kes mor minus და zun mor minus
  - opt_c x8 zun ყოფნა, kes fibrous ყოფნა, mor tav minus, zun mor minus, x0 zun ყოფნა, type quen, quen თბილი ყოფნა, x5 zun ყოფნა, x1 quen ყოფნა, type mor, x4 kes ყოფნა, tav მაგარი ყოფნა, type kes, quen tav minus, type zun, kes mor minus, mor ცარიელი ყოფნა და type tav
  - opt_d zun mor minus, quen თბილი ყოფნა, tav porous ყოფნა, type mor, type tav, quen tav minus, mor ცარიელი ყოფნა, type kes, kes mor minus, tav მაგარი ყოფნა, x5 zun ყოფნა, x4 kes ყოფნა, x1 quen ყოფნა, x8 zun ყოფნა, type zun, x0 zun ყოფნა, mor tav minus, kes fibrous ყოფნა და type quen
Არსებები:
  - x0
  - x1
  - x4
  - x5
  - x8
Დაკვირვება:
  - x8 ცარიელი აკვირდება
  - x5 მაგარი აკვირდება
  - x0 მაგარი აკვირდება
  - x8 მაგარი აკვირდება
  - x4 fibrous აკვირდება
  - x5 ცარიელი აკვირდება
  - x0 ცარიელი აკვირდება
  - x8 porous აკვირდება
  - x4 ცარიელი აკვირდება
  - x1 მაგარი აკვირდება
  - x4 მაგარი აკვირდება
  - x0 porous აკვირდება
  - x5 porous აკვირდება
  - x1 თბილი აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_b kes akaaka, minus mor tav, zun pōareare, pato tav, pato kes, x4 kes, quen mahana, x5 zun, minus kes quen, minus quen tav, x1 quen, tav torotika, minus zun mor, pato zun, mor kaiwaka, x0 zun, x8 zun, pato quen me pato mor
  - opt_a pato zun, x0 zun, x1 quen, pato quen, minus quen tav, pato kes, minus mor tav, pato mor, tav torotika, pato tav, x8 zun, mor kaiwaka, x5 zun, kes akaaka, x4 kes, zun pōareare, quen mahana, minus kes mor me minus zun mor
  - opt_c x8 zun, kes akaaka, minus mor tav, minus zun mor, x0 zun, pato quen, quen mahana, x5 zun, x1 quen, pato mor, x4 kes, tav torotika, pato kes, minus quen tav, pato zun, minus kes mor, mor kaiwaka me pato tav
  - opt_d minus zun mor, quen mahana, tav pōareare, pato mor, pato tav, minus quen tav, mor kaiwaka, pato kes, minus kes mor, tav torotika, x5 zun, x4 kes, x1 quen, x8 zun, pato zun, x0 zun, minus mor tav, kes akaaka me pato quen
Hinonga:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - observe x8 kaiwaka
  - observe x5 torotika
  - observe x0 torotika
  - observe x8 torotika
  - observe x4 akaaka
  - observe x5 kaiwaka
  - observe x0 kaiwaka
  - observe x8 pōareare
  - observe x4 kaiwaka
  - observe x1 torotika
  - observe x4 torotika
  - observe x0 pōareare
  - observe x5 pōareare
  - observe x1 mahana
Consistent ontology unutai?

Candidates:
  - opt_b kes là fibrous, mor trừ tav, zun là porous, loại tav, loại kes, x4 là kes, quen là warm, x5 là zun, kes trừ quen, quen trừ tav, x1 là quen, tav là cứng ngắc, zun trừ mor, loại zun, mor là rỗng, x0 là zun, x8 là zun, loại quen và loại mor
  - opt_a loại zun, x0 là zun, x1 là quen, loại quen, quen trừ tav, loại kes, mor trừ tav, loại mor, tav là cứng ngắc, loại tav, x8 là zun, mor là rỗng, x5 là zun, kes là fibrous, x4 là kes, zun là porous, quen là warm, kes trừ mor và zun trừ mor
  - opt_c x8 là zun, kes là fibrous, mor trừ tav, zun trừ mor, x0 là zun, loại quen, quen là warm, x5 là zun, x1 là quen, loại mor, x4 là kes, tav là cứng ngắc, loại kes, quen trừ tav, loại zun, kes trừ mor, mor là rỗng và loại tav
  - opt_d zun trừ mor, quen là warm, tav là porous, loại mor, loại tav, quen trừ tav, mor là rỗng, loại kes, kes trừ mor, tav là cứng ngắc, x5 là zun, x4 là kes, x1 là quen, x8 là zun, loại zun, x0 là zun, mor trừ tav, kes là fibrous và loại quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 quan sát rỗng
  - x5 quan sát cứng ngắc
  - x0 quan sát cứng ngắc
  - x8 quan sát cứng ngắc
  - x4 quan sát fibrous
  - x5 quan sát rỗng
  - x0 quan sát rỗng
  - x8 quan sát porous
  - x4 quan sát rỗng
  - x1 quan sát cứng ngắc
  - x4 quan sát cứng ngắc
  - x0 quan sát porous
  - x5 quan sát porous
  - x1 quan sát warm
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_b:kesถูกfibrous, morminustav, zunถูกporous, ประเภท:tav, ประเภท:kes, x4ถูกkes, quenถูกอุ่น, x5ถูกzun, kesminusquen, quenminustav, x1ถูกquen, tavถูกrigid, zunminusmor, ประเภท:zun, morถูกกลวง, x0ถูกzun, x8ถูกzun, ประเภท:quenและประเภท:mor
  - opt_a:ประเภท:zun, x0ถูกzun, x1ถูกquen, ประเภท:quen, quenminustav, ประเภท:kes, morminustav, ประเภท:mor, tavถูกrigid, ประเภท:tav, x8ถูกzun, morถูกกลวง, x5ถูกzun, kesถูกfibrous, x4ถูกkes, zunถูกporous, quenถูกอุ่น, kesminusmorและzunminusmor
  - opt_c:x8ถูกzun, kesถูกfibrous, morminustav, zunminusmor, x0ถูกzun, ประเภท:quen, quenถูกอุ่น, x5ถูกzun, x1ถูกquen, ประเภท:mor, x4ถูกkes, tavถูกrigid, ประเภท:kes, quenminustav, ประเภท:zun, kesminusmor, morถูกกลวงและประเภท:tav
  - opt_d:zunminusmor, quenถูกอุ่น, tavถูกporous, ประเภท:mor, ประเภท:tav, quenminustav, morถูกกลวง, ประเภท:kes, kesminusmor, tavถูกrigid, x5ถูกzun, x4ถูกkes, x1ถูกquen, x8ถูกzun, ประเภท:zun, x0ถูกzun, morminustav, kesถูกfibrousและประเภท:quen
entities:
  - x0
  - x1
  - x4
  - x5
  - x8
การสังเกต:
  - x8สังเกตกลวง
  - x5สังเกตrigid
  - x0สังเกตrigid
  - x8สังเกตrigid
  - x4สังเกตfibrous
  - x5สังเกตกลวง
  - x0สังเกตกลวง
  - x8สังเกตporous
  - x4สังเกตกลวง
  - x1สังเกตrigid
  - x4สังเกตrigid
  - x0สังเกตporous
  - x5สังเกตporous
  - x1สังเกตอุ่น
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_b kes fibrous, mor tav கழித்தல், zun porous, type tav, type kes, x4 kes, quen இதமாக, x5 zun, kes quen கழித்தல், quen tav கழித்தல், x1 quen, tav rigid, zun mor கழித்தல், type zun, mor hollow, x0 zun, x8 zun, type quen மற்றும் type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen tav கழித்தல், type kes, mor tav கழித்தல், type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen இதமாக, kes mor கழித்தல் மற்றும் zun mor கழித்தல்
  - opt_c x8 zun, kes fibrous, mor tav கழித்தல், zun mor கழித்தல், x0 zun, type quen, quen இதமாக, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen tav கழித்தல், type zun, kes mor கழித்தல், mor hollow மற்றும் type tav
  - opt_d zun mor கழித்தல், quen இதமாக, tav porous, type mor, type tav, quen tav கழித்தல், mor hollow, type kes, kes mor கழித்தல், tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor tav கழித்தல், kes fibrous மற்றும் type quen
entities:
  - x0
  - x1
  - x4
  - x5
  - x8
observations:
  - x8 hollow observe
  - x5 rigid observe
  - x0 rigid observe
  - x8 rigid observe
  - x4 fibrous observe
  - x5 hollow observe
  - x0 hollow observe
  - x8 porous observe
  - x4 hollow observe
  - x1 rigid observe
  - x4 rigid observe
  - x0 porous observe
  - x5 porous observe
  - x1 இதமாக observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_b: kes ni fibrous, mor minus tav, zun ni porous, type: tav, type: kes, x4 ni kes, quen ni vuguvugu, x5 ni zun, kes minus quen, quen minus tav, x1 ni quen, tav ni rigid, zun minus mor, type: zun, mor ni hollow, x0 ni zun, x8 ni zun, type: quen na type: mor
  - opt_a: type: zun, x0 ni zun, x1 ni quen, type: quen, quen minus tav, type: kes, mor minus tav, type: mor, tav ni rigid, type: tav, x8 ni zun, mor ni hollow, x5 ni zun, kes ni fibrous, x4 ni kes, zun ni porous, quen ni vuguvugu, kes minus mor na zun minus mor
  - opt_c: x8 ni zun, kes ni fibrous, mor minus tav, zun minus mor, x0 ni zun, type: quen, quen ni vuguvugu, x5 ni zun, x1 ni quen, type: mor, x4 ni kes, tav ni rigid, type: kes, quen minus tav, type: zun, kes minus mor, mor ni hollow na type: tav
  - opt_d: zun minus mor, quen ni vuguvugu, tav ni porous, type: mor, type: tav, quen minus tav, mor ni hollow, type: kes, kes minus mor, tav ni rigid, x5 ni zun, x4 ni kes, x1 ni quen, x8 ni zun, type: zun, x0 ni zun, mor minus tav, kes ni fibrous na type: quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Uchunguzi:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe vuguvugu
Consistent ontology nini?

Candidates:
  - opt_b kes fibrous átʼé, mor tav minus, zun porous átʼé, type tav, type kes, x4 kes átʼé, quen warm átʼé, x5 zun átʼé, kes quen minus, quen tav minus, x1 quen átʼé, tav rigid átʼé, zun mor minus, type zun, mor hollow átʼé, x0 zun átʼé, x8 zun átʼé, type quen dóó type mor
  - opt_a type zun, x0 zun átʼé, x1 quen átʼé, type quen, quen tav minus, type kes, mor tav minus, type mor, tav rigid átʼé, type tav, x8 zun átʼé, mor hollow átʼé, x5 zun átʼé, kes fibrous átʼé, x4 kes átʼé, zun porous átʼé, quen warm átʼé, kes mor minus dóó zun mor minus
  - opt_c x8 zun átʼé, kes fibrous átʼé, mor tav minus, zun mor minus, x0 zun átʼé, type quen, quen warm átʼé, x5 zun átʼé, x1 quen átʼé, type mor, x4 kes átʼé, tav rigid átʼé, type kes, quen tav minus, type zun, kes mor minus, mor hollow átʼé dóó type tav
  - opt_d zun mor minus, quen warm átʼé, tav porous átʼé, type mor, type tav, quen tav minus, mor hollow átʼé, type kes, kes mor minus, tav rigid átʼé, x5 zun átʼé, x4 kes átʼé, x1 quen átʼé, x8 zun átʼé, type zun, x0 zun átʼé, mor tav minus, kes fibrous átʼé dóó type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 hollow observe
  - x5 rigid observe
  - x0 rigid observe
  - x8 rigid observe
  - x4 fibrous observe
  - x5 hollow observe
  - x0 hollow observe
  - x8 porous observe
  - x4 hollow observe
  - x1 rigid observe
  - x4 rigid observe
  - x0 porous observe
  - x5 porous observe
  - x1 warm observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_b kes fibrous a, mor tav minus, zun porous a, type tav, type kes, x4 kes a, quen warm a, x5 zun a, kes quen minus, quen tav minus, x1 quen a, tav rigid a, zun mor minus, type zun, mor hollow a, x0 zun a, x8 zun a, type quen aamma type mor
  - opt_a type zun, x0 zun a, x1 quen a, type quen, quen tav minus, type kes, mor tav minus, type mor, tav rigid a, type tav, x8 zun a, mor hollow a, x5 zun a, kes fibrous a, x4 kes a, zun porous a, quen warm a, kes mor minus aamma zun mor minus
  - opt_c x8 zun a, kes fibrous a, mor tav minus, zun mor minus, x0 zun a, type quen, quen warm a, x5 zun a, x1 quen a, type mor, x4 kes a, tav rigid a, type kes, quen tav minus, type zun, kes mor minus, mor hollow a aamma type tav
  - opt_d zun mor minus, quen warm a, tav porous a, type mor, type tav, quen tav minus, mor hollow a, type kes, kes mor minus, tav rigid a, x5 zun a, x4 kes a, x1 quen a, x8 zun a, type zun, x0 zun a, mor tav minus, kes fibrous a aamma type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 hollow observe
  - x5 rigid observe
  - x0 rigid observe
  - x8 rigid observe
  - x4 fibrous observe
  - x5 hollow observe
  - x0 hollow observe
  - x8 porous observe
  - x4 hollow observe
  - x1 rigid observe
  - x4 rigid observe
  - x0 porous observe
  - x5 porous observe
  - x1 warm observe
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen na type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes minus mor na zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow na type tav
  - opt_d zun minus mor, quen warm, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous na type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, sësàphitehike tav, sësàphitehike kes, x4 kes, quen warm, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, sësàphitehike zun, mor hollow, x0 zun, x8 zun, sësàphitehike quen sësàphitehike mor
  - opt_a sësàphitehike zun, x0 zun, x1 quen, sësàphitehike quen, quen minus tav, sësàphitehike kes, mor minus tav, sësàphitehike mor, tav rigid, sësàphitehike tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes minus mor zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, sësàphitehike quen, quen warm, x5 zun, x1 quen, sësàphitehike mor, x4 kes, tav rigid, sësàphitehike kes, quen minus tav, sësàphitehike zun, kes minus mor, mor hollow sësàphitehike tav
  - opt_d zun minus mor, quen warm, tav porous, sësàphitehike mor, sësàphitehike tav, quen minus tav, mor hollow, sësàphitehike kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, sësàphitehike zun, x0 zun, mor minus tav, kes fibrous sësàphitehike quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology kwèch?

Candidates:
  - opt_b kes хила fibrous, mor minus tav, zun хила porous, type tav, type kes, x4 хила kes, quen хила мела, x5 хила zun, kes minus quen, quen minus tav, x1 хила quen, tav хила rigid, zun minus mor, type zun, mor хила hollow, x0 хила zun, x8 хила zun, type quen а type mor
  - opt_a type zun, x0 хила zun, x1 хила quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav хила rigid, type tav, x8 хила zun, mor хила hollow, x5 хила zun, kes хила fibrous, x4 хила kes, zun хила porous, quen хила мела, kes minus mor а zun minus mor
  - opt_c x8 хила zun, kes хила fibrous, mor minus tav, zun minus mor, x0 хила zun, type quen, quen хила мела, x5 хила zun, x1 хила quen, type mor, x4 хила kes, tav хила rigid, type kes, quen minus tav, type zun, kes minus mor, mor хила hollow а type tav
  - opt_d zun minus mor, quen хила мела, tav хила porous, type mor, type tav, quen minus tav, mor хила hollow, type kes, kes minus mor, tav хила rigid, x5 хила zun, x4 хила kes, x1 хила quen, x8 хила zun, type zun, x0 хила zun, mor minus tav, kes хила fibrous а type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe мела
Consistent ontology фу?

후보자:
  - opt_b kes fibrous, mor tav 빼기, zun porous, 유형 tav, 유형 kes, x4 kes, quen 따뜻하다, x5 zun, kes quen 빼기, quen tav 빼기, x1 quen, tav rigid, zun mor 빼기, 유형 zun, mor hollow, x0 zun, x8 zun, 유형 quen 유형 mor
  - opt_a 유형 zun, x0 zun, x1 quen, 유형 quen, quen tav 빼기, 유형 kes, mor tav 빼기, 유형 mor, tav rigid, 유형 tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen 따뜻하다, kes mor 빼기 zun mor 빼기
  - opt_c x8 zun, kes fibrous, mor tav 빼기, zun mor 빼기, x0 zun, 유형 quen, quen 따뜻하다, x5 zun, x1 quen, 유형 mor, x4 kes, tav rigid, 유형 kes, quen tav 빼기, 유형 zun, kes mor 빼기, mor hollow 유형 tav
  - opt_d zun mor 빼기, quen 따뜻하다, tav porous, 유형 mor, 유형 tav, quen tav 빼기, mor hollow, 유형 kes, kes mor 빼기, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, 유형 zun, x0 zun, mor tav 빼기, kes fibrous 유형 quen
실재:
  - x0
  - x1
  - x4
  - x5
  - x8
관찰:
  - x8 hollow 관찰하다
  - x5 rigid 관찰하다
  - x0 rigid 관찰하다
  - x8 rigid 관찰하다
  - x4 fibrous 관찰하다
  - x5 hollow 관찰하다
  - x0 hollow 관찰하다
  - x8 porous 관찰하다
  - x4 hollow 관찰하다
  - x1 rigid 관찰하다
  - x4 rigid 관찰하다
  - x0 porous 관찰하다
  - x5 porous 관찰하다
  - x1 따뜻하다 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_b kes fibrous dago, mor tav ken, zun porous dago, mota tav, mota kes, x4 kes dago, quen warm dago, x5 zun dago, kes quen ken, quen tav ken, x1 quen dago, tav rigid dago, zun mor ken, mota zun, mor hollow dago, x0 zun dago, x8 zun dago, mota quen eta mota mor
  - opt_a mota zun, x0 zun dago, x1 quen dago, mota quen, quen tav ken, mota kes, mor tav ken, mota mor, tav rigid dago, mota tav, x8 zun dago, mor hollow dago, x5 zun dago, kes fibrous dago, x4 kes dago, zun porous dago, quen warm dago, kes mor ken eta zun mor ken
  - opt_c x8 zun dago, kes fibrous dago, mor tav ken, zun mor ken, x0 zun dago, mota quen, quen warm dago, x5 zun dago, x1 quen dago, mota mor, x4 kes dago, tav rigid dago, mota kes, quen tav ken, mota zun, kes mor ken, mor hollow dago eta mota tav
  - opt_d zun mor ken, quen warm dago, tav porous dago, mota mor, mota tav, quen tav ken, mor hollow dago, mota kes, kes mor ken, tav rigid dago, x5 zun dago, x4 kes dago, x1 quen dago, x8 zun dago, mota zun, x0 zun dago, mor tav ken, kes fibrous dago eta mota quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 hollow observe
  - x5 rigid observe
  - x0 rigid observe
  - x8 rigid observe
  - x4 fibrous observe
  - x5 hollow observe
  - x0 hollow observe
  - x8 porous observe
  - x4 hollow observe
  - x1 rigid observe
  - x4 rigid observe
  - x0 porous observe
  - x5 porous observe
  - x1 warm observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen ᎠᎴ type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes minus mor ᎠᎴ zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow ᎠᎴ type tav
  - opt_d zun minus mor, quen warm, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous ᎠᎴ type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
What consistent ontology?

Candidates:
  - opt_b kes tiyay fibrous, mor minus tav, zun tiyay porous, type tav, type kes, x4 tiyay kes, quen tiyay q’uñi, x5 tiyay zun, kes minus quen, quen minus tav, x1 tiyay quen, tav tiyay rigid, zun minus mor, type zun, mor tiyay hollow, x0 tiyay zun, x8 tiyay zun, type quen type mor
  - opt_a type zun, x0 tiyay zun, x1 tiyay quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav tiyay rigid, type tav, x8 tiyay zun, mor tiyay hollow, x5 tiyay zun, kes tiyay fibrous, x4 tiyay kes, zun tiyay porous, quen tiyay q’uñi, kes minus mor zun minus mor
  - opt_c x8 tiyay zun, kes tiyay fibrous, mor minus tav, zun minus mor, x0 tiyay zun, type quen, quen tiyay q’uñi, x5 tiyay zun, x1 tiyay quen, type mor, x4 tiyay kes, tav tiyay rigid, type kes, quen minus tav, type zun, kes minus mor, mor tiyay hollow type tav
  - opt_d zun minus mor, quen tiyay q’uñi, tav tiyay porous, type mor, type tav, quen minus tav, mor tiyay hollow, type kes, kes minus mor, tav tiyay rigid, x5 tiyay zun, x4 tiyay kes, x1 tiyay quen, x8 tiyay zun, type zun, x0 tiyay zun, mor minus tav, kes tiyay fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 qhaway hollow
  - x5 qhaway rigid
  - x0 qhaway rigid
  - x8 qhaway rigid
  - x4 qhaway fibrous
  - x5 qhaway hollow
  - x0 qhaway hollow
  - x8 qhaway porous
  - x4 qhaway hollow
  - x1 qhaway rigid
  - x4 qhaway rigid
  - x0 qhaway porous
  - x5 qhaway porous
  - x1 qhaway q’uñi
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor tav minus, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes quen minus, quen tav minus, x1 quen, tav rigid, zun mor minus, type zun, mor hollow, x0 zun, x8 zun, type quen ыкӏи type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen tav minus, type kes, mor tav minus, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes mor minus ыкӏи zun mor minus
  - opt_c x8 zun, kes fibrous, mor tav minus, zun mor minus, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen tav minus, type zun, kes mor minus, mor hollow ыкӏи type tav
  - opt_d zun mor minus, quen warm, tav porous, type mor, type tav, quen tav minus, mor hollow, type kes, kes mor minus, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor tav minus, kes fibrous ыкӏи type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 hollow observe
  - x5 rigid observe
  - x0 rigid observe
  - x8 rigid observe
  - x4 fibrous observe
  - x5 hollow observe
  - x0 hollow observe
  - x8 porous observe
  - x4 hollow observe
  - x1 rigid observe
  - x4 rigid observe
  - x0 porous observe
  - x5 porous observe
  - x1 warm observe
Consistent ontology сыд?

Candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen kub, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen thiab type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen kub, kes minus mor thiab zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen kub, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow thiab type tav
  - opt_d zun minus mor, quen kub, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous thiab type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe kub
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes minus mor zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow type tav
  - opt_d zun minus mor, quen warm, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology ining-jak?

Candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen micha' type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes minus mor micha' zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow micha' type tav
  - opt_d zun minus mor, quen warm, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous micha' type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology nanta?

Candidates:
  - opt_b kes fibrous, mor tav minus, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes quen minus, quen tav minus, x1 quen, tav rigid, zun mor minus, type zun, mor hollow, x0 zun, x8 zun, type quen カ type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen tav minus, type kes, mor tav minus, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes mor minus カ zun mor minus
  - opt_c x8 zun, kes fibrous, mor tav minus, zun mor minus, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen tav minus, type zun, kes mor minus, mor hollow カ type tav
  - opt_d zun mor minus, quen warm, tav porous, type mor, type tav, quen tav minus, mor hollow, type kes, kes mor minus, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor tav minus, kes fibrous カ type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 hollow observe
  - x5 rigid observe
  - x0 rigid observe
  - x8 rigid observe
  - x4 fibrous observe
  - x5 hollow observe
  - x0 hollow observe
  - x8 porous observe
  - x4 hollow observe
  - x1 rigid observe
  - x4 rigid observe
  - x0 porous observe
  - x5 porous observe
  - x1 warm observe
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen ынкъам type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes minus mor ынкъам zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow ынкъам type tav
  - opt_d zun minus mor, quen warm, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous ынкъам type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology what?

Candidates:
  - opt_b kes yan fibrous, mor minus tav, zun yan porous, type tav, type kes, x4 yan kes, quen yan warm, x5 yan zun, kes minus quen, quen minus tav, x1 yan quen, tav yan rigid, zun minus mor, type zun, mor yan hollow, x0 yan zun, x8 yan zun, type quen yéetel type mor
  - opt_a type zun, x0 yan zun, x1 yan quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav yan rigid, type tav, x8 yan zun, mor yan hollow, x5 yan zun, kes yan fibrous, x4 yan kes, zun yan porous, quen yan warm, kes minus mor yéetel zun minus mor
  - opt_c x8 yan zun, kes yan fibrous, mor minus tav, zun minus mor, x0 yan zun, type quen, quen yan warm, x5 yan zun, x1 yan quen, type mor, x4 yan kes, tav yan rigid, type kes, quen minus tav, type zun, kes minus mor, mor yan hollow yéetel type tav
  - opt_d zun minus mor, quen yan warm, tav yan porous, type mor, type tav, quen minus tav, mor yan hollow, type kes, kes minus mor, tav yan rigid, x5 yan zun, x4 yan kes, x1 yan quen, x8 yan zun, type zun, x0 yan zun, mor minus tav, kes yan fibrous yéetel type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes minus mor zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow type tav
  - opt_d zun minus mor, quen warm, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology híli?

Candidates:
  - opt_b kes fibrous, mor tav minus, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes quen minus, quen tav minus, x1 quen, tav rigid, zun mor minus, type zun, mor hollow, x0 zun, x8 zun, type quen na type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen tav minus, type kes, mor tav minus, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes mor minus na zun mor minus
  - opt_c x8 zun, kes fibrous, mor tav minus, zun mor minus, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen tav minus, type zun, kes mor minus, mor hollow na type tav
  - opt_d zun mor minus, quen warm, tav porous, type mor, type tav, quen tav minus, mor hollow, type kes, kes mor minus, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor tav minus, kes fibrous na type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 hollow observe
  - x5 rigid observe
  - x0 rigid observe
  - x8 rigid observe
  - x4 fibrous observe
  - x5 hollow observe
  - x0 hollow observe
  - x8 porous observe
  - x4 hollow observe
  - x1 rigid observe
  - x4 rigid observe
  - x0 porous observe
  - x5 porous observe
  - x1 warm observe
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen aku, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen aku, kes minus mor zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen aku, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow type tav
  - opt_d zun minus mor, quen aku, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe aku
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor tav minus, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes quen minus, quen tav minus, x1 quen, tav rigid, zun mor minus, type zun, mor hollow, x0 zun, x8 zun, type quen type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen tav minus, type kes, mor tav minus, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes mor minus zun mor minus
  - opt_c x8 zun, kes fibrous, mor tav minus, zun mor minus, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen tav minus, type zun, kes mor minus, mor hollow type tav
  - opt_d zun mor minus, quen warm, tav porous, type mor, type tav, quen tav minus, mor hollow, type kes, kes mor minus, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor tav minus, kes fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 hollow observe
  - x5 rigid observe
  - x0 rigid observe
  - x8 rigid observe
  - x4 fibrous observe
  - x5 hollow observe
  - x0 hollow observe
  - x8 porous observe
  - x4 hollow observe
  - x1 rigid observe
  - x4 rigid observe
  - x0 porous observe
  - x5 porous observe
  - x1 warm observe
Consistent ontology what?

Candidates:
  - opt_b kes ǀîi fibrous, mor minus tav, zun ǀîi porous, type tav, type kes, x4 ǀîi kes, quen ǀîi ǁqhàã, x5 ǀîi zun, kes minus quen, quen minus tav, x1 ǀîi quen, tav ǀîi rigid, zun minus mor, type zun, mor ǀîi hollow, x0 ǀîi zun, x8 ǀîi zun, type quen ǂʻá type mor
  - opt_a type zun, x0 ǀîi zun, x1 ǀîi quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav ǀîi rigid, type tav, x8 ǀîi zun, mor ǀîi hollow, x5 ǀîi zun, kes ǀîi fibrous, x4 ǀîi kes, zun ǀîi porous, quen ǀîi ǁqhàã, kes minus mor ǂʻá zun minus mor
  - opt_c x8 ǀîi zun, kes ǀîi fibrous, mor minus tav, zun minus mor, x0 ǀîi zun, type quen, quen ǀîi ǁqhàã, x5 ǀîi zun, x1 ǀîi quen, type mor, x4 ǀîi kes, tav ǀîi rigid, type kes, quen minus tav, type zun, kes minus mor, mor ǀîi hollow ǂʻá type tav
  - opt_d zun minus mor, quen ǀîi ǁqhàã, tav ǀîi porous, type mor, type tav, quen minus tav, mor ǀîi hollow, type kes, kes minus mor, tav ǀîi rigid, x5 ǀîi zun, x4 ǀîi kes, x1 ǀîi quen, x8 ǀîi zun, type zun, x0 ǀîi zun, mor minus tav, kes ǀîi fibrous ǂʻá type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe ǁqhàã
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor tav minus, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes quen minus, quen tav minus, x1 quen, tav rigid, zun mor minus, type zun, mor hollow, x0 zun, x8 zun, type quen type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen tav minus, type kes, mor tav minus, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes mor minus zun mor minus
  - opt_c x8 zun, kes fibrous, mor tav minus, zun mor minus, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen tav minus, type zun, kes mor minus, mor hollow type tav
  - opt_d zun mor minus, quen warm, tav porous, type mor, type tav, quen tav minus, mor hollow, type kes, kes mor minus, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor tav minus, kes fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 hollow observe
  - x5 rigid observe
  - x0 rigid observe
  - x8 rigid observe
  - x4 fibrous observe
  - x5 hollow observe
  - x0 hollow observe
  - x8 porous observe
  - x4 hollow observe
  - x1 rigid observe
  - x4 rigid observe
  - x0 porous observe
  - x5 porous observe
  - x1 warm observe
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes minus mor zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow type tav
  - opt_d zun minus mor, quen warm, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor tav minus, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes quen minus, quen tav minus, x1 quen, tav rigid, zun mor minus, type zun, mor hollow, x0 zun, x8 zun, type quen type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen tav minus, type kes, mor tav minus, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes mor minus zun mor minus
  - opt_c x8 zun, kes fibrous, mor tav minus, zun mor minus, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen tav minus, type zun, kes mor minus, mor hollow type tav
  - opt_d zun mor minus, quen warm, tav porous, type mor, type tav, quen tav minus, mor hollow, type kes, kes mor minus, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor tav minus, kes fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 hollow observe
  - x5 rigid observe
  - x0 rigid observe
  - x8 rigid observe
  - x4 fibrous observe
  - x5 hollow observe
  - x0 hollow observe
  - x8 porous observe
  - x4 hollow observe
  - x1 rigid observe
  - x4 rigid observe
  - x0 porous observe
  - x5 porous observe
  - x1 warm observe
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes minus mor zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow type tav
  - opt_d zun minus mor, quen warm, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology what?

Candidates:
  - opt_b kes nemi fibrous, mor minus tav, zun nemi porous, type tav, type kes, x4 nemi kes, quen nemi warm, x5 nemi zun, kes minus quen, quen minus tav, x1 nemi quen, tav nemi rigid, zun minus mor, type zun, mor nemi hollow, x0 nemi zun, x8 nemi zun, type quen type mor
  - opt_a type zun, x0 nemi zun, x1 nemi quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav nemi rigid, type tav, x8 nemi zun, mor nemi hollow, x5 nemi zun, kes nemi fibrous, x4 nemi kes, zun nemi porous, quen nemi warm, kes minus mor zun minus mor
  - opt_c x8 nemi zun, kes nemi fibrous, mor minus tav, zun minus mor, x0 nemi zun, type quen, quen nemi warm, x5 nemi zun, x1 nemi quen, type mor, x4 nemi kes, tav nemi rigid, type kes, quen minus tav, type zun, kes minus mor, mor nemi hollow type tav
  - opt_d zun minus mor, quen nemi warm, tav nemi porous, type mor, type tav, quen minus tav, mor nemi hollow, type kes, kes minus mor, tav nemi rigid, x5 nemi zun, x4 nemi kes, x1 nemi quen, x8 nemi zun, type zun, x0 nemi zun, mor minus tav, kes nemi fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology tay?

Les candidats sont:
  - opt_b kes est fibreux, mor moins tav, zun est poreux, type tav, type kes, x4 est kes, quen est chaud, x5 est zun, kes moins quen, quen moins tav, x1 est quen, tav est rigide, zun moins mor, type zun, mor est vide, x0 est zun, x8 est zun, type quen et type mor
  - opt_a type zun, x0 est zun, x1 est quen, type quen, quen moins tav, type kes, mor moins tav, type mor, tav est rigide, type tav, x8 est zun, mor est vide, x5 est zun, kes est fibreux, x4 est kes, zun est poreux, quen est chaud, kes moins mor et zun moins mor
  - opt_c x8 est zun, kes est fibreux, mor moins tav, zun moins mor, x0 est zun, type quen, quen est chaud, x5 est zun, x1 est quen, type mor, x4 est kes, tav est rigide, type kes, quen moins tav, type zun, kes moins mor, mor est vide et type tav
  - opt_d zun moins mor, quen est chaud, tav est poreux, type mor, type tav, quen moins tav, mor est vide, type kes, kes moins mor, tav est rigide, x5 est zun, x4 est kes, x1 est quen, x8 est zun, type zun, x0 est zun, mor moins tav, kes est fibreux et type quen
Les entités sont:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations :
  - x8 observer vide
  - x5 observer rigide
  - x0 observer rigide
  - x8 observer rigide
  - x4 observer fibreux
  - x5 observer vide
  - x0 observer vide
  - x8 observer poreux
  - x4 observer vide
  - x1 observer rigide
  - x4 observer rigide
  - x0 observer poreux
  - x5 observer poreux
  - x1 observer chaud
Quoi constant ontologie ?

Kandidato:
  - opt_b kes egali fibrous, mor minus tav, zun egali pora, tipo tav, tipo kes, x4 egali kes, quen egali varma, x5 egali zun, kes minus quen, quen minus tav, x1 egali quen, tav egali rigida, zun minus mor, tipo zun, mor egali kava, x0 egali zun, x8 egali zun, tipo quen kaj tipo mor
  - opt_a tipo zun, x0 egali zun, x1 egali quen, tipo quen, quen minus tav, tipo kes, mor minus tav, tipo mor, tav egali rigida, tipo tav, x8 egali zun, mor egali kava, x5 egali zun, kes egali fibrous, x4 egali kes, zun egali pora, quen egali varma, kes minus mor kaj zun minus mor
  - opt_c x8 egali zun, kes egali fibrous, mor minus tav, zun minus mor, x0 egali zun, tipo quen, quen egali varma, x5 egali zun, x1 egali quen, tipo mor, x4 egali kes, tav egali rigida, tipo kes, quen minus tav, tipo zun, kes minus mor, mor egali kava kaj tipo tav
  - opt_d zun minus mor, quen egali varma, tav egali pora, tipo mor, tipo tav, quen minus tav, mor egali kava, tipo kes, kes minus mor, tav egali rigida, x5 egali zun, x4 egali kes, x1 egali quen, x8 egali zun, tipo zun, x0 egali zun, mor minus tav, kes egali fibrous kaj tipo quen
Ento:
  - x0
  - x1
  - x4
  - x5
  - x8
Observo:
  - x8 observi kava
  - x5 observi rigida
  - x0 observi rigida
  - x8 observi rigida
  - x4 observi fibrous
  - x5 observi kava
  - x0 observi kava
  - x8 observi pora
  - x4 observi kava
  - x1 observi rigida
  - x4 observi rigida
  - x0 observi pora
  - x5 observi pora
  - x1 observi varma
Konsekvenca ontology kio?

Indulók:
  - opt_b kes fibrous, mor mínusz tav, zun porous, típus tav, típus kes, x4 kes, quen meleg, x5 zun, kes mínusz quen, quen mínusz tav, x1 quen, tav merev, zun mínusz mor, típus zun, mor odú, x0 zun, x8 zun, típus quen és típus mor
  - opt_a típus zun, x0 zun, x1 quen, típus quen, quen mínusz tav, típus kes, mor mínusz tav, típus mor, tav merev, típus tav, x8 zun, mor odú, x5 zun, kes fibrous, x4 kes, zun porous, quen meleg, kes mínusz mor és zun mínusz mor
  - opt_c x8 zun, kes fibrous, mor mínusz tav, zun mínusz mor, x0 zun, típus quen, quen meleg, x5 zun, x1 quen, típus mor, x4 kes, tav merev, típus kes, quen mínusz tav, típus zun, kes mínusz mor, mor odú és típus tav
  - opt_d zun mínusz mor, quen meleg, tav porous, típus mor, típus tav, quen mínusz tav, mor odú, típus kes, kes mínusz mor, tav merev, x5 zun, x4 kes, x1 quen, x8 zun, típus zun, x0 zun, mor mínusz tav, kes fibrous és típus quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Megfigyelések:
  - x8 észlel odú
  - x5 észlel merevet
  - x0 észlel merevet
  - x8 észlel merevet
  - x4 észlel fibrous
  - x5 észlel odú
  - x0 észlel odú
  - x8 észlel porous
  - x4 észlel odú
  - x1 észlel merevet
  - x4 észlel merevet
  - x0 észlel porous
  - x5 észlel porous
  - x1 észlel meleget
Következetes ontológia melyik?

候選人:
  - opt_b:kes是fibrous, mor減tav, zun是porous, 款:tav, 款:kes, x4是kes, quen是暖, x5是zun, kes減quen, quen減tav, x1是quen, tav是rigid, zun減mor, 款:zun, mor是hollow, x0是zun, x8是zun, 款:quen及款:mor
  - opt_a:款:zun, x0是zun, x1是quen, 款:quen, quen減tav, 款:kes, mor減tav, 款:mor, tav是rigid, 款:tav, x8是zun, mor是hollow, x5是zun, kes是fibrous, x4是kes, zun是porous, quen是暖, kes減mor及zun減mor
  - opt_c:x8是zun, kes是fibrous, mor減tav, zun減mor, x0是zun, 款:quen, quen是暖, x5是zun, x1是quen, 款:mor, x4是kes, tav是rigid, 款:kes, quen減tav, 款:zun, kes減mor, mor是hollow及款:tav
  - opt_d:zun減mor, quen是暖, tav是porous, 款:mor, 款:tav, quen減tav, mor是hollow, 款:kes, kes減mor, tav是rigid, x5是zun, x4是kes, x1是quen, x8是zun, 款:zun, x0是zun, mor減tav, kes是fibrous及款:quen
entities:
  - x0
  - x1
  - x4
  - x5
  - x8
observations:
  - x8observehollow
  - x5observerigid
  - x0observerigid
  - x8observerigid
  - x4observefibrous
  - x5observehollow
  - x0observehollow
  - x8observeporous
  - x4observehollow
  - x1observerigid
  - x4observerigid
  - x0observeporous
  - x5observeporous
  - x1observe暖
consistent ontology乜嘢?

Candidates:
  - opt_b kes 有ん fibrous, mor minus tav, zun 有ん porous, type tav, type kes, x4 有ん kes, quen 有ん warm, x5 有ん zun, kes minus quen, quen minus tav, x1 有ん quen, tav 有ん rigid, zun minus mor, type zun, mor 有ん hollow, x0 有ん zun, x8 有ん zun, type quen とぅ type mor
  - opt_a type zun, x0 有ん zun, x1 有ん quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav 有ん rigid, type tav, x8 有ん zun, mor 有ん hollow, x5 有ん zun, kes 有ん fibrous, x4 有ん kes, zun 有ん porous, quen 有ん warm, kes minus mor とぅ zun minus mor
  - opt_c x8 有ん zun, kes 有ん fibrous, mor minus tav, zun minus mor, x0 有ん zun, type quen, quen 有ん warm, x5 有ん zun, x1 有ん quen, type mor, x4 有ん kes, tav 有ん rigid, type kes, quen minus tav, type zun, kes minus mor, mor 有ん hollow とぅ type tav
  - opt_d zun minus mor, quen 有ん warm, tav 有ん porous, type mor, type tav, quen minus tav, mor 有ん hollow, type kes, kes minus mor, tav 有ん rigid, x5 有ん zun, x4 有ん kes, x1 有ん quen, x8 有ん zun, type zun, x0 有ん zun, mor minus tav, kes 有ん fibrous とぅ type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology what?

Үміткер:
  - opt_b kes fibrous, mor minus tav, zun porous, тип tav, тип kes, x4 kes, quen жылы, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, тип zun, mor hollow, x0 zun, x8 zun, тип quen және тип mor
  - opt_a тип zun, x0 zun, x1 quen, тип quen, quen minus tav, тип kes, mor minus tav, тип mor, tav rigid, тип tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen жылы, kes minus mor және zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, тип quen, quen жылы, x5 zun, x1 quen, тип mor, x4 kes, tav rigid, тип kes, quen minus tav, тип zun, kes minus mor, mor hollow және тип tav
  - opt_d zun minus mor, quen жылы, tav porous, тип mor, тип tav, quen minus tav, mor hollow, тип kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, тип zun, x0 zun, mor minus tav, kes fibrous және тип quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Бақылау:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe жылы
Consistent онтология не?

מועמדת:
  - opt_b kes הוּא fibrous, mor פחות tav, zun הוּא porous, type tav, type kes, x4 הוּא kes, quen הוּא חָמִים, x5 הוּא zun, kes פחות quen, quen פחות tav, x1 הוּא quen, tav הוּא נוקשה, zun פחות mor, type zun, mor הוּא חָלוּל, x0 הוּא zun, x8 הוּא zun, type quen וְ־ type mor
  - opt_a type zun, x0 הוּא zun, x1 הוּא quen, type quen, quen פחות tav, type kes, mor פחות tav, type mor, tav הוּא נוקשה, type tav, x8 הוּא zun, mor הוּא חָלוּל, x5 הוּא zun, kes הוּא fibrous, x4 הוּא kes, zun הוּא porous, quen הוּא חָמִים, kes פחות mor וְ־ zun פחות mor
  - opt_c x8 הוּא zun, kes הוּא fibrous, mor פחות tav, zun פחות mor, x0 הוּא zun, type quen, quen הוּא חָמִים, x5 הוּא zun, x1 הוּא quen, type mor, x4 הוּא kes, tav הוּא נוקשה, type kes, quen פחות tav, type zun, kes פחות mor, mor הוּא חָלוּל וְ־ type tav
  - opt_d zun פחות mor, quen הוּא חָמִים, tav הוּא porous, type mor, type tav, quen פחות tav, mor הוּא חָלוּל, type kes, kes פחות mor, tav הוּא נוקשה, x5 הוּא zun, x4 הוּא kes, x1 הוּא quen, x8 הוּא zun, type zun, x0 הוּא zun, mor פחות tav, kes הוּא fibrous וְ־ type quen
יְשׁוּת:
  - x0
  - x1
  - x4
  - x5
  - x8
תַּצְפִּית:
  - x8 observe חָלוּל
  - x5 observe נוקשה
  - x0 observe נוקשה
  - x8 observe נוקשה
  - x4 observe fibrous
  - x5 observe חָלוּל
  - x0 observe חָלוּל
  - x8 observe porous
  - x4 observe חָלוּל
  - x1 observe נוקשה
  - x4 observe נוקשה
  - x0 observe porous
  - x5 observe porous
  - x1 observe חָמִים
איזה עקבי ikví אונטולוגיה?

Candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen დო type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes minus mor დო zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow დო type tav
  - opt_d zun minus mor, quen warm, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous დო type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology what?

Kandidat:
  - opt_b kes adalah fibrous, mor dikurangi tav, zun adalah porus, mengetik tav, mengetik kes, x4 adalah kes, quen adalah hangat, x5 adalah zun, kes dikurangi quen, quen dikurangi tav, x1 adalah quen, tav adalah rigid, zun dikurangi mor, mengetik zun, mor adalah hollow, x0 adalah zun, x8 adalah zun, mengetik quen dan mengetik mor
  - opt_a mengetik zun, x0 adalah zun, x1 adalah quen, mengetik quen, quen dikurangi tav, mengetik kes, mor dikurangi tav, mengetik mor, tav adalah rigid, mengetik tav, x8 adalah zun, mor adalah hollow, x5 adalah zun, kes adalah fibrous, x4 adalah kes, zun adalah porus, quen adalah hangat, kes dikurangi mor dan zun dikurangi mor
  - opt_c x8 adalah zun, kes adalah fibrous, mor dikurangi tav, zun dikurangi mor, x0 adalah zun, mengetik quen, quen adalah hangat, x5 adalah zun, x1 adalah quen, mengetik mor, x4 adalah kes, tav adalah rigid, mengetik kes, quen dikurangi tav, mengetik zun, kes dikurangi mor, mor adalah hollow dan mengetik tav
  - opt_d zun dikurangi mor, quen adalah hangat, tav adalah porus, mengetik mor, mengetik tav, quen dikurangi tav, mor adalah hollow, mengetik kes, kes dikurangi mor, tav adalah rigid, x5 adalah zun, x4 adalah kes, x1 adalah quen, x8 adalah zun, mengetik zun, x0 adalah zun, mor dikurangi tav, kes adalah fibrous dan mengetik quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porus
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porus
  - x5 observe porus
  - x1 observe hangat
Panggah ontologi apa?

បេក្ខជន:
  - opt_b:kesត្រូវបានfibrous, morminustav, zunត្រូវបានporous, type:tav, type:kes, x4ត្រូវបានkes, quenត្រូវបានក្ដៅ, x5ត្រូវបានzun, kesminusquen, quenminustav, x1ត្រូវបានquen, tavត្រូវបានrigid, zunminusmor, type:zun, morត្រូវបានhollow, x0ត្រូវបានzun, x8ត្រូវបានzun, type:quenនឹងtype:mor
  - opt_a:type:zun, x0ត្រូវបានzun, x1ត្រូវបានquen, type:quen, quenminustav, type:kes, morminustav, type:mor, tavត្រូវបានrigid, type:tav, x8ត្រូវបានzun, morត្រូវបានhollow, x5ត្រូវបានzun, kesត្រូវបានfibrous, x4ត្រូវបានkes, zunត្រូវបានporous, quenត្រូវបានក្ដៅ, kesminusmorនឹងzunminusmor
  - opt_c:x8ត្រូវបានzun, kesត្រូវបានfibrous, morminustav, zunminusmor, x0ត្រូវបានzun, type:quen, quenត្រូវបានក្ដៅ, x5ត្រូវបានzun, x1ត្រូវបានquen, type:mor, x4ត្រូវបានkes, tavត្រូវបានrigid, type:kes, quenminustav, type:zun, kesminusmor, morត្រូវបានhollowនឹងtype:tav
  - opt_d:zunminusmor, quenត្រូវបានក្ដៅ, tavត្រូវបានporous, type:mor, type:tav, quenminustav, morត្រូវបានhollow, type:kes, kesminusmor, tavត្រូវបានrigid, x5ត្រូវបានzun, x4ត្រូវបានkes, x1ត្រូវបានquen, x8ត្រូវបានzun, type:zun, x0ត្រូវបានzun, morminustav, kesត្រូវបានfibrousនឹងtype:quen
entities:
  - x0
  - x1
  - x4
  - x5
  - x8
គំនន់:
  - x8observehollow
  - x5observerigid
  - x0observerigid
  - x8observerigid
  - x4observefibrous
  - x5observehollow
  - x0observehollow
  - x8observeporous
  - x4observehollow
  - x1observerigid
  - x4observerigid
  - x0observeporous
  - x5observeporous
  - x1observeក្ដៅ
consistent ontologyអី?

ຜູ້ສະໝັກ:
  - opt_b:kesຢູ່fibrous, morminustav, zunຢູ່porous, type:tav, type:kes, x4ຢູ່kes, quenຢູ່ອຸ່ນ, x5ຢູ່zun, kesminusquen, quenminustav, x1ຢູ່quen, tavຢູ່rigid, zunminusmor, type:zun, morຢູ່hollow, x0ຢູ່zun, x8ຢູ່zun, type:quenແລະtype:mor
  - opt_a:type:zun, x0ຢູ່zun, x1ຢູ່quen, type:quen, quenminustav, type:kes, morminustav, type:mor, tavຢູ່rigid, type:tav, x8ຢູ່zun, morຢູ່hollow, x5ຢູ່zun, kesຢູ່fibrous, x4ຢູ່kes, zunຢູ່porous, quenຢູ່ອຸ່ນ, kesminusmorແລະzunminusmor
  - opt_c:x8ຢູ່zun, kesຢູ່fibrous, morminustav, zunminusmor, x0ຢູ່zun, type:quen, quenຢູ່ອຸ່ນ, x5ຢູ່zun, x1ຢູ່quen, type:mor, x4ຢູ່kes, tavຢູ່rigid, type:kes, quenminustav, type:zun, kesminusmor, morຢູ່hollowແລະtype:tav
  - opt_d:zunminusmor, quenຢູ່ອຸ່ນ, tavຢູ່porous, type:mor, type:tav, quenminustav, morຢູ່hollow, type:kes, kesminusmor, tavຢູ່rigid, x5ຢູ່zun, x4ຢູ່kes, x1ຢູ່quen, x8ຢູ່zun, type:zun, x0ຢູ່zun, morminustav, kesຢູ່fibrousແລະtype:quen
entities:
  - x0
  - x1
  - x4
  - x5
  - x8
observations:
  - x8observehollow
  - x5observerigid
  - x0observerigid
  - x8observerigid
  - x4observefibrous
  - x5observehollow
  - x0observehollow
  - x8observeporous
  - x4observehollow
  - x1observerigid
  - x4observerigid
  - x0observeporous
  - x5observeporous
  - x1observeອຸ່ນ
consistent ontologyຫຍັງ?

candidates:
  - opt_b kes fibrous ఉండు, mor tav minus, zun porous ఉండు, type tav, type kes, x4 kes ఉండు, quen వెచ్చని ఉండు, x5 zun ఉండు, kes quen minus, quen tav minus, x1 quen ఉండు, tav rigid ఉండు, zun mor minus, type zun, mor బోలు ఉండు, x0 zun ఉండు, x8 zun ఉండు, type quen మరియు type mor
  - opt_a type zun, x0 zun ఉండు, x1 quen ఉండు, type quen, quen tav minus, type kes, mor tav minus, type mor, tav rigid ఉండు, type tav, x8 zun ఉండు, mor బోలు ఉండు, x5 zun ఉండు, kes fibrous ఉండు, x4 kes ఉండు, zun porous ఉండు, quen వెచ్చని ఉండు, kes mor minus మరియు zun mor minus
  - opt_c x8 zun ఉండు, kes fibrous ఉండు, mor tav minus, zun mor minus, x0 zun ఉండు, type quen, quen వెచ్చని ఉండు, x5 zun ఉండు, x1 quen ఉండు, type mor, x4 kes ఉండు, tav rigid ఉండు, type kes, quen tav minus, type zun, kes mor minus, mor బోలు ఉండు మరియు type tav
  - opt_d zun mor minus, quen వెచ్చని ఉండు, tav porous ఉండు, type mor, type tav, quen tav minus, mor బోలు ఉండు, type kes, kes mor minus, tav rigid ఉండు, x5 zun ఉండు, x4 kes ఉండు, x1 quen ఉండు, x8 zun ఉండు, type zun, x0 zun ఉండు, mor tav minus, kes fibrous ఉండు మరియు type quen
entities:
  - x0
  - x1
  - x4
  - x5
  - x8
పరిశీలన:
  - x8 బోలు పరిశీలించు
  - x5 rigid పరిశీలించు
  - x0 rigid పరిశీలించు
  - x8 rigid పరిశీలించు
  - x4 fibrous పరిశీలించు
  - x5 బోలు పరిశీలించు
  - x0 బోలు పరిశీలించు
  - x8 porous పరిశీలించు
  - x4 బోలు పరిశీలించు
  - x1 rigid పరిశీలించు
  - x4 rigid పరిశీలించు
  - x0 porous పరిశీలించు
  - x5 porous పరిశీలించు
  - x1 వెచ్చని పరిశీలించు
consistent ontology ఏమిటి?

Candidates:
  - opt_b kes wà fibrous, mor minus tav, zun wà porous, type tav, type kes, x4 wà kes, quen wà warm, x5 wà zun, kes minus quen, quen minus tav, x1 wà quen, tav wà rigid, zun minus mor, type zun, mor wà hollow, x0 wà zun, x8 wà zun, type quen type mor
  - opt_a type zun, x0 wà zun, x1 wà quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav wà rigid, type tav, x8 wà zun, mor wà hollow, x5 wà zun, kes wà fibrous, x4 wà kes, zun wà porous, quen wà warm, kes minus mor zun minus mor
  - opt_c x8 wà zun, kes wà fibrous, mor minus tav, zun minus mor, x0 wà zun, type quen, quen wà warm, x5 wà zun, x1 wà quen, type mor, x4 wà kes, tav wà rigid, type kes, quen minus tav, type zun, kes minus mor, mor wà hollow type tav
  - opt_d zun minus mor, quen wà warm, tav wà porous, type mor, type tav, quen minus tav, mor wà hollow, type kes, kes minus mor, tav wà rigid, x5 wà zun, x4 wà kes, x1 wà quen, x8 wà zun, type zun, x0 wà zun, mor minus tav, kes wà fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
What consistent ontology?

Candidates:
  - opt_b kes fibrous naiágúóli, mor tav minus, zun porous naiágúóli, type tav, type kes, x4 kes naiágúóli, quen warm naiágúóli, x5 zun naiágúóli, kes quen minus, quen tav minus, x1 quen naiágúóli, tav rigid naiágúóli, zun mor minus, type zun, mor hollow naiágúóli, x0 zun naiágúóli, x8 zun naiágúóli, type quen type mor
  - opt_a type zun, x0 zun naiágúóli, x1 quen naiágúóli, type quen, quen tav minus, type kes, mor tav minus, type mor, tav rigid naiágúóli, type tav, x8 zun naiágúóli, mor hollow naiágúóli, x5 zun naiágúóli, kes fibrous naiágúóli, x4 kes naiágúóli, zun porous naiágúóli, quen warm naiágúóli, kes mor minus zun mor minus
  - opt_c x8 zun naiágúóli, kes fibrous naiágúóli, mor tav minus, zun mor minus, x0 zun naiágúóli, type quen, quen warm naiágúóli, x5 zun naiágúóli, x1 quen naiágúóli, type mor, x4 kes naiágúóli, tav rigid naiágúóli, type kes, quen tav minus, type zun, kes mor minus, mor hollow naiágúóli type tav
  - opt_d zun mor minus, quen warm naiágúóli, tav porous naiágúóli, type mor, type tav, quen tav minus, mor hollow naiágúóli, type kes, kes mor minus, tav rigid naiágúóli, x5 zun naiágúóli, x4 kes naiágúóli, x1 quen naiágúóli, x8 zun naiágúóli, type zun, x0 zun naiágúóli, mor tav minus, kes fibrous naiágúóli type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 hollow observe
  - x5 rigid observe
  - x0 rigid observe
  - x8 rigid observe
  - x4 fibrous observe
  - x5 hollow observe
  - x0 hollow observe
  - x8 porous observe
  - x4 hollow observe
  - x1 rigid observe
  - x4 rigid observe
  - x0 porous observe
  - x5 porous observe
  - x1 warm observe
Consistent ontology what?

candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes minus mor zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow type tav
  - opt_d zun minus mor, quen warm, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous type quen
entities:
  - x0
  - x1
  - x4
  - x5
  - x8
observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes minus mor zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow type tav
  - opt_d zun minus mor, quen warm, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor minus tav, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes minus quen, quen minus tav, x1 quen, tav rigid, zun minus mor, type zun, mor hollow, x0 zun, x8 zun, type quen type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen minus tav, type kes, mor minus tav, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes minus mor zun minus mor
  - opt_c x8 zun, kes fibrous, mor minus tav, zun minus mor, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen minus tav, type zun, kes minus mor, mor hollow type tav
  - opt_d zun minus mor, quen warm, tav porous, type mor, type tav, quen minus tav, mor hollow, type kes, kes minus mor, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor minus tav, kes fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 observe hollow
  - x5 observe rigid
  - x0 observe rigid
  - x8 observe rigid
  - x4 observe fibrous
  - x5 observe hollow
  - x0 observe hollow
  - x8 observe porous
  - x4 observe hollow
  - x1 observe rigid
  - x4 observe rigid
  - x0 observe porous
  - x5 observe porous
  - x1 observe warm
Consistent ontology what?

Candidates:
  - opt_b kes fibrous, mor tav minus, zun porous, type tav, type kes, x4 kes, quen warm, x5 zun, kes quen minus, quen tav minus, x1 quen, tav rigid, zun mor minus, type zun, mor hollow, x0 zun, x8 zun, type quen type mor
  - opt_a type zun, x0 zun, x1 quen, type quen, quen tav minus, type kes, mor tav minus, type mor, tav rigid, type tav, x8 zun, mor hollow, x5 zun, kes fibrous, x4 kes, zun porous, quen warm, kes mor minus zun mor minus
  - opt_c x8 zun, kes fibrous, mor tav minus, zun mor minus, x0 zun, type quen, quen warm, x5 zun, x1 quen, type mor, x4 kes, tav rigid, type kes, quen tav minus, type zun, kes mor minus, mor hollow type tav
  - opt_d zun mor minus, quen warm, tav porous, type mor, type tav, quen tav minus, mor hollow, type kes, kes mor minus, tav rigid, x5 zun, x4 kes, x1 quen, x8 zun, type zun, x0 zun, mor tav minus, kes fibrous type quen
Entities:
  - x0
  - x1
  - x4
  - x5
  - x8
Observations:
  - x8 hollow observe
  - x5 rigid observe
  - x0 rigid observe
  - x8 rigid observe
  - x4 fibrous observe
  - x5 hollow observe
  - x0 hollow observe
  - x8 porous observe
  - x4 hollow observe
  - x1 rigid observe
  - x4 rigid observe
  - x0 porous observe
  - x5 porous observe
  - x1 warm observe
Consistent ontology вуч?

The candidates are:
  - opt_a kes is hollow, zun minus dov, type kes, dov is porous, type dov, x6 is kes, zun is glossy, x0 is zun, type zun, kes minus dov, x4 is zun, x3 is zun and zun is striped
  - opt_d kes minus dov, x3 is zun, zun is glossy, type dov, x0 is zun, x4 is zun, x6 is kes, dov is porous, type kes, zun minus dov and type zun
  - opt_b kes is hollow, type dov, x0 is zun, kes minus dov, x6 is kes, type zun, x3 is zun, zun is glossy, x4 is zun, dov is porous, zun minus dov and type kes
  - opt_c x0 is zun, kes is hollow, type kes, type zun, kes minus dov, x4 is zun, x3 is zun, dov is porous, dov is glossy, x6 is kes, zun minus dov and type dov
The entities are: x0; x3; x4; x6.
The observations are:
  - x3 was observed to be porous
  - x3 was observed to be glossy
  - x6 was observed to be hollow
  - x4 was observed to be glossy
  - x0 was observed to be porous
  - x4 was observed to be porous
  - x0 was observed to be glossy
  - x6 was observed to be porous
What is the consistent ontology?

Los candidatos son:
  - opción A: Kes es hueco, Zun menos Dov, el tipo: Kes, Dov es poroso, el tipo: Dov, x6 es Kes, Zun es brillante, x0 es Zun, el tipo: Zun, Kes menos Dov, x4 es Zun, x3 es Zun y Zun es rayado
  - opción D: Kes menos Dov, x3 es Zun, Zun es brillante, el tipo: Dov, x0 es Zun, x4 es Zun, x6 es Kes, Dov es poroso, el tipo: Kes, Zun menos Dov y el tipo: Zun
  - opción B: Kes es hueco, el tipo: Dov, x0 es Zun, Kes menos Dov, x6 es Kes, el tipo: Zun, x3 es Zun, Zun es brillante, x4 es Zun, Dov es poroso, Zun menos Dov y el tipo: Kes
  - opción C: x0 es Zun, Kes es hueco, el tipo: Kes, el tipo: Zun, Kes menos Dov, x4 es Zun, x3 es Zun, Dov es poroso, Dov es brillante, x6 es Kes, Zun menos Dov y el tipo: Dov
Las entidades son: x0; x3; x4; x6.
Las observaciones son:
  - x3 se observó como poroso
  - x3 se observó como brillante
  - x6 se observó como hueco
  - x4 se observó como brillante
  - x0 se observó como poroso
  - x4 se observó como poroso
  - x0 se observó como brillante
  - x6 se observó como poroso
¿Qué consistent ontology?

候选项如下：
  - 选项A：凯斯是空心的、尊恩减多夫、类型：凯斯、多夫是多孔的、类型：多夫、x6是凯斯、尊恩是有光泽的、x0是尊恩、类型：尊恩、凯斯减多夫、x4是尊恩、x3是尊恩和尊恩是条纹的
  - 选项D：凯斯减多夫、x3是尊恩、尊恩是有光泽的、类型：多夫、x0是尊恩、x4是尊恩、x6是凯斯、多夫是多孔的、类型：凯斯、尊恩减多夫和类型：尊恩
  - 选项B：凯斯是空心的、类型：多夫、x0是尊恩、凯斯减多夫、x6是凯斯、类型：尊恩、x3是尊恩、尊恩是有光泽的、x4是尊恩、多夫是多孔的、尊恩减多夫和类型：凯斯
  - 选项C：x0是尊恩、凯斯是空心的、类型：凯斯、类型：尊恩、凯斯减多夫、x4是尊恩、x3是尊恩、多夫是多孔的、多夫是有光泽的、x6是凯斯、尊恩减多夫和类型：多夫
实体如下：x0；x3；x4；x6。
观察如下：
  - x3观察到多孔的
  - x3观察到有光泽的
  - x6观察到空心的
  - x4观察到有光泽的
  - x0观察到多孔的
  - x4观察到多孔的
  - x0观察到有光泽的
  - x6观察到多孔的
consistent ontology什么？

Adaylar:
  - opt_a: kes içi boş, zun dov eksi, tip: kes, dov gözenekli, tip: dov, x6 kes, zun parlak, x0 zun, tip: zun, kes dov eksi, x4 zun, x3 zun ve zun çizgili
  - opt_d: kes dov eksi, x3 zun, zun parlak, tip: dov, x0 zun, x4 zun, x6 kes, dov gözenekli, tip: kes, zun dov eksi ve tip: zun
  - opt_b: kes içi boş, tip: dov, x0 zun, kes dov eksi, x6 kes, tip: zun, x3 zun, zun parlak, x4 zun, dov gözenekli, zun dov eksi ve tip: kes
  - opt_c: x0 zun, kes içi boş, tip: kes, tip: zun, kes dov eksi, x4 zun, x3 zun, dov gözenekli, dov parlak, x6 kes, zun dov eksi ve tip: dov
Varlıklar: x0; x3; x4; x6.
Gözlemler:
  - x3 gözenekli gözlemlendi
  - x3 parlak gözlemlendi
  - x6 içi boş gözlemlendi
  - x4 parlak gözlemlendi
  - x0 gözenekli gözlemlendi
  - x4 gözenekli gözlemlendi
  - x0 parlak gözlemlendi
  - x6 gözenekli gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_a: kes ni hollow, zun minus dov, type: kes, dov ni porous, type: dov, x6 ni kes, zun ni zuri, x0 ni zun, type: zun, kes minus dov, x4 ni zun, x3 ni zun na zun ni striped
  - opt_d: kes minus dov, x3 ni zun, zun ni zuri, type: dov, x0 ni zun, x4 ni zun, x6 ni kes, dov ni porous, type: kes, zun minus dov na type: zun
  - opt_b: kes ni hollow, type: dov, x0 ni zun, kes minus dov, x6 ni kes, type: zun, x3 ni zun, zun ni zuri, x4 ni zun, dov ni porous, zun minus dov na type: kes
  - opt_c: x0 ni zun, kes ni hollow, type: kes, type: zun, kes minus dov, x4 ni zun, x3 ni zun, dov ni porous, dov ni zuri, x6 ni kes, zun minus dov na type: dov
Entities: x0; x3; x4; x6.
Uchunguzi:
  - x3 observe porous
  - x3 observe zuri
  - x6 observe hollow
  - x4 observe zuri
  - x0 observe porous
  - x4 observe porous
  - x0 observe zuri
  - x6 observe porous
Consistent ontology nini?

The candidates are:
  - opt_a kes is hollow, zun minus dov, type kes, dov is porous, type dov, x6 is kes, zun is glossy, x0 is zun, type zun, kes minus dov, x4 is zun, x3 is zun and zun is striped
  - opt_d kes minus dov, x3 is zun, zun is glossy, type dov, x0 is zun, x4 is zun, x6 is kes, dov is porous, type kes, zun minus dov and type zun
  - opt_b kes is hollow, type dov, x0 is zun, kes minus dov, x6 is kes, type zun, x3 is zun, zun is glossy, x4 is zun, dov is porous, zun minus dov and type kes
  - opt_c x0 is zun, kes is hollow, type kes, type zun, kes minus dov, x4 is zun, x3 is zun, dov is porous, dov is glossy, x6 is kes, zun minus dov and type dov
The entities are: x0; x3; x4; x6.
The observations are:
  - x3 was observed to be porous
  - x3 was observed to be glossy
  - x6 was observed to be hollow
  - x4 was observed to be glossy
  - x0 was observed to be porous
  - x4 was observed to be porous
  - x0 was observed to be glossy
  - x6 was observed to be porous
What is the consistent ontology?

{candidates: [(candidate opt_a [(prop kes hollow) (sub zun dov) (type kes) (prop dov porous) (type dov) (inst x6 kes) (prop zun glossy) (inst x0 zun) (type zun) (sub kes dov) (inst x4 zun) (inst x3 zun) (prop zun striped)]) (candidate opt_d [(sub kes dov) (inst x3 zun) (prop zun glossy) (type dov) (inst x0 zun) (inst x4 zun) (inst x6 kes) (prop dov porous) (type kes) (sub zun dov) (type zun)]) (candidate opt_b [(prop kes hollow) (type dov) (inst x0 zun) (sub kes dov) (inst x6 kes) (type zun) (inst x3 zun) (prop zun glossy) (inst x4 zun) (prop dov porous) (sub zun dov) (type kes)]) (candidate opt_c [(inst x0 zun) (prop kes hollow) (type kes) (type zun) (sub kes dov) (inst x4 zun) (inst x3 zun) (prop dov porous) (prop dov glossy) (inst x6 kes) (sub zun dov) (type dov)])], entities: [x0 x3 x4 x6], observations: [(observed x3 porous) (observed x3 glossy) (observed x6 hollow) (observed x4 glossy) (observed x0 porous) (observed x4 porous) (observed x0 glossy) (observed x6 porous)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_a kes ist hohler, zun weniger dov, type kes, dov ist poröser, type dov, x6 ist kes, zun ist glänzender, x0 ist zun, type zun, kes weniger dov, x4 ist zun, x3 ist zun und zun ist gestreifter
  - opt_d kes weniger dov, x3 ist zun, zun ist glänzender, type dov, x0 ist zun, x4 ist zun, x6 ist kes, dov ist poröser, type kes, zun weniger dov und type zun
  - opt_b kes ist hohler, type dov, x0 ist zun, kes weniger dov, x6 ist kes, type zun, x3 ist zun, zun ist glänzender, x4 ist zun, dov ist poröser, zun weniger dov und type kes
  - opt_c x0 ist zun, kes ist hohler, type kes, type zun, kes weniger dov, x4 ist zun, x3 ist zun, dov ist poröser, dov ist glänzender, x6 ist kes, zun weniger dov und type dov
Die Entitäten sind: x0; x3; x4; x6.
Beobachtungen:
  - x3 beobachten poröse
  - x3 beobachten glänzende
  - x6 beobachten hohle
  - x4 beobachten glänzende
  - x0 beobachten poröse
  - x4 beobachten poröse
  - x0 beobachten glänzende
  - x6 beobachten poröse
Was beständig Ontologie?

Кандѝда̄т:
  - opt_a kes би̏ти hollow, zun minus dov, ти̑п kes, dov би̏ти porous, ти̑п dov, x6 би̏ти kes, zun би̏ти glossy, x0 би̏ти zun, ти̑п zun, kes minus dov, x4 би̏ти zun, x3 би̏ти zun и zun би̏ти striped
  - opt_d kes minus dov, x3 би̏ти zun, zun би̏ти glossy, ти̑п dov, x0 би̏ти zun, x4 би̏ти zun, x6 би̏ти kes, dov би̏ти porous, ти̑п kes, zun minus dov и ти̑п zun
  - opt_b kes би̏ти hollow, ти̑п dov, x0 би̏ти zun, kes minus dov, x6 би̏ти kes, ти̑п zun, x3 би̏ти zun, zun би̏ти glossy, x4 би̏ти zun, dov би̏ти porous, zun minus dov и ти̑п kes
  - opt_c x0 би̏ти zun, kes би̏ти hollow, ти̑п kes, ти̑п zun, kes minus dov, x4 би̏ти zun, x3 би̏ти zun, dov би̏ти porous, dov би̏ти glossy, x6 би̏ти kes, zun minus dov и ти̑п dov
Ентѝте̄т: x0; x3; x4; x6.
Опа́жа̄ње:
  - x3 прома́трати porous
  - x3 прома́трати glossy
  - x6 прома́трати hollow
  - x4 прома́трати glossy
  - x0 прома́трати porous
  - x4 прома́трати porous
  - x0 прома́трати glossy
  - x6 прома́трати porous
Consistent ontològija kakav?

Ehdokkaat:
  - opt_a kes on ontto, zun miinus dov, luokka kes, dov on huokoinen, luokka dov, x6 on kes, zun on kiiltävä, x0 on zun, luokka zun, kes miinus dov, x4 on zun, x3 on zun ja zun on raidallinen
  - opt_d kes miinus dov, x3 on zun, zun on kiiltävä, luokka dov, x0 on zun, x4 on zun, x6 on kes, dov on huokoinen, luokka kes, zun miinus dov ja luokka zun
  - opt_b kes on ontto, luokka dov, x0 on zun, kes miinus dov, x6 on kes, luokka zun, x3 on zun, zun on kiiltävä, x4 on zun, dov on huokoinen, zun miinus dov ja luokka kes
  - opt_c x0 on zun, kes on ontto, luokka kes, luokka zun, kes miinus dov, x4 on zun, x3 on zun, dov on huokoinen, dov on kiiltävä, x6 on kes, zun miinus dov ja luokka dov
Olennot: x0; x3; x4; x6.
Havainnoinnit:
  - x3 havainnoida huokoinen
  - x3 havainnoida kiiltävä
  - x6 havainnoida ontto
  - x4 havainnoida kiiltävä
  - x0 havainnoida huokoinen
  - x4 havainnoida huokoinen
  - x0 havainnoida kiiltävä
  - x6 havainnoida huokoinen
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项A：凯斯是空心的、尊恩减多夫、类型：凯斯、多夫是多孔的、类型：多夫、x6是凯斯、尊恩是有光泽的、x0是尊恩、类型：尊恩、凯斯减多夫、x4是尊恩、x3是尊恩和尊恩是条纹的
  - 选项D：凯斯减多夫、x3是尊恩、尊恩是有光泽的、类型：多夫、x0是尊恩、x4是尊恩、x6是凯斯、多夫是多孔的、类型：凯斯、尊恩减多夫和类型：尊恩
  - 选项B：凯斯是空心的、类型：多夫、x0是尊恩、凯斯减多夫、x6是凯斯、类型：尊恩、x3是尊恩、尊恩是有光泽的、x4是尊恩、多夫是多孔的、尊恩减多夫和类型：凯斯
  - 选项C：x0是尊恩、凯斯是空心的、类型：凯斯、类型：尊恩、凯斯减多夫、x4是尊恩、x3是尊恩、多夫是多孔的、多夫是有光泽的、x6是凯斯、尊恩减多夫和类型：多夫
实体如下：x0；x3；x4；x6。
观察如下：
  - x3观察到多孔的
  - x3观察到有光泽的
  - x6观察到空心的
  - x4观察到有光泽的
  - x0观察到多孔的
  - x4观察到多孔的
  - x0观察到有光泽的
  - x6观察到多孔的
consistent ontology什么？

候補者:
  - opt_a:kes空っぽです, zundovminus, 種類:kes, dov多孔質のです, 種類:dov, x6kesです, zun艶やかです, x0zunです, 種類:zun, kesdovminus, x4zunです, x3zunですとzun縞模様のです
  - opt_d:kesdovminus, x3zunです, zun艶やかです, 種類:dov, x0zunです, x4zunです, x6kesです, dov多孔質のです, 種類:kes, zundovminusと種類:zun
  - opt_b:kes空っぽです, 種類:dov, x0zunです, kesdovminus, x6kesです, 種類:zun, x3zunです, zun艶やかです, x4zunです, dov多孔質のです, zundovminusと種類:kes
  - opt_c:x0zunです, kes空っぽです, 種類:kes, 種類:zun, kesdovminus, x4zunです, x3zunです, dov多孔質のです, dov艶やかです, x6kesです, zundovminusと種類:dov
実体:x0; x3; x4; x6.
観察:
  - x3多孔質の観察する
  - x3艶やか観察する
  - x6空っぽ観察する
  - x4艶やか観察する
  - x0多孔質の観察する
  - x4多孔質の観察する
  - x0艶やか観察する
  - x6多孔質の観察する
consistent存在論何と?

Adaylar:
  - opt_a: kes içi boş, zun dov eksi, tip: kes, dov gözenekli, tip: dov, x6 kes, zun parlak, x0 zun, tip: zun, kes dov eksi, x4 zun, x3 zun ve zun çizgili
  - opt_d: kes dov eksi, x3 zun, zun parlak, tip: dov, x0 zun, x4 zun, x6 kes, dov gözenekli, tip: kes, zun dov eksi ve tip: zun
  - opt_b: kes içi boş, tip: dov, x0 zun, kes dov eksi, x6 kes, tip: zun, x3 zun, zun parlak, x4 zun, dov gözenekli, zun dov eksi ve tip: kes
  - opt_c: x0 zun, kes içi boş, tip: kes, tip: zun, kes dov eksi, x4 zun, x3 zun, dov gözenekli, dov parlak, x6 kes, zun dov eksi ve tip: dov
Varlıklar: x0; x3; x4; x6.
Gözlemler:
  - x3 gözenekli gözlemlendi
  - x3 parlak gözlemlendi
  - x6 içi boş gözlemlendi
  - x4 parlak gözlemlendi
  - x0 gözenekli gözlemlendi
  - x4 gözenekli gözlemlendi
  - x0 parlak gözlemlendi
  - x6 gözenekli gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_a kes أَجْوَف، نَاقَص zun dov، type kes، dov porous، type dov، x6 kes، zun glossy، x0 zun، type zun، نَاقَص kes dov، x4 zun، x3 zun وَـ zun مُخَطَّط
  - opt_d نَاقَص kes dov، x3 zun، zun glossy، type dov، x0 zun، x4 zun، x6 kes، dov porous، type kes، نَاقَص zun dov وَـ type zun
  - opt_b kes أَجْوَف، type dov، x0 zun، نَاقَص kes dov، x6 kes، type zun، x3 zun، zun glossy، x4 zun، dov porous، نَاقَص zun dov وَـ type kes
  - opt_c x0 zun، kes أَجْوَف، type kes، type zun، نَاقَص kes dov، x4 zun، x3 zun، dov porous، dov glossy، x6 kes، نَاقَص zun dov وَـ type dov
كِيَان: x0؛ x3؛ x4؛ x6.
رَصْد:
  - لَاحَظَ x3 porous
  - لَاحَظَ x3 glossy
  - لَاحَظَ x6 أَجْوَف
  - لَاحَظَ x4 glossy
  - لَاحَظَ x0 porous
  - لَاحَظَ x4 porous
  - لَاحَظَ x0 glossy
  - لَاحَظَ x6 porous
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_a kes ცარიელი ყოფნა, zun dov minus, type kes, dov porous ყოფნა, type dov, x6 kes ყოფნა, zun glossy ყოფნა, x0 zun ყოფნა, type zun, kes dov minus, x4 zun ყოფნა, x3 zun ყოფნა და zun striped ყოფნა
  - opt_d kes dov minus, x3 zun ყოფნა, zun glossy ყოფნა, type dov, x0 zun ყოფნა, x4 zun ყოფნა, x6 kes ყოფნა, dov porous ყოფნა, type kes, zun dov minus და type zun
  - opt_b kes ცარიელი ყოფნა, type dov, x0 zun ყოფნა, kes dov minus, x6 kes ყოფნა, type zun, x3 zun ყოფნა, zun glossy ყოფნა, x4 zun ყოფნა, dov porous ყოფნა, zun dov minus და type kes
  - opt_c x0 zun ყოფნა, kes ცარიელი ყოფნა, type kes, type zun, kes dov minus, x4 zun ყოფნა, x3 zun ყოფნა, dov porous ყოფნა, dov glossy ყოფნა, x6 kes ყოფნა, zun dov minus და type dov
Არსებები: x0; x3; x4; x6.
Დაკვირვება:
  - x3 porous აკვირდება
  - x3 glossy აკვირდება
  - x6 ცარიელი აკვირდება
  - x4 glossy აკვირდება
  - x0 porous აკვირდება
  - x4 porous აკვირდება
  - x0 glossy აკვირდება
  - x6 porous აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_a kes kaiwaka, minus zun dov, pato kes, dov pōareare, pato dov, x6 kes, zun whakahinuhinu, x0 zun, pato zun, minus kes dov, x4 zun, x3 zun me zun tāwakawaka
  - opt_d minus kes dov, x3 zun, zun whakahinuhinu, pato dov, x0 zun, x4 zun, x6 kes, dov pōareare, pato kes, minus zun dov me pato zun
  - opt_b kes kaiwaka, pato dov, x0 zun, minus kes dov, x6 kes, pato zun, x3 zun, zun whakahinuhinu, x4 zun, dov pōareare, minus zun dov me pato kes
  - opt_c x0 zun, kes kaiwaka, pato kes, pato zun, minus kes dov, x4 zun, x3 zun, dov pōareare, dov whakahinuhinu, x6 kes, minus zun dov me pato dov
Hinonga: x0; x3; x4; x6.
Observations:
  - observe x3 pōareare
  - observe x3 whakahinuhinu
  - observe x6 kaiwaka
  - observe x4 whakahinuhinu
  - observe x0 pōareare
  - observe x4 pōareare
  - observe x0 whakahinuhinu
  - observe x6 pōareare
Consistent ontology unutai?

Candidates:
  - opt_a kes là rỗng, zun trừ dov, loại kes, dov là porous, loại dov, x6 là kes, zun là glossy, x0 là zun, loại zun, kes trừ dov, x4 là zun, x3 là zun và zun là striped
  - opt_d kes trừ dov, x3 là zun, zun là glossy, loại dov, x0 là zun, x4 là zun, x6 là kes, dov là porous, loại kes, zun trừ dov và loại zun
  - opt_b kes là rỗng, loại dov, x0 là zun, kes trừ dov, x6 là kes, loại zun, x3 là zun, zun là glossy, x4 là zun, dov là porous, zun trừ dov và loại kes
  - opt_c x0 là zun, kes là rỗng, loại kes, loại zun, kes trừ dov, x4 là zun, x3 là zun, dov là porous, dov là glossy, x6 là kes, zun trừ dov và loại dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 quan sát porous
  - x3 quan sát glossy
  - x6 quan sát rỗng
  - x4 quan sát glossy
  - x0 quan sát porous
  - x4 quan sát porous
  - x0 quan sát glossy
  - x6 quan sát porous
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_a:kesถูกกลวง, zunminusdov, ประเภท:kes, dovถูกporous, ประเภท:dov, x6ถูกkes, zunถูกมัน, x0ถูกzun, ประเภท:zun, kesminusdov, x4ถูกzun, x3ถูกzunและzunถูกstriped
  - opt_d:kesminusdov, x3ถูกzun, zunถูกมัน, ประเภท:dov, x0ถูกzun, x4ถูกzun, x6ถูกkes, dovถูกporous, ประเภท:kes, zunminusdovและประเภท:zun
  - opt_b:kesถูกกลวง, ประเภท:dov, x0ถูกzun, kesminusdov, x6ถูกkes, ประเภท:zun, x3ถูกzun, zunถูกมัน, x4ถูกzun, dovถูกporous, zunminusdovและประเภท:kes
  - opt_c:x0ถูกzun, kesถูกกลวง, ประเภท:kes, ประเภท:zun, kesminusdov, x4ถูกzun, x3ถูกzun, dovถูกporous, dovถูกมัน, x6ถูกkes, zunminusdovและประเภท:dov
entities:x0; x3; x4; x6.
การสังเกต:
  - x3สังเกตporous
  - x3สังเกตมัน
  - x6สังเกตกลวง
  - x4สังเกตมัน
  - x0สังเกตporous
  - x4สังเกตporous
  - x0สังเกตมัน
  - x6สังเกตporous
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_a kes hollow, zun dov கழித்தல், type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes dov கழித்தல், x4 zun, x3 zun மற்றும் zun striped
  - opt_d kes dov கழித்தல், x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun dov கழித்தல் மற்றும் type zun
  - opt_b kes hollow, type dov, x0 zun, kes dov கழித்தல், x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun dov கழித்தல் மற்றும் type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes dov கழித்தல், x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun dov கழித்தல் மற்றும் type dov
entities: x0; x3; x4; x6.
observations:
  - x3 porous observe
  - x3 glossy observe
  - x6 hollow observe
  - x4 glossy observe
  - x0 porous observe
  - x4 porous observe
  - x0 glossy observe
  - x6 porous observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_a: kes ni hollow, zun minus dov, type: kes, dov ni porous, type: dov, x6 ni kes, zun ni zuri, x0 ni zun, type: zun, kes minus dov, x4 ni zun, x3 ni zun na zun ni striped
  - opt_d: kes minus dov, x3 ni zun, zun ni zuri, type: dov, x0 ni zun, x4 ni zun, x6 ni kes, dov ni porous, type: kes, zun minus dov na type: zun
  - opt_b: kes ni hollow, type: dov, x0 ni zun, kes minus dov, x6 ni kes, type: zun, x3 ni zun, zun ni zuri, x4 ni zun, dov ni porous, zun minus dov na type: kes
  - opt_c: x0 ni zun, kes ni hollow, type: kes, type: zun, kes minus dov, x4 ni zun, x3 ni zun, dov ni porous, dov ni zuri, x6 ni kes, zun minus dov na type: dov
Entities: x0; x3; x4; x6.
Uchunguzi:
  - x3 observe porous
  - x3 observe zuri
  - x6 observe hollow
  - x4 observe zuri
  - x0 observe porous
  - x4 observe porous
  - x0 observe zuri
  - x6 observe porous
Consistent ontology nini?

Candidates:
  - opt_a kes hollow átʼé, zun dov minus, type kes, dov porous átʼé, type dov, x6 kes átʼé, zun glossy átʼé, x0 zun átʼé, type zun, kes dov minus, x4 zun átʼé, x3 zun átʼé dóó zun striped átʼé
  - opt_d kes dov minus, x3 zun átʼé, zun glossy átʼé, type dov, x0 zun átʼé, x4 zun átʼé, x6 kes átʼé, dov porous átʼé, type kes, zun dov minus dóó type zun
  - opt_b kes hollow átʼé, type dov, x0 zun átʼé, kes dov minus, x6 kes átʼé, type zun, x3 zun átʼé, zun glossy átʼé, x4 zun átʼé, dov porous átʼé, zun dov minus dóó type kes
  - opt_c x0 zun átʼé, kes hollow átʼé, type kes, type zun, kes dov minus, x4 zun átʼé, x3 zun átʼé, dov porous átʼé, dov glossy átʼé, x6 kes átʼé, zun dov minus dóó type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 porous observe
  - x3 glossy observe
  - x6 hollow observe
  - x4 glossy observe
  - x0 porous observe
  - x4 porous observe
  - x0 glossy observe
  - x6 porous observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_a kes hollow a, zun dov minus, type kes, dov porous a, type dov, x6 kes a, zun glossy a, x0 zun a, type zun, kes dov minus, x4 zun a, x3 zun a aamma zun striped a
  - opt_d kes dov minus, x3 zun a, zun glossy a, type dov, x0 zun a, x4 zun a, x6 kes a, dov porous a, type kes, zun dov minus aamma type zun
  - opt_b kes hollow a, type dov, x0 zun a, kes dov minus, x6 kes a, type zun, x3 zun a, zun glossy a, x4 zun a, dov porous a, zun dov minus aamma type kes
  - opt_c x0 zun a, kes hollow a, type kes, type zun, kes dov minus, x4 zun a, x3 zun a, dov porous a, dov glossy a, x6 kes a, zun dov minus aamma type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 porous observe
  - x3 glossy observe
  - x6 hollow observe
  - x4 glossy observe
  - x0 porous observe
  - x4 porous observe
  - x0 glossy observe
  - x6 porous observe
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun na zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov na type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov na type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov na type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun minus dov, sësàphitehike kes, dov porous, sësàphitehike dov, x6 kes, zun glossy, x0 zun, sësàphitehike zun, kes minus dov, x4 zun, x3 zun zun mamalsi
  - opt_d kes minus dov, x3 zun, zun glossy, sësàphitehike dov, x0 zun, x4 zun, x6 kes, dov porous, sësàphitehike kes, zun minus dov sësàphitehike zun
  - opt_b kes hollow, sësàphitehike dov, x0 zun, kes minus dov, x6 kes, sësàphitehike zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov sësàphitehike kes
  - opt_c x0 zun, kes hollow, sësàphitehike kes, sësàphitehike zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov sësàphitehike dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology kwèch?

Candidates:
  - opt_a kes хила hollow, zun minus dov, type kes, dov хила porous, type dov, x6 хила kes, zun хила glossy, x0 хила zun, type zun, kes minus dov, x4 хила zun, x3 хила zun а zun хила striped
  - opt_d kes minus dov, x3 хила zun, zun хила glossy, type dov, x0 хила zun, x4 хила zun, x6 хила kes, dov хила porous, type kes, zun minus dov а type zun
  - opt_b kes хила hollow, type dov, x0 хила zun, kes minus dov, x6 хила kes, type zun, x3 хила zun, zun хила glossy, x4 хила zun, dov хила porous, zun minus dov а type kes
  - opt_c x0 хила zun, kes хила hollow, type kes, type zun, kes minus dov, x4 хила zun, x3 хила zun, dov хила porous, dov хила glossy, x6 хила kes, zun minus dov а type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology фу?

후보자:
  - opt_a kes hollow, zun dov 빼기, 유형 kes, dov porous, 유형 dov, x6 kes, zun glossy, x0 zun, 유형 zun, kes dov 빼기, x4 zun, x3 zun zun striped
  - opt_d kes dov 빼기, x3 zun, zun glossy, 유형 dov, x0 zun, x4 zun, x6 kes, dov porous, 유형 kes, zun dov 빼기 유형 zun
  - opt_b kes hollow, 유형 dov, x0 zun, kes dov 빼기, x6 kes, 유형 zun, x3 zun, zun glossy, x4 zun, dov porous, zun dov 빼기 유형 kes
  - opt_c x0 zun, kes hollow, 유형 kes, 유형 zun, kes dov 빼기, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun dov 빼기 유형 dov
실재: x0; x3; x4; x6.
관찰:
  - x3 porous 관찰하다
  - x3 glossy 관찰하다
  - x6 hollow 관찰하다
  - x4 glossy 관찰하다
  - x0 porous 관찰하다
  - x4 porous 관찰하다
  - x0 glossy 관찰하다
  - x6 porous 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_a kes hollow dago, zun dov ken, mota kes, dov porous dago, mota dov, x6 kes dago, zun glossy dago, x0 zun dago, mota zun, kes dov ken, x4 zun dago, x3 zun dago eta zun striped dago
  - opt_d kes dov ken, x3 zun dago, zun glossy dago, mota dov, x0 zun dago, x4 zun dago, x6 kes dago, dov porous dago, mota kes, zun dov ken eta mota zun
  - opt_b kes hollow dago, mota dov, x0 zun dago, kes dov ken, x6 kes dago, mota zun, x3 zun dago, zun glossy dago, x4 zun dago, dov porous dago, zun dov ken eta mota kes
  - opt_c x0 zun dago, kes hollow dago, mota kes, mota zun, kes dov ken, x4 zun dago, x3 zun dago, dov porous dago, dov glossy dago, x6 kes dago, zun dov ken eta mota dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 porous observe
  - x3 glossy observe
  - x6 hollow observe
  - x4 glossy observe
  - x0 porous observe
  - x4 porous observe
  - x0 glossy observe
  - x6 porous observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun ᎠᎴ zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov ᎠᎴ type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov ᎠᎴ type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov ᎠᎴ type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
What consistent ontology?

Candidates:
  - opt_a kes tiyay hollow, zun minus dov, type kes, dov tiyay porous, type dov, x6 tiyay kes, zun tiyay glossy, x0 tiyay zun, type zun, kes minus dov, x4 tiyay zun, x3 tiyay zun zun tiyay striped
  - opt_d kes minus dov, x3 tiyay zun, zun tiyay glossy, type dov, x0 tiyay zun, x4 tiyay zun, x6 tiyay kes, dov tiyay porous, type kes, zun minus dov type zun
  - opt_b kes tiyay hollow, type dov, x0 tiyay zun, kes minus dov, x6 tiyay kes, type zun, x3 tiyay zun, zun tiyay glossy, x4 tiyay zun, dov tiyay porous, zun minus dov type kes
  - opt_c x0 tiyay zun, kes tiyay hollow, type kes, type zun, kes minus dov, x4 tiyay zun, x3 tiyay zun, dov tiyay porous, dov tiyay glossy, x6 tiyay kes, zun minus dov type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 qhaway porous
  - x3 qhaway glossy
  - x6 qhaway hollow
  - x4 qhaway glossy
  - x0 qhaway porous
  - x4 qhaway porous
  - x0 qhaway glossy
  - x6 qhaway porous
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun dov minus, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes dov minus, x4 zun, x3 zun ыкӏи zun striped
  - opt_d kes dov minus, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun dov minus ыкӏи type zun
  - opt_b kes hollow, type dov, x0 zun, kes dov minus, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun dov minus ыкӏи type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes dov minus, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun dov minus ыкӏи type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 porous observe
  - x3 glossy observe
  - x6 hollow observe
  - x4 glossy observe
  - x0 porous observe
  - x4 porous observe
  - x0 glossy observe
  - x6 porous observe
Consistent ontology сыд?

Candidates:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun thiab zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov thiab type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov thiab type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov thiab type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology ining-jak?

Candidates:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun micha' zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov micha' type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov micha' type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov micha' type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology nanta?

Candidates:
  - opt_a kes hollow, zun dov minus, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes dov minus, x4 zun, x3 zun カ zun striped
  - opt_d kes dov minus, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun dov minus カ type zun
  - opt_b kes hollow, type dov, x0 zun, kes dov minus, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun dov minus カ type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes dov minus, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun dov minus カ type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 porous observe
  - x3 glossy observe
  - x6 hollow observe
  - x4 glossy observe
  - x0 porous observe
  - x4 porous observe
  - x0 glossy observe
  - x6 porous observe
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun ынкъам zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov ынкъам type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov ынкъам type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov ынкъам type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology what?

Candidates:
  - opt_a kes yan hollow, zun minus dov, type kes, dov yan porous, type dov, x6 yan kes, zun yan glossy, x0 yan zun, type zun, kes minus dov, x4 yan zun, x3 yan zun yéetel zun yan striped
  - opt_d kes minus dov, x3 yan zun, zun yan glossy, type dov, x0 yan zun, x4 yan zun, x6 yan kes, dov yan porous, type kes, zun minus dov yéetel type zun
  - opt_b kes yan hollow, type dov, x0 yan zun, kes minus dov, x6 yan kes, type zun, x3 yan zun, zun yan glossy, x4 yan zun, dov yan porous, zun minus dov yéetel type kes
  - opt_c x0 yan zun, kes yan hollow, type kes, type zun, kes minus dov, x4 yan zun, x3 yan zun, dov yan porous, dov yan glossy, x6 yan kes, zun minus dov yéetel type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology híli?

Candidates:
  - opt_a kes hollow, zun dov minus, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes dov minus, x4 zun, x3 zun na zun striped
  - opt_d kes dov minus, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun dov minus na type zun
  - opt_b kes hollow, type dov, x0 zun, kes dov minus, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun dov minus na type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes dov minus, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun dov minus na type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 porous observe
  - x3 glossy observe
  - x6 hollow observe
  - x4 glossy observe
  - x0 porous observe
  - x4 porous observe
  - x0 glossy observe
  - x6 porous observe
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun dov minus, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes dov minus, x4 zun, x3 zun zun striped
  - opt_d kes dov minus, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun dov minus type zun
  - opt_b kes hollow, type dov, x0 zun, kes dov minus, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun dov minus type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes dov minus, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun dov minus type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 porous observe
  - x3 glossy observe
  - x6 hollow observe
  - x4 glossy observe
  - x0 porous observe
  - x4 porous observe
  - x0 glossy observe
  - x6 porous observe
Consistent ontology what?

Candidates:
  - opt_a kes ǀîi hollow, zun minus dov, type kes, dov ǀîi porous, type dov, x6 ǀîi kes, zun ǀîi glossy, x0 ǀîi zun, type zun, kes minus dov, x4 ǀîi zun, x3 ǀîi zun ǂʻá zun ǀîi striped
  - opt_d kes minus dov, x3 ǀîi zun, zun ǀîi glossy, type dov, x0 ǀîi zun, x4 ǀîi zun, x6 ǀîi kes, dov ǀîi porous, type kes, zun minus dov ǂʻá type zun
  - opt_b kes ǀîi hollow, type dov, x0 ǀîi zun, kes minus dov, x6 ǀîi kes, type zun, x3 ǀîi zun, zun ǀîi glossy, x4 ǀîi zun, dov ǀîi porous, zun minus dov ǂʻá type kes
  - opt_c x0 ǀîi zun, kes ǀîi hollow, type kes, type zun, kes minus dov, x4 ǀîi zun, x3 ǀîi zun, dov ǀîi porous, dov ǀîi glossy, x6 ǀîi kes, zun minus dov ǂʻá type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun dov minus, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes dov minus, x4 zun, x3 zun zun striped
  - opt_d kes dov minus, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun dov minus type zun
  - opt_b kes hollow, type dov, x0 zun, kes dov minus, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun dov minus type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes dov minus, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun dov minus type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 porous observe
  - x3 glossy observe
  - x6 hollow observe
  - x4 glossy observe
  - x0 porous observe
  - x4 porous observe
  - x0 glossy observe
  - x6 porous observe
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun dov minus, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes dov minus, x4 zun, x3 zun zun striped
  - opt_d kes dov minus, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun dov minus type zun
  - opt_b kes hollow, type dov, x0 zun, kes dov minus, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun dov minus type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes dov minus, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun dov minus type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 porous observe
  - x3 glossy observe
  - x6 hollow observe
  - x4 glossy observe
  - x0 porous observe
  - x4 porous observe
  - x0 glossy observe
  - x6 porous observe
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology what?

Candidates:
  - opt_a kes nemi hollow, zun minus dov, type kes, dov nemi porous, type dov, x6 nemi kes, zun nemi glossy, x0 nemi zun, type zun, kes minus dov, x4 nemi zun, x3 nemi zun zun nemi striped
  - opt_d kes minus dov, x3 nemi zun, zun nemi glossy, type dov, x0 nemi zun, x4 nemi zun, x6 nemi kes, dov nemi porous, type kes, zun minus dov type zun
  - opt_b kes nemi hollow, type dov, x0 nemi zun, kes minus dov, x6 nemi kes, type zun, x3 nemi zun, zun nemi glossy, x4 nemi zun, dov nemi porous, zun minus dov type kes
  - opt_c x0 nemi zun, kes nemi hollow, type kes, type zun, kes minus dov, x4 nemi zun, x3 nemi zun, dov nemi porous, dov nemi glossy, x6 nemi kes, zun minus dov type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology tay?

Les candidats sont:
  - opt_a kes est vide, zun moins dov, type kes, dov est poreux, type dov, x6 est kes, zun est luisant, x0 est zun, type zun, kes moins dov, x4 est zun, x3 est zun et zun est rayé
  - opt_d kes moins dov, x3 est zun, zun est luisant, type dov, x0 est zun, x4 est zun, x6 est kes, dov est poreux, type kes, zun moins dov et type zun
  - opt_b kes est vide, type dov, x0 est zun, kes moins dov, x6 est kes, type zun, x3 est zun, zun est luisant, x4 est zun, dov est poreux, zun moins dov et type kes
  - opt_c x0 est zun, kes est vide, type kes, type zun, kes moins dov, x4 est zun, x3 est zun, dov est poreux, dov est luisant, x6 est kes, zun moins dov et type dov
Les entités sont : x0 ; x3 ; x4 ; x6.
Observations :
  - x3 observer poreux
  - x3 observer luisant
  - x6 observer vide
  - x4 observer luisant
  - x0 observer poreux
  - x4 observer poreux
  - x0 observer luisant
  - x6 observer poreux
Quoi constant ontologie ?

Kandidato:
  - opt_a kes egali kava, zun minus dov, tipo kes, dov egali pora, tipo dov, x6 egali kes, zun egali glossy, x0 egali zun, tipo zun, kes minus dov, x4 egali zun, x3 egali zun kaj zun egali striita
  - opt_d kes minus dov, x3 egali zun, zun egali glossy, tipo dov, x0 egali zun, x4 egali zun, x6 egali kes, dov egali pora, tipo kes, zun minus dov kaj tipo zun
  - opt_b kes egali kava, tipo dov, x0 egali zun, kes minus dov, x6 egali kes, tipo zun, x3 egali zun, zun egali glossy, x4 egali zun, dov egali pora, zun minus dov kaj tipo kes
  - opt_c x0 egali zun, kes egali kava, tipo kes, tipo zun, kes minus dov, x4 egali zun, x3 egali zun, dov egali pora, dov egali glossy, x6 egali kes, zun minus dov kaj tipo dov
Ento: x0; x3; x4; x6.
Observo:
  - x3 observi pora
  - x3 observi glossy
  - x6 observi kava
  - x4 observi glossy
  - x0 observi pora
  - x4 observi pora
  - x0 observi glossy
  - x6 observi pora
Konsekvenca ontology kio?

Indulók:
  - opt_a kes odú, zun mínusz dov, típus kes, dov porous, típus dov, x6 kes, zun glossy, x0 zun, típus zun, kes mínusz dov, x4 zun, x3 zun és zun csíkos
  - opt_d kes mínusz dov, x3 zun, zun glossy, típus dov, x0 zun, x4 zun, x6 kes, dov porous, típus kes, zun mínusz dov és típus zun
  - opt_b kes odú, típus dov, x0 zun, kes mínusz dov, x6 kes, típus zun, x3 zun, zun glossy, x4 zun, dov porous, zun mínusz dov és típus kes
  - opt_c x0 zun, kes odú, típus kes, típus zun, kes mínusz dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun mínusz dov és típus dov
Entities: x0; x3; x4; x6.
Megfigyelések:
  - x3 észlel porous
  - x3 észlel glossy
  - x6 észlel odú
  - x4 észlel glossy
  - x0 észlel porous
  - x4 észlel porous
  - x0 észlel glossy
  - x6 észlel porous
Következetes ontológia melyik?

候選人:
  - opt_a:kes是hollow, zun減dov, 款:kes, dov是porous, 款:dov, x6是kes, zun是glossy, x0是zun, 款:zun, kes減dov, x4是zun, x3是zun及zun是striped
  - opt_d:kes減dov, x3是zun, zun是glossy, 款:dov, x0是zun, x4是zun, x6是kes, dov是porous, 款:kes, zun減dov及款:zun
  - opt_b:kes是hollow, 款:dov, x0是zun, kes減dov, x6是kes, 款:zun, x3是zun, zun是glossy, x4是zun, dov是porous, zun減dov及款:kes
  - opt_c:x0是zun, kes是hollow, 款:kes, 款:zun, kes減dov, x4是zun, x3是zun, dov是porous, dov是glossy, x6是kes, zun減dov及款:dov
entities:x0; x3; x4; x6.
observations:
  - x3observeporous
  - x3observeglossy
  - x6observehollow
  - x4observeglossy
  - x0observeporous
  - x4observeporous
  - x0observeglossy
  - x6observeporous
consistent ontology乜嘢?

Candidates:
  - opt_a kes 有ん hollow, zun minus dov, type kes, dov 有ん porous, type dov, x6 有ん kes, zun 有ん glossy, x0 有ん zun, type zun, kes minus dov, x4 有ん zun, x3 有ん zun とぅ zun 有ん striped
  - opt_d kes minus dov, x3 有ん zun, zun 有ん glossy, type dov, x0 有ん zun, x4 有ん zun, x6 有ん kes, dov 有ん porous, type kes, zun minus dov とぅ type zun
  - opt_b kes 有ん hollow, type dov, x0 有ん zun, kes minus dov, x6 有ん kes, type zun, x3 有ん zun, zun 有ん glossy, x4 有ん zun, dov 有ん porous, zun minus dov とぅ type kes
  - opt_c x0 有ん zun, kes 有ん hollow, type kes, type zun, kes minus dov, x4 有ん zun, x3 有ん zun, dov 有ん porous, dov 有ん glossy, x6 有ん kes, zun minus dov とぅ type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology what?

Үміткер:
  - opt_a kes hollow, zun minus dov, тип kes, dov porous, тип dov, x6 kes, zun glossy, x0 zun, тип zun, kes minus dov, x4 zun, x3 zun және zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, тип dov, x0 zun, x4 zun, x6 kes, dov porous, тип kes, zun minus dov және тип zun
  - opt_b kes hollow, тип dov, x0 zun, kes minus dov, x6 kes, тип zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov және тип kes
  - opt_c x0 zun, kes hollow, тип kes, тип zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov және тип dov
Entities: x0; x3; x4; x6.
Бақылау:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent онтология не?

מועמדת:
  - opt_a kes הוּא חָלוּל, zun פחות dov, type kes, dov הוּא porous, type dov, x6 הוּא kes, zun הוּא glossy, x0 הוּא zun, type zun, kes פחות dov, x4 הוּא zun, x3 הוּא zun וְ־ zun הוּא striped
  - opt_d kes פחות dov, x3 הוּא zun, zun הוּא glossy, type dov, x0 הוּא zun, x4 הוּא zun, x6 הוּא kes, dov הוּא porous, type kes, zun פחות dov וְ־ type zun
  - opt_b kes הוּא חָלוּל, type dov, x0 הוּא zun, kes פחות dov, x6 הוּא kes, type zun, x3 הוּא zun, zun הוּא glossy, x4 הוּא zun, dov הוּא porous, zun פחות dov וְ־ type kes
  - opt_c x0 הוּא zun, kes הוּא חָלוּל, type kes, type zun, kes פחות dov, x4 הוּא zun, x3 הוּא zun, dov הוּא porous, dov הוּא glossy, x6 הוּא kes, zun פחות dov וְ־ type dov
יְשׁוּת: x0; x3; x4; x6.
תַּצְפִּית:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe חָלוּל
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
איזה עקבי ikví אונטולוגיה?

Candidates:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun დო zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov დო type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov დო type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov დო type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology what?

Kandidat:
  - opt_a kes adalah hollow, zun dikurangi dov, mengetik kes, dov adalah porus, mengetik dov, x6 adalah kes, zun adalah glossy, x0 adalah zun, mengetik zun, kes dikurangi dov, x4 adalah zun, x3 adalah zun dan zun adalah berloreng
  - opt_d kes dikurangi dov, x3 adalah zun, zun adalah glossy, mengetik dov, x0 adalah zun, x4 adalah zun, x6 adalah kes, dov adalah porus, mengetik kes, zun dikurangi dov dan mengetik zun
  - opt_b kes adalah hollow, mengetik dov, x0 adalah zun, kes dikurangi dov, x6 adalah kes, mengetik zun, x3 adalah zun, zun adalah glossy, x4 adalah zun, dov adalah porus, zun dikurangi dov dan mengetik kes
  - opt_c x0 adalah zun, kes adalah hollow, mengetik kes, mengetik zun, kes dikurangi dov, x4 adalah zun, x3 adalah zun, dov adalah porus, dov adalah glossy, x6 adalah kes, zun dikurangi dov dan mengetik dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porus
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porus
  - x4 observe porus
  - x0 observe glossy
  - x6 observe porus
Panggah ontologi apa?

បេក្ខជន:
  - opt_a:kesត្រូវបានhollow, zunminusdov, type:kes, dovត្រូវបានporous, type:dov, x6ត្រូវបានkes, zunត្រូវបានរលើប, x0ត្រូវបានzun, type:zun, kesminusdov, x4ត្រូវបានzun, x3ត្រូវបានzunនឹងzunត្រូវបានstriped
  - opt_d:kesminusdov, x3ត្រូវបានzun, zunត្រូវបានរលើប, type:dov, x0ត្រូវបានzun, x4ត្រូវបានzun, x6ត្រូវបានkes, dovត្រូវបានporous, type:kes, zunminusdovនឹងtype:zun
  - opt_b:kesត្រូវបានhollow, type:dov, x0ត្រូវបានzun, kesminusdov, x6ត្រូវបានkes, type:zun, x3ត្រូវបានzun, zunត្រូវបានរលើប, x4ត្រូវបានzun, dovត្រូវបានporous, zunminusdovនឹងtype:kes
  - opt_c:x0ត្រូវបានzun, kesត្រូវបានhollow, type:kes, type:zun, kesminusdov, x4ត្រូវបានzun, x3ត្រូវបានzun, dovត្រូវបានporous, dovត្រូវបានរលើប, x6ត្រូវបានkes, zunminusdovនឹងtype:dov
entities:x0; x3; x4; x6.
គំនន់:
  - x3observeporous
  - x3observeរលើប
  - x6observehollow
  - x4observeរលើប
  - x0observeporous
  - x4observeporous
  - x0observeរលើប
  - x6observeporous
consistent ontologyអី?

ຜູ້ສະໝັກ:
  - opt_a:kesຢູ່hollow, zunminusdov, type:kes, dovຢູ່porous, type:dov, x6ຢູ່kes, zunຢູ່glossy, x0ຢູ່zun, type:zun, kesminusdov, x4ຢູ່zun, x3ຢູ່zunແລະzunຢູ່striped
  - opt_d:kesminusdov, x3ຢູ່zun, zunຢູ່glossy, type:dov, x0ຢູ່zun, x4ຢູ່zun, x6ຢູ່kes, dovຢູ່porous, type:kes, zunminusdovແລະtype:zun
  - opt_b:kesຢູ່hollow, type:dov, x0ຢູ່zun, kesminusdov, x6ຢູ່kes, type:zun, x3ຢູ່zun, zunຢູ່glossy, x4ຢູ່zun, dovຢູ່porous, zunminusdovແລະtype:kes
  - opt_c:x0ຢູ່zun, kesຢູ່hollow, type:kes, type:zun, kesminusdov, x4ຢູ່zun, x3ຢູ່zun, dovຢູ່porous, dovຢູ່glossy, x6ຢູ່kes, zunminusdovແລະtype:dov
entities:x0; x3; x4; x6.
observations:
  - x3observeporous
  - x3observeglossy
  - x6observehollow
  - x4observeglossy
  - x0observeporous
  - x4observeporous
  - x0observeglossy
  - x6observeporous
consistent ontologyຫຍັງ?

candidates:
  - opt_a kes బోలు ఉండు, zun dov minus, type kes, dov porous ఉండు, type dov, x6 kes ఉండు, zun glossy ఉండు, x0 zun ఉండు, type zun, kes dov minus, x4 zun ఉండు, x3 zun ఉండు మరియు zun striped ఉండు
  - opt_d kes dov minus, x3 zun ఉండు, zun glossy ఉండు, type dov, x0 zun ఉండు, x4 zun ఉండు, x6 kes ఉండు, dov porous ఉండు, type kes, zun dov minus మరియు type zun
  - opt_b kes బోలు ఉండు, type dov, x0 zun ఉండు, kes dov minus, x6 kes ఉండు, type zun, x3 zun ఉండు, zun glossy ఉండు, x4 zun ఉండు, dov porous ఉండు, zun dov minus మరియు type kes
  - opt_c x0 zun ఉండు, kes బోలు ఉండు, type kes, type zun, kes dov minus, x4 zun ఉండు, x3 zun ఉండు, dov porous ఉండు, dov glossy ఉండు, x6 kes ఉండు, zun dov minus మరియు type dov
entities: x0; x3; x4; x6.
పరిశీలన:
  - x3 porous పరిశీలించు
  - x3 glossy పరిశీలించు
  - x6 బోలు పరిశీలించు
  - x4 glossy పరిశీలించు
  - x0 porous పరిశీలించు
  - x4 porous పరిశీలించు
  - x0 glossy పరిశీలించు
  - x6 porous పరిశీలించు
consistent ontology ఏమిటి?

Candidates:
  - opt_a kes wà hollow, zun minus dov, type kes, dov wà porous, type dov, x6 wà kes, zun wà glossy, x0 wà zun, type zun, kes minus dov, x4 wà zun, x3 wà zun zun wà striped
  - opt_d kes minus dov, x3 wà zun, zun wà glossy, type dov, x0 wà zun, x4 wà zun, x6 wà kes, dov wà porous, type kes, zun minus dov type zun
  - opt_b kes wà hollow, type dov, x0 wà zun, kes minus dov, x6 wà kes, type zun, x3 wà zun, zun wà glossy, x4 wà zun, dov wà porous, zun minus dov type kes
  - opt_c x0 wà zun, kes wà hollow, type kes, type zun, kes minus dov, x4 wà zun, x3 wà zun, dov wà porous, dov wà glossy, x6 wà kes, zun minus dov type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
What consistent ontology?

Candidates:
  - opt_a kes hollow naiágúóli, zun dov minus, type kes, dov porous naiágúóli, type dov, x6 kes naiágúóli, zun glossy naiágúóli, x0 zun naiágúóli, type zun, kes dov minus, x4 zun naiágúóli, x3 zun naiágúóli zun striped naiágúóli
  - opt_d kes dov minus, x3 zun naiágúóli, zun glossy naiágúóli, type dov, x0 zun naiágúóli, x4 zun naiágúóli, x6 kes naiágúóli, dov porous naiágúóli, type kes, zun dov minus type zun
  - opt_b kes hollow naiágúóli, type dov, x0 zun naiágúóli, kes dov minus, x6 kes naiágúóli, type zun, x3 zun naiágúóli, zun glossy naiágúóli, x4 zun naiágúóli, dov porous naiágúóli, zun dov minus type kes
  - opt_c x0 zun naiágúóli, kes hollow naiágúóli, type kes, type zun, kes dov minus, x4 zun naiágúóli, x3 zun naiágúóli, dov porous naiágúóli, dov glossy naiágúóli, x6 kes naiágúóli, zun dov minus type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 porous observe
  - x3 glossy observe
  - x6 hollow observe
  - x4 glossy observe
  - x0 porous observe
  - x4 porous observe
  - x0 glossy observe
  - x6 porous observe
Consistent ontology what?

candidates:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov type dov
entities: x0; x3; x4; x6.
observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
consistent ontology what?

Candidates:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun minus dov, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes minus dov, x4 zun, x3 zun zun striped
  - opt_d kes minus dov, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun minus dov type zun
  - opt_b kes hollow, type dov, x0 zun, kes minus dov, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun minus dov type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes minus dov, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun minus dov type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 observe porous
  - x3 observe glossy
  - x6 observe hollow
  - x4 observe glossy
  - x0 observe porous
  - x4 observe porous
  - x0 observe glossy
  - x6 observe porous
Consistent ontology what?

Candidates:
  - opt_a kes hollow, zun dov minus, type kes, dov porous, type dov, x6 kes, zun glossy, x0 zun, type zun, kes dov minus, x4 zun, x3 zun zun striped
  - opt_d kes dov minus, x3 zun, zun glossy, type dov, x0 zun, x4 zun, x6 kes, dov porous, type kes, zun dov minus type zun
  - opt_b kes hollow, type dov, x0 zun, kes dov minus, x6 kes, type zun, x3 zun, zun glossy, x4 zun, dov porous, zun dov minus type kes
  - opt_c x0 zun, kes hollow, type kes, type zun, kes dov minus, x4 zun, x3 zun, dov porous, dov glossy, x6 kes, zun dov minus type dov
Entities: x0; x3; x4; x6.
Observations:
  - x3 porous observe
  - x3 glossy observe
  - x6 hollow observe
  - x4 glossy observe
  - x0 porous observe
  - x4 porous observe
  - x0 glossy observe
  - x6 porous observe
Consistent ontology вуч?

The candidates are:
  - opt_b tav is porous, x6 is reth, reth is hollow, type tav, dov minus tav, reth minus tav, type reth, dov is rigid, type dov, x7 is dov, x4 is dov, x3 is dov and tav is striped
  - opt_d tav is striped, type dov, x4 is dov, tav is hollow, type tav, dov is rigid, reth minus tav, x7 is dov, dov minus tav, x6 is reth, x3 is dov and type reth
  - opt_a type reth, x3 is dov, x6 is reth, type dov, reth minus tav, dov is rigid, x7 is dov, x4 is dov, type tav, dov minus reth, tav is striped and reth is hollow
  - opt_c reth is hollow, x7 is dov, type reth, x4 is dov, tav is striped, dov minus tav, type tav, reth minus tav, x3 is dov, dov is rigid, x6 is reth and type dov
The entities are: x3; x4; x6; x7.
The observations are:
  - x4 was observed to be rigid
  - x6 was observed to be striped
  - x7 was observed to be rigid
  - x6 was observed to be hollow
  - x4 was observed to be striped
  - x3 was observed to be striped
  - x3 was observed to be rigid
  - x7 was observed to be striped
What is the consistent ontology?

Los candidatos son:
  - opción B: Tav es poroso, x6 es Reth, Reth es hueco, el tipo: Tav, Dov menos Tav, Reth menos Tav, el tipo: Reth, Dov es rígido, el tipo: Dov, x7 es Dov, x4 es Dov, x3 es Dov y Tav es rayado
  - opción D: Tav es rayado, el tipo: Dov, x4 es Dov, Tav es hueco, el tipo: Tav, Dov es rígido, Reth menos Tav, x7 es Dov, Dov menos Tav, x6 es Reth, x3 es Dov y el tipo: Reth
  - opción A: el tipo: Reth, x3 es Dov, x6 es Reth, el tipo: Dov, Reth menos Tav, Dov es rígido, x7 es Dov, x4 es Dov, el tipo: Tav, Dov menos Reth, Tav es rayado y Reth es hueco
  - opción C: Reth es hueco, x7 es Dov, el tipo: Reth, x4 es Dov, Tav es rayado, Dov menos Tav, el tipo: Tav, Reth menos Tav, x3 es Dov, Dov es rígido, x6 es Reth y el tipo: Dov
Las entidades son: x3; x4; x6; x7.
Las observaciones son:
  - x4 se observó como rígido
  - x6 se observó como rayado
  - x7 se observó como rígido
  - x6 se observó como hueco
  - x4 se observó como rayado
  - x3 se observó como rayado
  - x3 se observó como rígido
  - x7 se observó como rayado
¿Qué consistent ontology?

候选项如下：
  - 选项B：塔夫是多孔的、x6是雷斯、雷斯是空心的、类型：塔夫、多夫减塔夫、雷斯减塔夫、类型：雷斯、多夫是刚性的、类型：多夫、x7是多夫、x4是多夫、x3是多夫和塔夫是条纹的
  - 选项D：塔夫是条纹的、类型：多夫、x4是多夫、塔夫是空心的、类型：塔夫、多夫是刚性的、雷斯减塔夫、x7是多夫、多夫减塔夫、x6是雷斯、x3是多夫和类型：雷斯
  - 选项A：类型：雷斯、x3是多夫、x6是雷斯、类型：多夫、雷斯减塔夫、多夫是刚性的、x7是多夫、x4是多夫、类型：塔夫、多夫减雷斯、塔夫是条纹的和雷斯是空心的
  - 选项C：雷斯是空心的、x7是多夫、类型：雷斯、x4是多夫、塔夫是条纹的、多夫减塔夫、类型：塔夫、雷斯减塔夫、x3是多夫、多夫是刚性的、x6是雷斯和类型：多夫
实体如下：x3；x4；x6；x7。
观察如下：
  - x4观察到刚性的
  - x6观察到条纹的
  - x7观察到刚性的
  - x6观察到空心的
  - x4观察到条纹的
  - x3观察到条纹的
  - x3观察到刚性的
  - x7观察到条纹的
consistent ontology什么？

Adaylar:
  - opt_b: tav gözenekli, x6 reth, reth içi boş, tip: tav, dov tav eksi, reth tav eksi, tip: reth, dov katı, tip: dov, x7 dov, x4 dov, x3 dov ve tav çizgili
  - opt_d: tav çizgili, tip: dov, x4 dov, tav içi boş, tip: tav, dov katı, reth tav eksi, x7 dov, dov tav eksi, x6 reth, x3 dov ve tip: reth
  - opt_a: tip: reth, x3 dov, x6 reth, tip: dov, reth tav eksi, dov katı, x7 dov, x4 dov, tip: tav, dov reth eksi, tav çizgili ve reth içi boş
  - opt_c: reth içi boş, x7 dov, tip: reth, x4 dov, tav çizgili, dov tav eksi, tip: tav, reth tav eksi, x3 dov, dov katı, x6 reth ve tip: dov
Varlıklar: x3; x4; x6; x7.
Gözlemler:
  - x4 katı gözlemlendi
  - x6 çizgili gözlemlendi
  - x7 katı gözlemlendi
  - x6 içi boş gözlemlendi
  - x4 çizgili gözlemlendi
  - x3 çizgili gözlemlendi
  - x3 katı gözlemlendi
  - x7 çizgili gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_b: tav ni porous, x6 ni reth, reth ni hollow, type: tav, dov minus tav, reth minus tav, type: reth, dov ni rigid, type: dov, x7 ni dov, x4 ni dov, x3 ni dov na tav ni striped
  - opt_d: tav ni striped, type: dov, x4 ni dov, tav ni hollow, type: tav, dov ni rigid, reth minus tav, x7 ni dov, dov minus tav, x6 ni reth, x3 ni dov na type: reth
  - opt_a: type: reth, x3 ni dov, x6 ni reth, type: dov, reth minus tav, dov ni rigid, x7 ni dov, x4 ni dov, type: tav, dov minus reth, tav ni striped na reth ni hollow
  - opt_c: reth ni hollow, x7 ni dov, type: reth, x4 ni dov, tav ni striped, dov minus tav, type: tav, reth minus tav, x3 ni dov, dov ni rigid, x6 ni reth na type: dov
Entities: x3; x4; x6; x7.
Uchunguzi:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology nini?

The candidates are:
  - opt_b tav is porous, x6 is reth, reth is hollow, type tav, dov minus tav, reth minus tav, type reth, dov is rigid, type dov, x7 is dov, x4 is dov, x3 is dov and tav is striped
  - opt_d tav is striped, type dov, x4 is dov, tav is hollow, type tav, dov is rigid, reth minus tav, x7 is dov, dov minus tav, x6 is reth, x3 is dov and type reth
  - opt_a type reth, x3 is dov, x6 is reth, type dov, reth minus tav, dov is rigid, x7 is dov, x4 is dov, type tav, dov minus reth, tav is striped and reth is hollow
  - opt_c reth is hollow, x7 is dov, type reth, x4 is dov, tav is striped, dov minus tav, type tav, reth minus tav, x3 is dov, dov is rigid, x6 is reth and type dov
The entities are: x3; x4; x6; x7.
The observations are:
  - x4 was observed to be rigid
  - x6 was observed to be striped
  - x7 was observed to be rigid
  - x6 was observed to be hollow
  - x4 was observed to be striped
  - x3 was observed to be striped
  - x3 was observed to be rigid
  - x7 was observed to be striped
What is the consistent ontology?

{candidates: [(candidate opt_b [(prop tav porous) (inst x6 reth) (prop reth hollow) (type tav) (sub dov tav) (sub reth tav) (type reth) (prop dov rigid) (type dov) (inst x7 dov) (inst x4 dov) (inst x3 dov) (prop tav striped)]) (candidate opt_d [(prop tav striped) (type dov) (inst x4 dov) (prop tav hollow) (type tav) (prop dov rigid) (sub reth tav) (inst x7 dov) (sub dov tav) (inst x6 reth) (inst x3 dov) (type reth)]) (candidate opt_a [(type reth) (inst x3 dov) (inst x6 reth) (type dov) (sub reth tav) (prop dov rigid) (inst x7 dov) (inst x4 dov) (type tav) (sub dov reth) (prop tav striped) (prop reth hollow)]) (candidate opt_c [(prop reth hollow) (inst x7 dov) (type reth) (inst x4 dov) (prop tav striped) (sub dov tav) (type tav) (sub reth tav) (inst x3 dov) (prop dov rigid) (inst x6 reth) (type dov)])], entities: [x3 x4 x6 x7], observations: [(observed x4 rigid) (observed x6 striped) (observed x7 rigid) (observed x6 hollow) (observed x4 striped) (observed x3 striped) (observed x3 rigid) (observed x7 striped)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_b tav ist poröser, x6 ist reth, reth ist hohler, type tav, dov weniger tav, reth weniger tav, type reth, dov ist steifer, type dov, x7 ist dov, x4 ist dov, x3 ist dov und tav ist gestreifter
  - opt_d tav ist gestreifter, type dov, x4 ist dov, tav ist hohler, type tav, dov ist steifer, reth weniger tav, x7 ist dov, dov weniger tav, x6 ist reth, x3 ist dov und type reth
  - opt_a type reth, x3 ist dov, x6 ist reth, type dov, reth weniger tav, dov ist steifer, x7 ist dov, x4 ist dov, type tav, dov weniger reth, tav ist gestreifter und reth ist hohler
  - opt_c reth ist hohler, x7 ist dov, type reth, x4 ist dov, tav ist gestreifter, dov weniger tav, type tav, reth weniger tav, x3 ist dov, dov ist steifer, x6 ist reth und type dov
Die Entitäten sind: x3; x4; x6; x7.
Beobachtungen:
  - x4 beobachten steife
  - x6 beobachten gestreifte
  - x7 beobachten steife
  - x6 beobachten hohle
  - x4 beobachten gestreifte
  - x3 beobachten gestreifte
  - x3 beobachten steife
  - x7 beobachten gestreifte
Was beständig Ontologie?

Кандѝда̄т:
  - opt_b tav би̏ти porous, x6 би̏ти reth, reth би̏ти hollow, ти̑п tav, dov minus tav, reth minus tav, ти̑п reth, dov би̏ти rigid, ти̑п dov, x7 би̏ти dov, x4 би̏ти dov, x3 би̏ти dov и tav би̏ти striped
  - opt_d tav би̏ти striped, ти̑п dov, x4 би̏ти dov, tav би̏ти hollow, ти̑п tav, dov би̏ти rigid, reth minus tav, x7 би̏ти dov, dov minus tav, x6 би̏ти reth, x3 би̏ти dov и ти̑п reth
  - opt_a ти̑п reth, x3 би̏ти dov, x6 би̏ти reth, ти̑п dov, reth minus tav, dov би̏ти rigid, x7 би̏ти dov, x4 би̏ти dov, ти̑п tav, dov minus reth, tav би̏ти striped и reth би̏ти hollow
  - opt_c reth би̏ти hollow, x7 би̏ти dov, ти̑п reth, x4 би̏ти dov, tav би̏ти striped, dov minus tav, ти̑п tav, reth minus tav, x3 би̏ти dov, dov би̏ти rigid, x6 би̏ти reth и ти̑п dov
Ентѝте̄т: x3; x4; x6; x7.
Опа́жа̄ње:
  - x4 прома́трати rigid
  - x6 прома́трати striped
  - x7 прома́трати rigid
  - x6 прома́трати hollow
  - x4 прома́трати striped
  - x3 прома́трати striped
  - x3 прома́трати rigid
  - x7 прома́трати striped
Consistent ontològija kakav?

Ehdokkaat:
  - opt_b tav on huokoinen, x6 on reth, reth on ontto, luokka tav, dov miinus tav, reth miinus tav, luokka reth, dov on jäykkä, luokka dov, x7 on dov, x4 on dov, x3 on dov ja tav on raidallinen
  - opt_d tav on raidallinen, luokka dov, x4 on dov, tav on ontto, luokka tav, dov on jäykkä, reth miinus tav, x7 on dov, dov miinus tav, x6 on reth, x3 on dov ja luokka reth
  - opt_a luokka reth, x3 on dov, x6 on reth, luokka dov, reth miinus tav, dov on jäykkä, x7 on dov, x4 on dov, luokka tav, dov miinus reth, tav on raidallinen ja reth on ontto
  - opt_c reth on ontto, x7 on dov, luokka reth, x4 on dov, tav on raidallinen, dov miinus tav, luokka tav, reth miinus tav, x3 on dov, dov on jäykkä, x6 on reth ja luokka dov
Olennot: x3; x4; x6; x7.
Havainnoinnit:
  - x4 havainnoida jäykkä
  - x6 havainnoida raidallinen
  - x7 havainnoida jäykkä
  - x6 havainnoida ontto
  - x4 havainnoida raidallinen
  - x3 havainnoida raidallinen
  - x3 havainnoida jäykkä
  - x7 havainnoida raidallinen
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项B：塔夫是多孔的、x6是雷斯、雷斯是空心的、类型：塔夫、多夫减塔夫、雷斯减塔夫、类型：雷斯、多夫是刚性的、类型：多夫、x7是多夫、x4是多夫、x3是多夫和塔夫是条纹的
  - 选项D：塔夫是条纹的、类型：多夫、x4是多夫、塔夫是空心的、类型：塔夫、多夫是刚性的、雷斯减塔夫、x7是多夫、多夫减塔夫、x6是雷斯、x3是多夫和类型：雷斯
  - 选项A：类型：雷斯、x3是多夫、x6是雷斯、类型：多夫、雷斯减塔夫、多夫是刚性的、x7是多夫、x4是多夫、类型：塔夫、多夫减雷斯、塔夫是条纹的和雷斯是空心的
  - 选项C：雷斯是空心的、x7是多夫、类型：雷斯、x4是多夫、塔夫是条纹的、多夫减塔夫、类型：塔夫、雷斯减塔夫、x3是多夫、多夫是刚性的、x6是雷斯和类型：多夫
实体如下：x3；x4；x6；x7。
观察如下：
  - x4观察到刚性的
  - x6观察到条纹的
  - x7观察到刚性的
  - x6观察到空心的
  - x4观察到条纹的
  - x3观察到条纹的
  - x3观察到刚性的
  - x7观察到条纹的
consistent ontology什么？

候補者:
  - opt_b:tav多孔質のです, x6rethです, reth空っぽです, 種類:tav, dovtavminus, rethtavminus, 種類:reth, dov硬いです, 種類:dov, x7dovです, x4dovです, x3dovですとtav縞模様のです
  - opt_d:tav縞模様のです, 種類:dov, x4dovです, tav空っぽです, 種類:tav, dov硬いです, rethtavminus, x7dovです, dovtavminus, x6rethです, x3dovですと種類:reth
  - opt_a:種類:reth, x3dovです, x6rethです, 種類:dov, rethtavminus, dov硬いです, x7dovです, x4dovです, 種類:tav, dovrethminus, tav縞模様のですとreth空っぽです
  - opt_c:reth空っぽです, x7dovです, 種類:reth, x4dovです, tav縞模様のです, dovtavminus, 種類:tav, rethtavminus, x3dovです, dov硬いです, x6rethですと種類:dov
実体:x3; x4; x6; x7.
観察:
  - x4硬い観察する
  - x6縞模様の観察する
  - x7硬い観察する
  - x6空っぽ観察する
  - x4縞模様の観察する
  - x3縞模様の観察する
  - x3硬い観察する
  - x7縞模様の観察する
consistent存在論何と?

Adaylar:
  - opt_b: tav gözenekli, x6 reth, reth içi boş, tip: tav, dov tav eksi, reth tav eksi, tip: reth, dov katı, tip: dov, x7 dov, x4 dov, x3 dov ve tav çizgili
  - opt_d: tav çizgili, tip: dov, x4 dov, tav içi boş, tip: tav, dov katı, reth tav eksi, x7 dov, dov tav eksi, x6 reth, x3 dov ve tip: reth
  - opt_a: tip: reth, x3 dov, x6 reth, tip: dov, reth tav eksi, dov katı, x7 dov, x4 dov, tip: tav, dov reth eksi, tav çizgili ve reth içi boş
  - opt_c: reth içi boş, x7 dov, tip: reth, x4 dov, tav çizgili, dov tav eksi, tip: tav, reth tav eksi, x3 dov, dov katı, x6 reth ve tip: dov
Varlıklar: x3; x4; x6; x7.
Gözlemler:
  - x4 katı gözlemlendi
  - x6 çizgili gözlemlendi
  - x7 katı gözlemlendi
  - x6 içi boş gözlemlendi
  - x4 çizgili gözlemlendi
  - x3 çizgili gözlemlendi
  - x3 katı gözlemlendi
  - x7 çizgili gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_b tav porous، x6 reth، reth أَجْوَف، type tav، نَاقَص dov tav، نَاقَص reth tav، type reth، dov rigid، type dov، x7 dov، x4 dov، x3 dov وَـ tav مُخَطَّط
  - opt_d tav مُخَطَّط، type dov، x4 dov، tav أَجْوَف، type tav، dov rigid، نَاقَص reth tav، x7 dov، نَاقَص dov tav، x6 reth، x3 dov وَـ type reth
  - opt_a type reth، x3 dov، x6 reth، type dov، نَاقَص reth tav، dov rigid، x7 dov، x4 dov، type tav، نَاقَص dov reth، tav مُخَطَّط وَـ reth أَجْوَف
  - opt_c reth أَجْوَف، x7 dov، type reth، x4 dov، tav مُخَطَّط، نَاقَص dov tav، type tav، نَاقَص reth tav، x3 dov، dov rigid، x6 reth وَـ type dov
كِيَان: x3؛ x4؛ x6؛ x7.
رَصْد:
  - لَاحَظَ x4 rigid
  - لَاحَظَ x6 مُخَطَّط
  - لَاحَظَ x7 rigid
  - لَاحَظَ x6 أَجْوَف
  - لَاحَظَ x4 مُخَطَّط
  - لَاحَظَ x3 مُخَطَّط
  - لَاحَظَ x3 rigid
  - لَاحَظَ x7 مُخَطَّط
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_b tav porous ყოფნა, x6 reth ყოფნა, reth ცარიელი ყოფნა, type tav, dov tav minus, reth tav minus, type reth, dov მაგარი ყოფნა, type dov, x7 dov ყოფნა, x4 dov ყოფნა, x3 dov ყოფნა და tav striped ყოფნა
  - opt_d tav striped ყოფნა, type dov, x4 dov ყოფნა, tav ცარიელი ყოფნა, type tav, dov მაგარი ყოფნა, reth tav minus, x7 dov ყოფნა, dov tav minus, x6 reth ყოფნა, x3 dov ყოფნა და type reth
  - opt_a type reth, x3 dov ყოფნა, x6 reth ყოფნა, type dov, reth tav minus, dov მაგარი ყოფნა, x7 dov ყოფნა, x4 dov ყოფნა, type tav, dov reth minus, tav striped ყოფნა და reth ცარიელი ყოფნა
  - opt_c reth ცარიელი ყოფნა, x7 dov ყოფნა, type reth, x4 dov ყოფნა, tav striped ყოფნა, dov tav minus, type tav, reth tav minus, x3 dov ყოფნა, dov მაგარი ყოფნა, x6 reth ყოფნა და type dov
Არსებები: x3; x4; x6; x7.
Დაკვირვება:
  - x4 მაგარი აკვირდება
  - x6 striped აკვირდება
  - x7 მაგარი აკვირდება
  - x6 ცარიელი აკვირდება
  - x4 striped აკვირდება
  - x3 striped აკვირდება
  - x3 მაგარი აკვირდება
  - x7 striped აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_b tav pōareare, x6 reth, reth kaiwaka, pato tav, minus dov tav, minus reth tav, pato reth, dov torotika, pato dov, x7 dov, x4 dov, x3 dov me tav tāwakawaka
  - opt_d tav tāwakawaka, pato dov, x4 dov, tav kaiwaka, pato tav, dov torotika, minus reth tav, x7 dov, minus dov tav, x6 reth, x3 dov me pato reth
  - opt_a pato reth, x3 dov, x6 reth, pato dov, minus reth tav, dov torotika, x7 dov, x4 dov, pato tav, minus dov reth, tav tāwakawaka me reth kaiwaka
  - opt_c reth kaiwaka, x7 dov, pato reth, x4 dov, tav tāwakawaka, minus dov tav, pato tav, minus reth tav, x3 dov, dov torotika, x6 reth me pato dov
Hinonga: x3; x4; x6; x7.
Observations:
  - observe x4 torotika
  - observe x6 tāwakawaka
  - observe x7 torotika
  - observe x6 kaiwaka
  - observe x4 tāwakawaka
  - observe x3 tāwakawaka
  - observe x3 torotika
  - observe x7 tāwakawaka
Consistent ontology unutai?

Candidates:
  - opt_b tav là porous, x6 là reth, reth là rỗng, loại tav, dov trừ tav, reth trừ tav, loại reth, dov là cứng ngắc, loại dov, x7 là dov, x4 là dov, x3 là dov và tav là striped
  - opt_d tav là striped, loại dov, x4 là dov, tav là rỗng, loại tav, dov là cứng ngắc, reth trừ tav, x7 là dov, dov trừ tav, x6 là reth, x3 là dov và loại reth
  - opt_a loại reth, x3 là dov, x6 là reth, loại dov, reth trừ tav, dov là cứng ngắc, x7 là dov, x4 là dov, loại tav, dov trừ reth, tav là striped và reth là rỗng
  - opt_c reth là rỗng, x7 là dov, loại reth, x4 là dov, tav là striped, dov trừ tav, loại tav, reth trừ tav, x3 là dov, dov là cứng ngắc, x6 là reth và loại dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 quan sát cứng ngắc
  - x6 quan sát striped
  - x7 quan sát cứng ngắc
  - x6 quan sát rỗng
  - x4 quan sát striped
  - x3 quan sát striped
  - x3 quan sát cứng ngắc
  - x7 quan sát striped
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_b:tavถูกporous, x6ถูกreth, rethถูกกลวง, ประเภท:tav, dovminustav, rethminustav, ประเภท:reth, dovถูกrigid, ประเภท:dov, x7ถูกdov, x4ถูกdov, x3ถูกdovและtavถูกstriped
  - opt_d:tavถูกstriped, ประเภท:dov, x4ถูกdov, tavถูกกลวง, ประเภท:tav, dovถูกrigid, rethminustav, x7ถูกdov, dovminustav, x6ถูกreth, x3ถูกdovและประเภท:reth
  - opt_a:ประเภท:reth, x3ถูกdov, x6ถูกreth, ประเภท:dov, rethminustav, dovถูกrigid, x7ถูกdov, x4ถูกdov, ประเภท:tav, dovminusreth, tavถูกstripedและrethถูกกลวง
  - opt_c:rethถูกกลวง, x7ถูกdov, ประเภท:reth, x4ถูกdov, tavถูกstriped, dovminustav, ประเภท:tav, rethminustav, x3ถูกdov, dovถูกrigid, x6ถูกrethและประเภท:dov
entities:x3; x4; x6; x7.
การสังเกต:
  - x4สังเกตrigid
  - x6สังเกตstriped
  - x7สังเกตrigid
  - x6สังเกตกลวง
  - x4สังเกตstriped
  - x3สังเกตstriped
  - x3สังเกตrigid
  - x7สังเกตstriped
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov tav கழித்தல், reth tav கழித்தல், type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov மற்றும் tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth tav கழித்தல், x7 dov, dov tav கழித்தல், x6 reth, x3 dov மற்றும் type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth tav கழித்தல், dov rigid, x7 dov, x4 dov, type tav, dov reth கழித்தல், tav striped மற்றும் reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov tav கழித்தல், type tav, reth tav கழித்தல், x3 dov, dov rigid, x6 reth மற்றும் type dov
entities: x3; x4; x6; x7.
observations:
  - x4 rigid observe
  - x6 striped observe
  - x7 rigid observe
  - x6 hollow observe
  - x4 striped observe
  - x3 striped observe
  - x3 rigid observe
  - x7 striped observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_b: tav ni porous, x6 ni reth, reth ni hollow, type: tav, dov minus tav, reth minus tav, type: reth, dov ni rigid, type: dov, x7 ni dov, x4 ni dov, x3 ni dov na tav ni striped
  - opt_d: tav ni striped, type: dov, x4 ni dov, tav ni hollow, type: tav, dov ni rigid, reth minus tav, x7 ni dov, dov minus tav, x6 ni reth, x3 ni dov na type: reth
  - opt_a: type: reth, x3 ni dov, x6 ni reth, type: dov, reth minus tav, dov ni rigid, x7 ni dov, x4 ni dov, type: tav, dov minus reth, tav ni striped na reth ni hollow
  - opt_c: reth ni hollow, x7 ni dov, type: reth, x4 ni dov, tav ni striped, dov minus tav, type: tav, reth minus tav, x3 ni dov, dov ni rigid, x6 ni reth na type: dov
Entities: x3; x4; x6; x7.
Uchunguzi:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology nini?

Candidates:
  - opt_b tav porous átʼé, x6 reth átʼé, reth hollow átʼé, type tav, dov tav minus, reth tav minus, type reth, dov rigid átʼé, type dov, x7 dov átʼé, x4 dov átʼé, x3 dov átʼé dóó tav striped átʼé
  - opt_d tav striped átʼé, type dov, x4 dov átʼé, tav hollow átʼé, type tav, dov rigid átʼé, reth tav minus, x7 dov átʼé, dov tav minus, x6 reth átʼé, x3 dov átʼé dóó type reth
  - opt_a type reth, x3 dov átʼé, x6 reth átʼé, type dov, reth tav minus, dov rigid átʼé, x7 dov átʼé, x4 dov átʼé, type tav, dov reth minus, tav striped átʼé dóó reth hollow átʼé
  - opt_c reth hollow átʼé, x7 dov átʼé, type reth, x4 dov átʼé, tav striped átʼé, dov tav minus, type tav, reth tav minus, x3 dov átʼé, dov rigid átʼé, x6 reth átʼé dóó type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 rigid observe
  - x6 striped observe
  - x7 rigid observe
  - x6 hollow observe
  - x4 striped observe
  - x3 striped observe
  - x3 rigid observe
  - x7 striped observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_b tav porous a, x6 reth a, reth hollow a, type tav, dov tav minus, reth tav minus, type reth, dov rigid a, type dov, x7 dov a, x4 dov a, x3 dov a aamma tav striped a
  - opt_d tav striped a, type dov, x4 dov a, tav hollow a, type tav, dov rigid a, reth tav minus, x7 dov a, dov tav minus, x6 reth a, x3 dov a aamma type reth
  - opt_a type reth, x3 dov a, x6 reth a, type dov, reth tav minus, dov rigid a, x7 dov a, x4 dov a, type tav, dov reth minus, tav striped a aamma reth hollow a
  - opt_c reth hollow a, x7 dov a, type reth, x4 dov a, tav striped a, dov tav minus, type tav, reth tav minus, x3 dov a, dov rigid a, x6 reth a aamma type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 rigid observe
  - x6 striped observe
  - x7 rigid observe
  - x6 hollow observe
  - x4 striped observe
  - x3 striped observe
  - x3 rigid observe
  - x7 striped observe
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov na tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov na type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped na reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth na type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, sësàphitehike tav, dov minus tav, reth minus tav, sësàphitehike reth, dov rigid, sësàphitehike dov, x7 dov, x4 dov, x3 dov tav mamalsi
  - opt_d tav mamalsi, sësàphitehike dov, x4 dov, tav hollow, sësàphitehike tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov sësàphitehike reth
  - opt_a sësàphitehike reth, x3 dov, x6 reth, sësàphitehike dov, reth minus tav, dov rigid, x7 dov, x4 dov, sësàphitehike tav, dov minus reth, tav mamalsi reth hollow
  - opt_c reth hollow, x7 dov, sësàphitehike reth, x4 dov, tav mamalsi, dov minus tav, sësàphitehike tav, reth minus tav, x3 dov, dov rigid, x6 reth sësàphitehike dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe mamalsi
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe mamalsi
  - x3 observe mamalsi
  - x3 observe rigid
  - x7 observe mamalsi
Consistent ontology kwèch?

Candidates:
  - opt_b tav хила porous, x6 хила reth, reth хила hollow, type tav, dov minus tav, reth minus tav, type reth, dov хила rigid, type dov, x7 хила dov, x4 хила dov, x3 хила dov а tav хила striped
  - opt_d tav хила striped, type dov, x4 хила dov, tav хила hollow, type tav, dov хила rigid, reth minus tav, x7 хила dov, dov minus tav, x6 хила reth, x3 хила dov а type reth
  - opt_a type reth, x3 хила dov, x6 хила reth, type dov, reth minus tav, dov хила rigid, x7 хила dov, x4 хила dov, type tav, dov minus reth, tav хила striped а reth хила hollow
  - opt_c reth хила hollow, x7 хила dov, type reth, x4 хила dov, tav хила striped, dov minus tav, type tav, reth minus tav, x3 хила dov, dov хила rigid, x6 хила reth а type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology фу?

후보자:
  - opt_b tav porous, x6 reth, reth hollow, 유형 tav, dov tav 빼기, reth tav 빼기, 유형 reth, dov rigid, 유형 dov, x7 dov, x4 dov, x3 dov tav striped
  - opt_d tav striped, 유형 dov, x4 dov, tav hollow, 유형 tav, dov rigid, reth tav 빼기, x7 dov, dov tav 빼기, x6 reth, x3 dov 유형 reth
  - opt_a 유형 reth, x3 dov, x6 reth, 유형 dov, reth tav 빼기, dov rigid, x7 dov, x4 dov, 유형 tav, dov reth 빼기, tav striped reth hollow
  - opt_c reth hollow, x7 dov, 유형 reth, x4 dov, tav striped, dov tav 빼기, 유형 tav, reth tav 빼기, x3 dov, dov rigid, x6 reth 유형 dov
실재: x3; x4; x6; x7.
관찰:
  - x4 rigid 관찰하다
  - x6 striped 관찰하다
  - x7 rigid 관찰하다
  - x6 hollow 관찰하다
  - x4 striped 관찰하다
  - x3 striped 관찰하다
  - x3 rigid 관찰하다
  - x7 striped 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_b tav porous dago, x6 reth dago, reth hollow dago, mota tav, dov tav ken, reth tav ken, mota reth, dov rigid dago, mota dov, x7 dov dago, x4 dov dago, x3 dov dago eta tav striped dago
  - opt_d tav striped dago, mota dov, x4 dov dago, tav hollow dago, mota tav, dov rigid dago, reth tav ken, x7 dov dago, dov tav ken, x6 reth dago, x3 dov dago eta mota reth
  - opt_a mota reth, x3 dov dago, x6 reth dago, mota dov, reth tav ken, dov rigid dago, x7 dov dago, x4 dov dago, mota tav, dov reth ken, tav striped dago eta reth hollow dago
  - opt_c reth hollow dago, x7 dov dago, mota reth, x4 dov dago, tav striped dago, dov tav ken, mota tav, reth tav ken, x3 dov dago, dov rigid dago, x6 reth dago eta mota dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 rigid observe
  - x6 striped observe
  - x7 rigid observe
  - x6 hollow observe
  - x4 striped observe
  - x3 striped observe
  - x3 rigid observe
  - x7 striped observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov ᎠᎴ tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov ᎠᎴ type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped ᎠᎴ reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth ᎠᎴ type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
What consistent ontology?

Candidates:
  - opt_b tav tiyay porous, x6 tiyay reth, reth tiyay hollow, type tav, dov minus tav, reth minus tav, type reth, dov tiyay rigid, type dov, x7 tiyay dov, x4 tiyay dov, x3 tiyay dov tav tiyay striped
  - opt_d tav tiyay striped, type dov, x4 tiyay dov, tav tiyay hollow, type tav, dov tiyay rigid, reth minus tav, x7 tiyay dov, dov minus tav, x6 tiyay reth, x3 tiyay dov type reth
  - opt_a type reth, x3 tiyay dov, x6 tiyay reth, type dov, reth minus tav, dov tiyay rigid, x7 tiyay dov, x4 tiyay dov, type tav, dov minus reth, tav tiyay striped reth tiyay hollow
  - opt_c reth tiyay hollow, x7 tiyay dov, type reth, x4 tiyay dov, tav tiyay striped, dov minus tav, type tav, reth minus tav, x3 tiyay dov, dov tiyay rigid, x6 tiyay reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 qhaway rigid
  - x6 qhaway striped
  - x7 qhaway rigid
  - x6 qhaway hollow
  - x4 qhaway striped
  - x3 qhaway striped
  - x3 qhaway rigid
  - x7 qhaway striped
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov tav minus, reth tav minus, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov ыкӏи tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth tav minus, x7 dov, dov tav minus, x6 reth, x3 dov ыкӏи type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth tav minus, dov rigid, x7 dov, x4 dov, type tav, dov reth minus, tav striped ыкӏи reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov tav minus, type tav, reth tav minus, x3 dov, dov rigid, x6 reth ыкӏи type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 rigid observe
  - x6 striped observe
  - x7 rigid observe
  - x6 hollow observe
  - x4 striped observe
  - x3 striped observe
  - x3 rigid observe
  - x7 striped observe
Consistent ontology сыд?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov thiab tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov thiab type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped thiab reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth thiab type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology ining-jak?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov micha' tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov micha' type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped micha' reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth micha' type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology nanta?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov tav minus, reth tav minus, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov カ tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth tav minus, x7 dov, dov tav minus, x6 reth, x3 dov カ type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth tav minus, dov rigid, x7 dov, x4 dov, type tav, dov reth minus, tav striped カ reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov tav minus, type tav, reth tav minus, x3 dov, dov rigid, x6 reth カ type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 rigid observe
  - x6 striped observe
  - x7 rigid observe
  - x6 hollow observe
  - x4 striped observe
  - x3 striped observe
  - x3 rigid observe
  - x7 striped observe
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov ынкъам tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov ынкъам type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped ынкъам reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth ынкъам type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology what?

Candidates:
  - opt_b tav yan porous, x6 yan reth, reth yan hollow, type tav, dov minus tav, reth minus tav, type reth, dov yan rigid, type dov, x7 yan dov, x4 yan dov, x3 yan dov yéetel tav yan striped
  - opt_d tav yan striped, type dov, x4 yan dov, tav yan hollow, type tav, dov yan rigid, reth minus tav, x7 yan dov, dov minus tav, x6 yan reth, x3 yan dov yéetel type reth
  - opt_a type reth, x3 yan dov, x6 yan reth, type dov, reth minus tav, dov yan rigid, x7 yan dov, x4 yan dov, type tav, dov minus reth, tav yan striped yéetel reth yan hollow
  - opt_c reth yan hollow, x7 yan dov, type reth, x4 yan dov, tav yan striped, dov minus tav, type tav, reth minus tav, x3 yan dov, dov yan rigid, x6 yan reth yéetel type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology híli?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov tav minus, reth tav minus, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov na tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth tav minus, x7 dov, dov tav minus, x6 reth, x3 dov na type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth tav minus, dov rigid, x7 dov, x4 dov, type tav, dov reth minus, tav striped na reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov tav minus, type tav, reth tav minus, x3 dov, dov rigid, x6 reth na type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 rigid observe
  - x6 striped observe
  - x7 rigid observe
  - x6 hollow observe
  - x4 striped observe
  - x3 striped observe
  - x3 rigid observe
  - x7 striped observe
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov tav minus, reth tav minus, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth tav minus, x7 dov, dov tav minus, x6 reth, x3 dov type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth tav minus, dov rigid, x7 dov, x4 dov, type tav, dov reth minus, tav striped reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov tav minus, type tav, reth tav minus, x3 dov, dov rigid, x6 reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 rigid observe
  - x6 striped observe
  - x7 rigid observe
  - x6 hollow observe
  - x4 striped observe
  - x3 striped observe
  - x3 rigid observe
  - x7 striped observe
Consistent ontology what?

Candidates:
  - opt_b tav ǀîi porous, x6 ǀîi reth, reth ǀîi hollow, type tav, dov minus tav, reth minus tav, type reth, dov ǀîi rigid, type dov, x7 ǀîi dov, x4 ǀîi dov, x3 ǀîi dov ǂʻá tav ǀîi striped
  - opt_d tav ǀîi striped, type dov, x4 ǀîi dov, tav ǀîi hollow, type tav, dov ǀîi rigid, reth minus tav, x7 ǀîi dov, dov minus tav, x6 ǀîi reth, x3 ǀîi dov ǂʻá type reth
  - opt_a type reth, x3 ǀîi dov, x6 ǀîi reth, type dov, reth minus tav, dov ǀîi rigid, x7 ǀîi dov, x4 ǀîi dov, type tav, dov minus reth, tav ǀîi striped ǂʻá reth ǀîi hollow
  - opt_c reth ǀîi hollow, x7 ǀîi dov, type reth, x4 ǀîi dov, tav ǀîi striped, dov minus tav, type tav, reth minus tav, x3 ǀîi dov, dov ǀîi rigid, x6 ǀîi reth ǂʻá type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov tav minus, reth tav minus, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth tav minus, x7 dov, dov tav minus, x6 reth, x3 dov type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth tav minus, dov rigid, x7 dov, x4 dov, type tav, dov reth minus, tav striped reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov tav minus, type tav, reth tav minus, x3 dov, dov rigid, x6 reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 rigid observe
  - x6 striped observe
  - x7 rigid observe
  - x6 hollow observe
  - x4 striped observe
  - x3 striped observe
  - x3 rigid observe
  - x7 striped observe
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov tav minus, reth tav minus, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth tav minus, x7 dov, dov tav minus, x6 reth, x3 dov type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth tav minus, dov rigid, x7 dov, x4 dov, type tav, dov reth minus, tav striped reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov tav minus, type tav, reth tav minus, x3 dov, dov rigid, x6 reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 rigid observe
  - x6 striped observe
  - x7 rigid observe
  - x6 hollow observe
  - x4 striped observe
  - x3 striped observe
  - x3 rigid observe
  - x7 striped observe
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology what?

Candidates:
  - opt_b tav nemi porous, x6 nemi reth, reth nemi hollow, type tav, dov minus tav, reth minus tav, type reth, dov nemi rigid, type dov, x7 nemi dov, x4 nemi dov, x3 nemi dov tav nemi striped
  - opt_d tav nemi striped, type dov, x4 nemi dov, tav nemi hollow, type tav, dov nemi rigid, reth minus tav, x7 nemi dov, dov minus tav, x6 nemi reth, x3 nemi dov type reth
  - opt_a type reth, x3 nemi dov, x6 nemi reth, type dov, reth minus tav, dov nemi rigid, x7 nemi dov, x4 nemi dov, type tav, dov minus reth, tav nemi striped reth nemi hollow
  - opt_c reth nemi hollow, x7 nemi dov, type reth, x4 nemi dov, tav nemi striped, dov minus tav, type tav, reth minus tav, x3 nemi dov, dov nemi rigid, x6 nemi reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology tay?

Les candidats sont:
  - opt_b tav est poreux, x6 est reth, reth est vide, type tav, dov moins tav, reth moins tav, type reth, dov est rigide, type dov, x7 est dov, x4 est dov, x3 est dov et tav est rayé
  - opt_d tav est rayé, type dov, x4 est dov, tav est vide, type tav, dov est rigide, reth moins tav, x7 est dov, dov moins tav, x6 est reth, x3 est dov et type reth
  - opt_a type reth, x3 est dov, x6 est reth, type dov, reth moins tav, dov est rigide, x7 est dov, x4 est dov, type tav, dov moins reth, tav est rayé et reth est vide
  - opt_c reth est vide, x7 est dov, type reth, x4 est dov, tav est rayé, dov moins tav, type tav, reth moins tav, x3 est dov, dov est rigide, x6 est reth et type dov
Les entités sont : x3 ; x4 ; x6 ; x7.
Observations :
  - x4 observer rigide
  - x6 observer rayé
  - x7 observer rigide
  - x6 observer vide
  - x4 observer rayé
  - x3 observer rayé
  - x3 observer rigide
  - x7 observer rayé
Quoi constant ontologie ?

Kandidato:
  - opt_b tav egali pora, x6 egali reth, reth egali kava, tipo tav, dov minus tav, reth minus tav, tipo reth, dov egali rigida, tipo dov, x7 egali dov, x4 egali dov, x3 egali dov kaj tav egali striita
  - opt_d tav egali striita, tipo dov, x4 egali dov, tav egali kava, tipo tav, dov egali rigida, reth minus tav, x7 egali dov, dov minus tav, x6 egali reth, x3 egali dov kaj tipo reth
  - opt_a tipo reth, x3 egali dov, x6 egali reth, tipo dov, reth minus tav, dov egali rigida, x7 egali dov, x4 egali dov, tipo tav, dov minus reth, tav egali striita kaj reth egali kava
  - opt_c reth egali kava, x7 egali dov, tipo reth, x4 egali dov, tav egali striita, dov minus tav, tipo tav, reth minus tav, x3 egali dov, dov egali rigida, x6 egali reth kaj tipo dov
Ento: x3; x4; x6; x7.
Observo:
  - x4 observi rigida
  - x6 observi striita
  - x7 observi rigida
  - x6 observi kava
  - x4 observi striita
  - x3 observi striita
  - x3 observi rigida
  - x7 observi striita
Konsekvenca ontology kio?

Indulók:
  - opt_b tav porous, x6 reth, reth odú, típus tav, dov mínusz tav, reth mínusz tav, típus reth, dov merev, típus dov, x7 dov, x4 dov, x3 dov és tav csíkos
  - opt_d tav csíkos, típus dov, x4 dov, tav odú, típus tav, dov merev, reth mínusz tav, x7 dov, dov mínusz tav, x6 reth, x3 dov és típus reth
  - opt_a típus reth, x3 dov, x6 reth, típus dov, reth mínusz tav, dov merev, x7 dov, x4 dov, típus tav, dov mínusz reth, tav csíkos és reth odú
  - opt_c reth odú, x7 dov, típus reth, x4 dov, tav csíkos, dov mínusz tav, típus tav, reth mínusz tav, x3 dov, dov merev, x6 reth és típus dov
Entities: x3; x4; x6; x7.
Megfigyelések:
  - x4 észlel merevet
  - x6 észlel csíkosat
  - x7 észlel merevet
  - x6 észlel odú
  - x4 észlel csíkosat
  - x3 észlel csíkosat
  - x3 észlel merevet
  - x7 észlel csíkosat
Következetes ontológia melyik?

候選人:
  - opt_b:tav是porous, x6是reth, reth是hollow, 款:tav, dov減tav, reth減tav, 款:reth, dov是rigid, 款:dov, x7是dov, x4是dov, x3是dov及tav是striped
  - opt_d:tav是striped, 款:dov, x4是dov, tav是hollow, 款:tav, dov是rigid, reth減tav, x7是dov, dov減tav, x6是reth, x3是dov及款:reth
  - opt_a:款:reth, x3是dov, x6是reth, 款:dov, reth減tav, dov是rigid, x7是dov, x4是dov, 款:tav, dov減reth, tav是striped及reth是hollow
  - opt_c:reth是hollow, x7是dov, 款:reth, x4是dov, tav是striped, dov減tav, 款:tav, reth減tav, x3是dov, dov是rigid, x6是reth及款:dov
entities:x3; x4; x6; x7.
observations:
  - x4observerigid
  - x6observestriped
  - x7observerigid
  - x6observehollow
  - x4observestriped
  - x3observestriped
  - x3observerigid
  - x7observestriped
consistent ontology乜嘢?

Candidates:
  - opt_b tav 有ん porous, x6 有ん reth, reth 有ん hollow, type tav, dov minus tav, reth minus tav, type reth, dov 有ん rigid, type dov, x7 有ん dov, x4 有ん dov, x3 有ん dov とぅ tav 有ん striped
  - opt_d tav 有ん striped, type dov, x4 有ん dov, tav 有ん hollow, type tav, dov 有ん rigid, reth minus tav, x7 有ん dov, dov minus tav, x6 有ん reth, x3 有ん dov とぅ type reth
  - opt_a type reth, x3 有ん dov, x6 有ん reth, type dov, reth minus tav, dov 有ん rigid, x7 有ん dov, x4 有ん dov, type tav, dov minus reth, tav 有ん striped とぅ reth 有ん hollow
  - opt_c reth 有ん hollow, x7 有ん dov, type reth, x4 有ん dov, tav 有ん striped, dov minus tav, type tav, reth minus tav, x3 有ん dov, dov 有ん rigid, x6 有ん reth とぅ type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology what?

Үміткер:
  - opt_b tav porous, x6 reth, reth hollow, тип tav, dov minus tav, reth minus tav, тип reth, dov rigid, тип dov, x7 dov, x4 dov, x3 dov және tav striped
  - opt_d tav striped, тип dov, x4 dov, tav hollow, тип tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov және тип reth
  - opt_a тип reth, x3 dov, x6 reth, тип dov, reth minus tav, dov rigid, x7 dov, x4 dov, тип tav, dov minus reth, tav striped және reth hollow
  - opt_c reth hollow, x7 dov, тип reth, x4 dov, tav striped, dov minus tav, тип tav, reth minus tav, x3 dov, dov rigid, x6 reth және тип dov
Entities: x3; x4; x6; x7.
Бақылау:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent онтология не?

מועמדת:
  - opt_b tav הוּא porous, x6 הוּא reth, reth הוּא חָלוּל, type tav, dov פחות tav, reth פחות tav, type reth, dov הוּא נוקשה, type dov, x7 הוּא dov, x4 הוּא dov, x3 הוּא dov וְ־ tav הוּא striped
  - opt_d tav הוּא striped, type dov, x4 הוּא dov, tav הוּא חָלוּל, type tav, dov הוּא נוקשה, reth פחות tav, x7 הוּא dov, dov פחות tav, x6 הוּא reth, x3 הוּא dov וְ־ type reth
  - opt_a type reth, x3 הוּא dov, x6 הוּא reth, type dov, reth פחות tav, dov הוּא נוקשה, x7 הוּא dov, x4 הוּא dov, type tav, dov פחות reth, tav הוּא striped וְ־ reth הוּא חָלוּל
  - opt_c reth הוּא חָלוּל, x7 הוּא dov, type reth, x4 הוּא dov, tav הוּא striped, dov פחות tav, type tav, reth פחות tav, x3 הוּא dov, dov הוּא נוקשה, x6 הוּא reth וְ־ type dov
יְשׁוּת: x3; x4; x6; x7.
תַּצְפִּית:
  - x4 observe נוקשה
  - x6 observe striped
  - x7 observe נוקשה
  - x6 observe חָלוּל
  - x4 observe striped
  - x3 observe striped
  - x3 observe נוקשה
  - x7 observe striped
איזה עקבי ikví אונטולוגיה?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov დო tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov დო type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped დო reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth დო type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology what?

Kandidat:
  - opt_b tav adalah porus, x6 adalah reth, reth adalah hollow, mengetik tav, dov dikurangi tav, reth dikurangi tav, mengetik reth, dov adalah rigid, mengetik dov, x7 adalah dov, x4 adalah dov, x3 adalah dov dan tav adalah berloreng
  - opt_d tav adalah berloreng, mengetik dov, x4 adalah dov, tav adalah hollow, mengetik tav, dov adalah rigid, reth dikurangi tav, x7 adalah dov, dov dikurangi tav, x6 adalah reth, x3 adalah dov dan mengetik reth
  - opt_a mengetik reth, x3 adalah dov, x6 adalah reth, mengetik dov, reth dikurangi tav, dov adalah rigid, x7 adalah dov, x4 adalah dov, mengetik tav, dov dikurangi reth, tav adalah berloreng dan reth adalah hollow
  - opt_c reth adalah hollow, x7 adalah dov, mengetik reth, x4 adalah dov, tav adalah berloreng, dov dikurangi tav, mengetik tav, reth dikurangi tav, x3 adalah dov, dov adalah rigid, x6 adalah reth dan mengetik dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe berloreng
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe berloreng
  - x3 observe berloreng
  - x3 observe rigid
  - x7 observe berloreng
Panggah ontologi apa?

បេក្ខជន:
  - opt_b:tavត្រូវបានporous, x6ត្រូវបានreth, rethត្រូវបានhollow, type:tav, dovminustav, rethminustav, type:reth, dovត្រូវបានrigid, type:dov, x7ត្រូវបានdov, x4ត្រូវបានdov, x3ត្រូវបានdovនឹងtavត្រូវបានstriped
  - opt_d:tavត្រូវបានstriped, type:dov, x4ត្រូវបានdov, tavត្រូវបានhollow, type:tav, dovត្រូវបានrigid, rethminustav, x7ត្រូវបានdov, dovminustav, x6ត្រូវបានreth, x3ត្រូវបានdovនឹងtype:reth
  - opt_a:type:reth, x3ត្រូវបានdov, x6ត្រូវបានreth, type:dov, rethminustav, dovត្រូវបានrigid, x7ត្រូវបានdov, x4ត្រូវបានdov, type:tav, dovminusreth, tavត្រូវបានstripedនឹងrethត្រូវបានhollow
  - opt_c:rethត្រូវបានhollow, x7ត្រូវបានdov, type:reth, x4ត្រូវបានdov, tavត្រូវបានstriped, dovminustav, type:tav, rethminustav, x3ត្រូវបានdov, dovត្រូវបានrigid, x6ត្រូវបានrethនឹងtype:dov
entities:x3; x4; x6; x7.
គំនន់:
  - x4observerigid
  - x6observestriped
  - x7observerigid
  - x6observehollow
  - x4observestriped
  - x3observestriped
  - x3observerigid
  - x7observestriped
consistent ontologyអី?

ຜູ້ສະໝັກ:
  - opt_b:tavຢູ່porous, x6ຢູ່reth, rethຢູ່hollow, type:tav, dovminustav, rethminustav, type:reth, dovຢູ່rigid, type:dov, x7ຢູ່dov, x4ຢູ່dov, x3ຢູ່dovແລະtavຢູ່striped
  - opt_d:tavຢູ່striped, type:dov, x4ຢູ່dov, tavຢູ່hollow, type:tav, dovຢູ່rigid, rethminustav, x7ຢູ່dov, dovminustav, x6ຢູ່reth, x3ຢູ່dovແລະtype:reth
  - opt_a:type:reth, x3ຢູ່dov, x6ຢູ່reth, type:dov, rethminustav, dovຢູ່rigid, x7ຢູ່dov, x4ຢູ່dov, type:tav, dovminusreth, tavຢູ່stripedແລະrethຢູ່hollow
  - opt_c:rethຢູ່hollow, x7ຢູ່dov, type:reth, x4ຢູ່dov, tavຢູ່striped, dovminustav, type:tav, rethminustav, x3ຢູ່dov, dovຢູ່rigid, x6ຢູ່rethແລະtype:dov
entities:x3; x4; x6; x7.
observations:
  - x4observerigid
  - x6observestriped
  - x7observerigid
  - x6observehollow
  - x4observestriped
  - x3observestriped
  - x3observerigid
  - x7observestriped
consistent ontologyຫຍັງ?

candidates:
  - opt_b tav porous ఉండు, x6 reth ఉండు, reth బోలు ఉండు, type tav, dov tav minus, reth tav minus, type reth, dov rigid ఉండు, type dov, x7 dov ఉండు, x4 dov ఉండు, x3 dov ఉండు మరియు tav striped ఉండు
  - opt_d tav striped ఉండు, type dov, x4 dov ఉండు, tav బోలు ఉండు, type tav, dov rigid ఉండు, reth tav minus, x7 dov ఉండు, dov tav minus, x6 reth ఉండు, x3 dov ఉండు మరియు type reth
  - opt_a type reth, x3 dov ఉండు, x6 reth ఉండు, type dov, reth tav minus, dov rigid ఉండు, x7 dov ఉండు, x4 dov ఉండు, type tav, dov reth minus, tav striped ఉండు మరియు reth బోలు ఉండు
  - opt_c reth బోలు ఉండు, x7 dov ఉండు, type reth, x4 dov ఉండు, tav striped ఉండు, dov tav minus, type tav, reth tav minus, x3 dov ఉండు, dov rigid ఉండు, x6 reth ఉండు మరియు type dov
entities: x3; x4; x6; x7.
పరిశీలన:
  - x4 rigid పరిశీలించు
  - x6 striped పరిశీలించు
  - x7 rigid పరిశీలించు
  - x6 బోలు పరిశీలించు
  - x4 striped పరిశీలించు
  - x3 striped పరిశీలించు
  - x3 rigid పరిశీలించు
  - x7 striped పరిశీలించు
consistent ontology ఏమిటి?

Candidates:
  - opt_b tav wà porous, x6 wà reth, reth wà hollow, type tav, dov minus tav, reth minus tav, type reth, dov wà rigid, type dov, x7 wà dov, x4 wà dov, x3 wà dov tav wà striped
  - opt_d tav wà striped, type dov, x4 wà dov, tav wà hollow, type tav, dov wà rigid, reth minus tav, x7 wà dov, dov minus tav, x6 wà reth, x3 wà dov type reth
  - opt_a type reth, x3 wà dov, x6 wà reth, type dov, reth minus tav, dov wà rigid, x7 wà dov, x4 wà dov, type tav, dov minus reth, tav wà striped reth wà hollow
  - opt_c reth wà hollow, x7 wà dov, type reth, x4 wà dov, tav wà striped, dov minus tav, type tav, reth minus tav, x3 wà dov, dov wà rigid, x6 wà reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
What consistent ontology?

Candidates:
  - opt_b tav porous naiágúóli, x6 reth naiágúóli, reth hollow naiágúóli, type tav, dov tav minus, reth tav minus, type reth, dov rigid naiágúóli, type dov, x7 dov naiágúóli, x4 dov naiágúóli, x3 dov naiágúóli tav striped naiágúóli
  - opt_d tav striped naiágúóli, type dov, x4 dov naiágúóli, tav hollow naiágúóli, type tav, dov rigid naiágúóli, reth tav minus, x7 dov naiágúóli, dov tav minus, x6 reth naiágúóli, x3 dov naiágúóli type reth
  - opt_a type reth, x3 dov naiágúóli, x6 reth naiágúóli, type dov, reth tav minus, dov rigid naiágúóli, x7 dov naiágúóli, x4 dov naiágúóli, type tav, dov reth minus, tav striped naiágúóli reth hollow naiágúóli
  - opt_c reth hollow naiágúóli, x7 dov naiágúóli, type reth, x4 dov naiágúóli, tav striped naiágúóli, dov tav minus, type tav, reth tav minus, x3 dov naiágúóli, dov rigid naiágúóli, x6 reth naiágúóli type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 rigid observe
  - x6 striped observe
  - x7 rigid observe
  - x6 hollow observe
  - x4 striped observe
  - x3 striped observe
  - x3 rigid observe
  - x7 striped observe
Consistent ontology what?

candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth type dov
entities: x3; x4; x6; x7.
observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov minus tav, reth minus tav, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth minus tav, x7 dov, dov minus tav, x6 reth, x3 dov type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth minus tav, dov rigid, x7 dov, x4 dov, type tav, dov minus reth, tav striped reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov minus tav, type tav, reth minus tav, x3 dov, dov rigid, x6 reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 observe rigid
  - x6 observe striped
  - x7 observe rigid
  - x6 observe hollow
  - x4 observe striped
  - x3 observe striped
  - x3 observe rigid
  - x7 observe striped
Consistent ontology what?

Candidates:
  - opt_b tav porous, x6 reth, reth hollow, type tav, dov tav minus, reth tav minus, type reth, dov rigid, type dov, x7 dov, x4 dov, x3 dov tav striped
  - opt_d tav striped, type dov, x4 dov, tav hollow, type tav, dov rigid, reth tav minus, x7 dov, dov tav minus, x6 reth, x3 dov type reth
  - opt_a type reth, x3 dov, x6 reth, type dov, reth tav minus, dov rigid, x7 dov, x4 dov, type tav, dov reth minus, tav striped reth hollow
  - opt_c reth hollow, x7 dov, type reth, x4 dov, tav striped, dov tav minus, type tav, reth tav minus, x3 dov, dov rigid, x6 reth type dov
Entities: x3; x4; x6; x7.
Observations:
  - x4 rigid observe
  - x6 striped observe
  - x7 rigid observe
  - x6 hollow observe
  - x4 striped observe
  - x3 striped observe
  - x3 rigid observe
  - x7 striped observe
Consistent ontology вуч?

The candidates are:
  - opt_b x0 is kes, type kes, mor is striped, mor minus quen, reth is rigid, x3 is pil, type pil, x5 is pil, reth minus quen, type reth, x7 is reth, type mor, type quen, quen is glossy, x8 is pil, kes minus mor, pil minus mor, kes is porous and pil is warm
  - opt_c reth minus quen, x8 is pil, mor is striped, pil is warm, x5 is pil, type reth, kes is porous, type mor, type kes, mor minus quen, pil minus mor, x3 is pil, kes minus mor, quen is glossy, type pil, x0 is kes, x7 is reth and type quen
  - opt_a reth minus quen, quen is glossy, kes is porous, mor minus quen, type quen, kes minus mor, x8 is pil, reth is rigid, x7 is reth, type kes, type mor, mor is striped, pil is warm, pil minus kes, type reth, x5 is pil, type pil, x0 is kes and x3 is pil
  - opt_d x8 is pil, mor is striped, x7 is pil, type mor, x0 is kes, kes is porous, pil minus mor, reth minus quen, mor minus quen, reth is rigid, type pil, type reth, quen is glossy, x5 is pil, type kes, x3 is reth, type quen, kes minus mor and pil is warm
The entities are:
  - x0
  - x3
  - x5
  - x7
  - x8
The observations are:
  - x7 was observed to be glossy
  - x5 was observed to be striped
  - x0 was observed to be glossy
  - x0 was observed to be porous
  - x3 was observed to be glossy
  - x3 was observed to be warm
  - x8 was observed to be glossy
  - x7 was observed to be rigid
  - x8 was observed to be striped
  - x8 was observed to be warm
  - x5 was observed to be glossy
  - x0 was observed to be striped
  - x3 was observed to be striped
  - x5 was observed to be warm
What is the consistent ontology?

Los candidatos son:
  - opción B: x0 es Kes, el tipo: Kes, Mor es rayado, Mor menos Quen, Reth es rígido, x3 es Pil, el tipo: Pil, x5 es Pil, Reth menos Quen, el tipo: Reth, x7 es Reth, el tipo: Mor, el tipo: Quen, Quen es brillante, x8 es Pil, Kes menos Mor, Pil menos Mor, Kes es poroso y Pil es cálido
  - opción C: Reth menos Quen, x8 es Pil, Mor es rayado, Pil es cálido, x5 es Pil, el tipo: Reth, Kes es poroso, el tipo: Mor, el tipo: Kes, Mor menos Quen, Pil menos Mor, x3 es Pil, Kes menos Mor, Quen es brillante, el tipo: Pil, x0 es Kes, x7 es Reth y el tipo: Quen
  - opción A: Reth menos Quen, Quen es brillante, Kes es poroso, Mor menos Quen, el tipo: Quen, Kes menos Mor, x8 es Pil, Reth es rígido, x7 es Reth, el tipo: Kes, el tipo: Mor, Mor es rayado, Pil es cálido, Pil menos Kes, el tipo: Reth, x5 es Pil, el tipo: Pil, x0 es Kes y x3 es Pil
  - opción D: x8 es Pil, Mor es rayado, x7 es Pil, el tipo: Mor, x0 es Kes, Kes es poroso, Pil menos Mor, Reth menos Quen, Mor menos Quen, Reth es rígido, el tipo: Pil, el tipo: Reth, Quen es brillante, x5 es Pil, el tipo: Kes, x3 es Reth, el tipo: Quen, Kes menos Mor y Pil es cálido
Las entidades son:
  - x0
  - x3
  - x5
  - x7
  - x8
Las observaciones son:
  - x7 se observó como brillante
  - x5 se observó como rayado
  - x0 se observó como brillante
  - x0 se observó como poroso
  - x3 se observó como brillante
  - x3 se observó como cálido
  - x8 se observó como brillante
  - x7 se observó como rígido
  - x8 se observó como rayado
  - x8 se observó como cálido
  - x5 se observó como brillante
  - x0 se observó como rayado
  - x3 se observó como rayado
  - x5 se observó como cálido
¿Qué consistent ontology?

候选项如下：
  - 选项B：x0是凯斯、类型：凯斯、莫尔是条纹的、莫尔减昆恩、雷斯是刚性的、x3是皮尔、类型：皮尔、x5是皮尔、雷斯减昆恩、类型：雷斯、x7是雷斯、类型：莫尔、类型：昆恩、昆恩是有光泽的、x8是皮尔、凯斯减莫尔、皮尔减莫尔、凯斯是多孔的和皮尔是温暖的
  - 选项C：雷斯减昆恩、x8是皮尔、莫尔是条纹的、皮尔是温暖的、x5是皮尔、类型：雷斯、凯斯是多孔的、类型：莫尔、类型：凯斯、莫尔减昆恩、皮尔减莫尔、x3是皮尔、凯斯减莫尔、昆恩是有光泽的、类型：皮尔、x0是凯斯、x7是雷斯和类型：昆恩
  - 选项A：雷斯减昆恩、昆恩是有光泽的、凯斯是多孔的、莫尔减昆恩、类型：昆恩、凯斯减莫尔、x8是皮尔、雷斯是刚性的、x7是雷斯、类型：凯斯、类型：莫尔、莫尔是条纹的、皮尔是温暖的、皮尔减凯斯、类型：雷斯、x5是皮尔、类型：皮尔、x0是凯斯和x3是皮尔
  - 选项D：x8是皮尔、莫尔是条纹的、x7是皮尔、类型：莫尔、x0是凯斯、凯斯是多孔的、皮尔减莫尔、雷斯减昆恩、莫尔减昆恩、雷斯是刚性的、类型：皮尔、类型：雷斯、昆恩是有光泽的、x5是皮尔、类型：凯斯、x3是雷斯、类型：昆恩、凯斯减莫尔和皮尔是温暖的
实体如下：
  - x0
  - x3
  - x5
  - x7
  - x8
观察如下：
  - x7观察到有光泽的
  - x5观察到条纹的
  - x0观察到有光泽的
  - x0观察到多孔的
  - x3观察到有光泽的
  - x3观察到温暖的
  - x8观察到有光泽的
  - x7观察到刚性的
  - x8观察到条纹的
  - x8观察到温暖的
  - x5观察到有光泽的
  - x0观察到条纹的
  - x3观察到条纹的
  - x5观察到温暖的
consistent ontology什么？

Adaylar:
  - opt_b: x0 kes, tip: kes, mor çizgili, mor quen eksi, reth katı, x3 pil, tip: pil, x5 pil, reth quen eksi, tip: reth, x7 reth, tip: mor, tip: quen, quen parlak, x8 pil, kes mor eksi, pil mor eksi, kes gözenekli ve pil ılık
  - opt_c: reth quen eksi, x8 pil, mor çizgili, pil ılık, x5 pil, tip: reth, kes gözenekli, tip: mor, tip: kes, mor quen eksi, pil mor eksi, x3 pil, kes mor eksi, quen parlak, tip: pil, x0 kes, x7 reth ve tip: quen
  - opt_a: reth quen eksi, quen parlak, kes gözenekli, mor quen eksi, tip: quen, kes mor eksi, x8 pil, reth katı, x7 reth, tip: kes, tip: mor, mor çizgili, pil ılık, pil kes eksi, tip: reth, x5 pil, tip: pil, x0 kes ve x3 pil
  - opt_d: x8 pil, mor çizgili, x7 pil, tip: mor, x0 kes, kes gözenekli, pil mor eksi, reth quen eksi, mor quen eksi, reth katı, tip: pil, tip: reth, quen parlak, x5 pil, tip: kes, x3 reth, tip: quen, kes mor eksi ve pil ılık
Varlıklar:
  - x0
  - x3
  - x5
  - x7
  - x8
Gözlemler:
  - x7 parlak gözlemlendi
  - x5 çizgili gözlemlendi
  - x0 parlak gözlemlendi
  - x0 gözenekli gözlemlendi
  - x3 parlak gözlemlendi
  - x3 ılık gözlemlendi
  - x8 parlak gözlemlendi
  - x7 katı gözlemlendi
  - x8 çizgili gözlemlendi
  - x8 ılık gözlemlendi
  - x5 parlak gözlemlendi
  - x0 çizgili gözlemlendi
  - x3 çizgili gözlemlendi
  - x5 ılık gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_b: x0 ni kes, type: kes, mor ni striped, mor minus quen, reth ni rigid, x3 ni pil, type: pil, x5 ni pil, reth minus quen, type: reth, x7 ni reth, type: mor, type: quen, quen ni zuri, x8 ni pil, kes minus mor, pil minus mor, kes ni porous na pil ni vuguvugu
  - opt_c: reth minus quen, x8 ni pil, mor ni striped, pil ni vuguvugu, x5 ni pil, type: reth, kes ni porous, type: mor, type: kes, mor minus quen, pil minus mor, x3 ni pil, kes minus mor, quen ni zuri, type: pil, x0 ni kes, x7 ni reth na type: quen
  - opt_a: reth minus quen, quen ni zuri, kes ni porous, mor minus quen, type: quen, kes minus mor, x8 ni pil, reth ni rigid, x7 ni reth, type: kes, type: mor, mor ni striped, pil ni vuguvugu, pil minus kes, type: reth, x5 ni pil, type: pil, x0 ni kes na x3 ni pil
  - opt_d: x8 ni pil, mor ni striped, x7 ni pil, type: mor, x0 ni kes, kes ni porous, pil minus mor, reth minus quen, mor minus quen, reth ni rigid, type: pil, type: reth, quen ni zuri, x5 ni pil, type: kes, x3 ni reth, type: quen, kes minus mor na pil ni vuguvugu
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Uchunguzi:
  - x7 observe zuri
  - x5 observe striped
  - x0 observe zuri
  - x0 observe porous
  - x3 observe zuri
  - x3 observe vuguvugu
  - x8 observe zuri
  - x7 observe rigid
  - x8 observe striped
  - x8 observe vuguvugu
  - x5 observe zuri
  - x0 observe striped
  - x3 observe striped
  - x5 observe vuguvugu
Consistent ontology nini?

The candidates are:
  - opt_b x0 is kes, type kes, mor is striped, mor minus quen, reth is rigid, x3 is pil, type pil, x5 is pil, reth minus quen, type reth, x7 is reth, type mor, type quen, quen is glossy, x8 is pil, kes minus mor, pil minus mor, kes is porous and pil is warm
  - opt_c reth minus quen, x8 is pil, mor is striped, pil is warm, x5 is pil, type reth, kes is porous, type mor, type kes, mor minus quen, pil minus mor, x3 is pil, kes minus mor, quen is glossy, type pil, x0 is kes, x7 is reth and type quen
  - opt_a reth minus quen, quen is glossy, kes is porous, mor minus quen, type quen, kes minus mor, x8 is pil, reth is rigid, x7 is reth, type kes, type mor, mor is striped, pil is warm, pil minus kes, type reth, x5 is pil, type pil, x0 is kes and x3 is pil
  - opt_d x8 is pil, mor is striped, x7 is pil, type mor, x0 is kes, kes is porous, pil minus mor, reth minus quen, mor minus quen, reth is rigid, type pil, type reth, quen is glossy, x5 is pil, type kes, x3 is reth, type quen, kes minus mor and pil is warm
The entities are:
  - x0
  - x3
  - x5
  - x7
  - x8
The observations are:
  - x7 was observed to be glossy
  - x5 was observed to be striped
  - x0 was observed to be glossy
  - x0 was observed to be porous
  - x3 was observed to be glossy
  - x3 was observed to be warm
  - x8 was observed to be glossy
  - x7 was observed to be rigid
  - x8 was observed to be striped
  - x8 was observed to be warm
  - x5 was observed to be glossy
  - x0 was observed to be striped
  - x3 was observed to be striped
  - x5 was observed to be warm
What is the consistent ontology?

{candidates: [(candidate opt_b [(inst x0 kes) (type kes) (prop mor striped) (sub mor quen) (prop reth rigid) (inst x3 pil) (type pil) (inst x5 pil) (sub reth quen) (type reth) (inst x7 reth) (type mor) (type quen) (prop quen glossy) (inst x8 pil) (sub kes mor) (sub pil mor) (prop kes porous) (prop pil warm)]) (candidate opt_c [(sub reth quen) (inst x8 pil) (prop mor striped) (prop pil warm) (inst x5 pil) (type reth) (prop kes porous) (type mor) (type kes) (sub mor quen) (sub pil mor) (inst x3 pil) (sub kes mor) (prop quen glossy) (type pil) (inst x0 kes) (inst x7 reth) (type quen)]) (candidate opt_a [(sub reth quen) (prop quen glossy) (prop kes porous) (sub mor quen) (type quen) (sub kes mor) (inst x8 pil) (prop reth rigid) (inst x7 reth) (type kes) (type mor) (prop mor striped) (prop pil warm) (sub pil kes) (type reth) (inst x5 pil) (type pil) (inst x0 kes) (inst x3 pil)]) (candidate opt_d [(inst x8 pil) (prop mor striped) (inst x7 pil) (type mor) (inst x0 kes) (prop kes porous) (sub pil mor) (sub reth quen) (sub mor quen) (prop reth rigid) (type pil) (type reth) (prop quen glossy) (inst x5 pil) (type kes) (inst x3 reth) (type quen) (sub kes mor) (prop pil warm)])], entities: [x0 x3 x5 x7 x8], observations: [(observed x7 glossy) (observed x5 striped) (observed x0 glossy) (observed x0 porous) (observed x3 glossy) (observed x3 warm) (observed x8 glossy) (observed x7 rigid) (observed x8 striped) (observed x8 warm) (observed x5 glossy) (observed x0 striped) (observed x3 striped) (observed x5 warm)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_b x0 ist kes, type kes, mor ist gestreifter, mor weniger quen, reth ist steifer, x3 ist pil, type pil, x5 ist pil, reth weniger quen, type reth, x7 ist reth, type mor, type quen, quen ist glänzender, x8 ist pil, kes weniger mor, pil weniger mor, kes ist poröser und pil ist warmer
  - opt_c reth weniger quen, x8 ist pil, mor ist gestreifter, pil ist warmer, x5 ist pil, type reth, kes ist poröser, type mor, type kes, mor weniger quen, pil weniger mor, x3 ist pil, kes weniger mor, quen ist glänzender, type pil, x0 ist kes, x7 ist reth und type quen
  - opt_a reth weniger quen, quen ist glänzender, kes ist poröser, mor weniger quen, type quen, kes weniger mor, x8 ist pil, reth ist steifer, x7 ist reth, type kes, type mor, mor ist gestreifter, pil ist warmer, pil weniger kes, type reth, x5 ist pil, type pil, x0 ist kes und x3 ist pil
  - opt_d x8 ist pil, mor ist gestreifter, x7 ist pil, type mor, x0 ist kes, kes ist poröser, pil weniger mor, reth weniger quen, mor weniger quen, reth ist steifer, type pil, type reth, quen ist glänzender, x5 ist pil, type kes, x3 ist reth, type quen, kes weniger mor und pil ist warmer
Die Entitäten sind:
  - x0
  - x3
  - x5
  - x7
  - x8
Beobachtungen:
  - x7 beobachten glänzende
  - x5 beobachten gestreifte
  - x0 beobachten glänzende
  - x0 beobachten poröse
  - x3 beobachten glänzende
  - x3 beobachten warme
  - x8 beobachten glänzende
  - x7 beobachten steife
  - x8 beobachten gestreifte
  - x8 beobachten warme
  - x5 beobachten glänzende
  - x0 beobachten gestreifte
  - x3 beobachten gestreifte
  - x5 beobachten warme
Was beständig Ontologie?

Кандѝда̄т:
  - opt_b x0 би̏ти kes, ти̑п kes, mor би̏ти striped, mor minus quen, reth би̏ти rigid, x3 би̏ти pil, ти̑п pil, x5 би̏ти pil, reth minus quen, ти̑п reth, x7 би̏ти reth, ти̑п mor, ти̑п quen, quen би̏ти glossy, x8 би̏ти pil, kes minus mor, pil minus mor, kes би̏ти porous и pil би̏ти то̏пао
  - opt_c reth minus quen, x8 би̏ти pil, mor би̏ти striped, pil би̏ти то̏пао, x5 би̏ти pil, ти̑п reth, kes би̏ти porous, ти̑п mor, ти̑п kes, mor minus quen, pil minus mor, x3 би̏ти pil, kes minus mor, quen би̏ти glossy, ти̑п pil, x0 би̏ти kes, x7 би̏ти reth и ти̑п quen
  - opt_a reth minus quen, quen би̏ти glossy, kes би̏ти porous, mor minus quen, ти̑п quen, kes minus mor, x8 би̏ти pil, reth би̏ти rigid, x7 би̏ти reth, ти̑п kes, ти̑п mor, mor би̏ти striped, pil би̏ти то̏пао, pil minus kes, ти̑п reth, x5 би̏ти pil, ти̑п pil, x0 би̏ти kes и x3 би̏ти pil
  - opt_d x8 би̏ти pil, mor би̏ти striped, x7 би̏ти pil, ти̑п mor, x0 би̏ти kes, kes би̏ти porous, pil minus mor, reth minus quen, mor minus quen, reth би̏ти rigid, ти̑п pil, ти̑п reth, quen би̏ти glossy, x5 би̏ти pil, ти̑п kes, x3 би̏ти reth, ти̑п quen, kes minus mor и pil би̏ти то̏пао
Ентѝте̄т:
  - x0
  - x3
  - x5
  - x7
  - x8
Опа́жа̄ње:
  - x7 прома́трати glossy
  - x5 прома́трати striped
  - x0 прома́трати glossy
  - x0 прома́трати porous
  - x3 прома́трати glossy
  - x3 прома́трати то̏пао
  - x8 прома́трати glossy
  - x7 прома́трати rigid
  - x8 прома́трати striped
  - x8 прома́трати то̏пао
  - x5 прома́трати glossy
  - x0 прома́трати striped
  - x3 прома́трати striped
  - x5 прома́трати то̏пао
Consistent ontològija kakav?

Ehdokkaat:
  - opt_b x0 on kes, luokka kes, mor on raidallinen, mor miinus quen, reth on jäykkä, x3 on pil, luokka pil, x5 on pil, reth miinus quen, luokka reth, x7 on reth, luokka mor, luokka quen, quen on kiiltävä, x8 on pil, kes miinus mor, pil miinus mor, kes on huokoinen ja pil on lämmin
  - opt_c reth miinus quen, x8 on pil, mor on raidallinen, pil on lämmin, x5 on pil, luokka reth, kes on huokoinen, luokka mor, luokka kes, mor miinus quen, pil miinus mor, x3 on pil, kes miinus mor, quen on kiiltävä, luokka pil, x0 on kes, x7 on reth ja luokka quen
  - opt_a reth miinus quen, quen on kiiltävä, kes on huokoinen, mor miinus quen, luokka quen, kes miinus mor, x8 on pil, reth on jäykkä, x7 on reth, luokka kes, luokka mor, mor on raidallinen, pil on lämmin, pil miinus kes, luokka reth, x5 on pil, luokka pil, x0 on kes ja x3 on pil
  - opt_d x8 on pil, mor on raidallinen, x7 on pil, luokka mor, x0 on kes, kes on huokoinen, pil miinus mor, reth miinus quen, mor miinus quen, reth on jäykkä, luokka pil, luokka reth, quen on kiiltävä, x5 on pil, luokka kes, x3 on reth, luokka quen, kes miinus mor ja pil on lämmin
Olennot:
  - x0
  - x3
  - x5
  - x7
  - x8
Havainnoinnit:
  - x7 havainnoida kiiltävä
  - x5 havainnoida raidallinen
  - x0 havainnoida kiiltävä
  - x0 havainnoida huokoinen
  - x3 havainnoida kiiltävä
  - x3 havainnoida lämmin
  - x8 havainnoida kiiltävä
  - x7 havainnoida jäykkä
  - x8 havainnoida raidallinen
  - x8 havainnoida lämmin
  - x5 havainnoida kiiltävä
  - x0 havainnoida raidallinen
  - x3 havainnoida raidallinen
  - x5 havainnoida lämmin
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项B：x0是凯斯、类型：凯斯、莫尔是条纹的、莫尔减昆恩、雷斯是刚性的、x3是皮尔、类型：皮尔、x5是皮尔、雷斯减昆恩、类型：雷斯、x7是雷斯、类型：莫尔、类型：昆恩、昆恩是有光泽的、x8是皮尔、凯斯减莫尔、皮尔减莫尔、凯斯是多孔的和皮尔是温暖的
  - 选项C：雷斯减昆恩、x8是皮尔、莫尔是条纹的、皮尔是温暖的、x5是皮尔、类型：雷斯、凯斯是多孔的、类型：莫尔、类型：凯斯、莫尔减昆恩、皮尔减莫尔、x3是皮尔、凯斯减莫尔、昆恩是有光泽的、类型：皮尔、x0是凯斯、x7是雷斯和类型：昆恩
  - 选项A：雷斯减昆恩、昆恩是有光泽的、凯斯是多孔的、莫尔减昆恩、类型：昆恩、凯斯减莫尔、x8是皮尔、雷斯是刚性的、x7是雷斯、类型：凯斯、类型：莫尔、莫尔是条纹的、皮尔是温暖的、皮尔减凯斯、类型：雷斯、x5是皮尔、类型：皮尔、x0是凯斯和x3是皮尔
  - 选项D：x8是皮尔、莫尔是条纹的、x7是皮尔、类型：莫尔、x0是凯斯、凯斯是多孔的、皮尔减莫尔、雷斯减昆恩、莫尔减昆恩、雷斯是刚性的、类型：皮尔、类型：雷斯、昆恩是有光泽的、x5是皮尔、类型：凯斯、x3是雷斯、类型：昆恩、凯斯减莫尔和皮尔是温暖的
实体如下：
  - x0
  - x3
  - x5
  - x7
  - x8
观察如下：
  - x7观察到有光泽的
  - x5观察到条纹的
  - x0观察到有光泽的
  - x0观察到多孔的
  - x3观察到有光泽的
  - x3观察到温暖的
  - x8观察到有光泽的
  - x7观察到刚性的
  - x8观察到条纹的
  - x8观察到温暖的
  - x5观察到有光泽的
  - x0观察到条纹的
  - x3观察到条纹的
  - x5观察到温暖的
consistent ontology什么？

候補者:
  - opt_b:x0kesです, 種類:kes, mor縞模様のです, morquenminus, reth硬いです, x3pilです, 種類:pil, x5pilです, rethquenminus, 種類:reth, x7rethです, 種類:mor, 種類:quen, quen艶やかです, x8pilです, kesmorminus, pilmorminus, kes多孔質のですとpil暖かいです
  - opt_c:rethquenminus, x8pilです, mor縞模様のです, pil暖かいです, x5pilです, 種類:reth, kes多孔質のです, 種類:mor, 種類:kes, morquenminus, pilmorminus, x3pilです, kesmorminus, quen艶やかです, 種類:pil, x0kesです, x7rethですと種類:quen
  - opt_a:rethquenminus, quen艶やかです, kes多孔質のです, morquenminus, 種類:quen, kesmorminus, x8pilです, reth硬いです, x7rethです, 種類:kes, 種類:mor, mor縞模様のです, pil暖かいです, pilkesminus, 種類:reth, x5pilです, 種類:pil, x0kesですとx3pilです
  - opt_d:x8pilです, mor縞模様のです, x7pilです, 種類:mor, x0kesです, kes多孔質のです, pilmorminus, rethquenminus, morquenminus, reth硬いです, 種類:pil, 種類:reth, quen艶やかです, x5pilです, 種類:kes, x3rethです, 種類:quen, kesmorminusとpil暖かいです
実体:
  - x0
  - x3
  - x5
  - x7
  - x8
観察:
  - x7艶やか観察する
  - x5縞模様の観察する
  - x0艶やか観察する
  - x0多孔質の観察する
  - x3艶やか観察する
  - x3暖かい観察する
  - x8艶やか観察する
  - x7硬い観察する
  - x8縞模様の観察する
  - x8暖かい観察する
  - x5艶やか観察する
  - x0縞模様の観察する
  - x3縞模様の観察する
  - x5暖かい観察する
consistent存在論何と?

Adaylar:
  - opt_b: x0 kes, tip: kes, mor çizgili, mor quen eksi, reth katı, x3 pil, tip: pil, x5 pil, reth quen eksi, tip: reth, x7 reth, tip: mor, tip: quen, quen parlak, x8 pil, kes mor eksi, pil mor eksi, kes gözenekli ve pil ılık
  - opt_c: reth quen eksi, x8 pil, mor çizgili, pil ılık, x5 pil, tip: reth, kes gözenekli, tip: mor, tip: kes, mor quen eksi, pil mor eksi, x3 pil, kes mor eksi, quen parlak, tip: pil, x0 kes, x7 reth ve tip: quen
  - opt_a: reth quen eksi, quen parlak, kes gözenekli, mor quen eksi, tip: quen, kes mor eksi, x8 pil, reth katı, x7 reth, tip: kes, tip: mor, mor çizgili, pil ılık, pil kes eksi, tip: reth, x5 pil, tip: pil, x0 kes ve x3 pil
  - opt_d: x8 pil, mor çizgili, x7 pil, tip: mor, x0 kes, kes gözenekli, pil mor eksi, reth quen eksi, mor quen eksi, reth katı, tip: pil, tip: reth, quen parlak, x5 pil, tip: kes, x3 reth, tip: quen, kes mor eksi ve pil ılık
Varlıklar:
  - x0
  - x3
  - x5
  - x7
  - x8
Gözlemler:
  - x7 parlak gözlemlendi
  - x5 çizgili gözlemlendi
  - x0 parlak gözlemlendi
  - x0 gözenekli gözlemlendi
  - x3 parlak gözlemlendi
  - x3 ılık gözlemlendi
  - x8 parlak gözlemlendi
  - x7 katı gözlemlendi
  - x8 çizgili gözlemlendi
  - x8 ılık gözlemlendi
  - x5 parlak gözlemlendi
  - x0 çizgili gözlemlendi
  - x3 çizgili gözlemlendi
  - x5 ılık gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_b x0 kes، type kes، mor مُخَطَّط، نَاقَص mor quen، reth rigid، x3 pil، type pil، x5 pil، نَاقَص reth quen، type reth، x7 reth، type mor، type quen، quen glossy، x8 pil، نَاقَص kes mor، نَاقَص pil mor، kes porous وَـ pil دَافِئ
  - opt_c نَاقَص reth quen، x8 pil، mor مُخَطَّط، pil دَافِئ، x5 pil، type reth، kes porous، type mor، type kes، نَاقَص mor quen، نَاقَص pil mor، x3 pil، نَاقَص kes mor، quen glossy، type pil، x0 kes، x7 reth وَـ type quen
  - opt_a نَاقَص reth quen، quen glossy، kes porous، نَاقَص mor quen، type quen، نَاقَص kes mor، x8 pil، reth rigid، x7 reth، type kes، type mor، mor مُخَطَّط، pil دَافِئ، نَاقَص pil kes، type reth، x5 pil، type pil، x0 kes وَـ x3 pil
  - opt_d x8 pil، mor مُخَطَّط، x7 pil، type mor، x0 kes، kes porous، نَاقَص pil mor، نَاقَص reth quen، نَاقَص mor quen، reth rigid، type pil، type reth، quen glossy، x5 pil، type kes، x3 reth، type quen، نَاقَص kes mor وَـ pil دَافِئ
كِيَان:
  - x0
  - x3
  - x5
  - x7
  - x8
رَصْد:
  - لَاحَظَ x7 glossy
  - لَاحَظَ x5 مُخَطَّط
  - لَاحَظَ x0 glossy
  - لَاحَظَ x0 porous
  - لَاحَظَ x3 glossy
  - لَاحَظَ x3 دَافِئ
  - لَاحَظَ x8 glossy
  - لَاحَظَ x7 rigid
  - لَاحَظَ x8 مُخَطَّط
  - لَاحَظَ x8 دَافِئ
  - لَاحَظَ x5 glossy
  - لَاحَظَ x0 مُخَطَّط
  - لَاحَظَ x3 مُخَطَّط
  - لَاحَظَ x5 دَافِئ
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_b x0 kes ყოფნა, type kes, mor striped ყოფნა, mor quen minus, reth მაგარი ყოფნა, x3 pil ყოფნა, type pil, x5 pil ყოფნა, reth quen minus, type reth, x7 reth ყოფნა, type mor, type quen, quen glossy ყოფნა, x8 pil ყოფნა, kes mor minus, pil mor minus, kes porous ყოფნა და pil თბილი ყოფნა
  - opt_c reth quen minus, x8 pil ყოფნა, mor striped ყოფნა, pil თბილი ყოფნა, x5 pil ყოფნა, type reth, kes porous ყოფნა, type mor, type kes, mor quen minus, pil mor minus, x3 pil ყოფნა, kes mor minus, quen glossy ყოფნა, type pil, x0 kes ყოფნა, x7 reth ყოფნა და type quen
  - opt_a reth quen minus, quen glossy ყოფნა, kes porous ყოფნა, mor quen minus, type quen, kes mor minus, x8 pil ყოფნა, reth მაგარი ყოფნა, x7 reth ყოფნა, type kes, type mor, mor striped ყოფნა, pil თბილი ყოფნა, pil kes minus, type reth, x5 pil ყოფნა, type pil, x0 kes ყოფნა და x3 pil ყოფნა
  - opt_d x8 pil ყოფნა, mor striped ყოფნა, x7 pil ყოფნა, type mor, x0 kes ყოფნა, kes porous ყოფნა, pil mor minus, reth quen minus, mor quen minus, reth მაგარი ყოფნა, type pil, type reth, quen glossy ყოფნა, x5 pil ყოფნა, type kes, x3 reth ყოფნა, type quen, kes mor minus და pil თბილი ყოფნა
Არსებები:
  - x0
  - x3
  - x5
  - x7
  - x8
Დაკვირვება:
  - x7 glossy აკვირდება
  - x5 striped აკვირდება
  - x0 glossy აკვირდება
  - x0 porous აკვირდება
  - x3 glossy აკვირდება
  - x3 თბილი აკვირდება
  - x8 glossy აკვირდება
  - x7 მაგარი აკვირდება
  - x8 striped აკვირდება
  - x8 თბილი აკვირდება
  - x5 glossy აკვირდება
  - x0 striped აკვირდება
  - x3 striped აკვირდება
  - x5 თბილი აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_b x0 kes, pato kes, mor tāwakawaka, minus mor quen, reth torotika, x3 pil, pato pil, x5 pil, minus reth quen, pato reth, x7 reth, pato mor, pato quen, quen whakahinuhinu, x8 pil, minus kes mor, minus pil mor, kes pōareare me pil mahana
  - opt_c minus reth quen, x8 pil, mor tāwakawaka, pil mahana, x5 pil, pato reth, kes pōareare, pato mor, pato kes, minus mor quen, minus pil mor, x3 pil, minus kes mor, quen whakahinuhinu, pato pil, x0 kes, x7 reth me pato quen
  - opt_a minus reth quen, quen whakahinuhinu, kes pōareare, minus mor quen, pato quen, minus kes mor, x8 pil, reth torotika, x7 reth, pato kes, pato mor, mor tāwakawaka, pil mahana, minus pil kes, pato reth, x5 pil, pato pil, x0 kes me x3 pil
  - opt_d x8 pil, mor tāwakawaka, x7 pil, pato mor, x0 kes, kes pōareare, minus pil mor, minus reth quen, minus mor quen, reth torotika, pato pil, pato reth, quen whakahinuhinu, x5 pil, pato kes, x3 reth, pato quen, minus kes mor me pil mahana
Hinonga:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - observe x7 whakahinuhinu
  - observe x5 tāwakawaka
  - observe x0 whakahinuhinu
  - observe x0 pōareare
  - observe x3 whakahinuhinu
  - observe x3 mahana
  - observe x8 whakahinuhinu
  - observe x7 torotika
  - observe x8 tāwakawaka
  - observe x8 mahana
  - observe x5 whakahinuhinu
  - observe x0 tāwakawaka
  - observe x3 tāwakawaka
  - observe x5 mahana
Consistent ontology unutai?

Candidates:
  - opt_b x0 là kes, loại kes, mor là striped, mor trừ quen, reth là cứng ngắc, x3 là pil, loại pil, x5 là pil, reth trừ quen, loại reth, x7 là reth, loại mor, loại quen, quen là glossy, x8 là pil, kes trừ mor, pil trừ mor, kes là porous và pil là warm
  - opt_c reth trừ quen, x8 là pil, mor là striped, pil là warm, x5 là pil, loại reth, kes là porous, loại mor, loại kes, mor trừ quen, pil trừ mor, x3 là pil, kes trừ mor, quen là glossy, loại pil, x0 là kes, x7 là reth và loại quen
  - opt_a reth trừ quen, quen là glossy, kes là porous, mor trừ quen, loại quen, kes trừ mor, x8 là pil, reth là cứng ngắc, x7 là reth, loại kes, loại mor, mor là striped, pil là warm, pil trừ kes, loại reth, x5 là pil, loại pil, x0 là kes và x3 là pil
  - opt_d x8 là pil, mor là striped, x7 là pil, loại mor, x0 là kes, kes là porous, pil trừ mor, reth trừ quen, mor trừ quen, reth là cứng ngắc, loại pil, loại reth, quen là glossy, x5 là pil, loại kes, x3 là reth, loại quen, kes trừ mor và pil là warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 quan sát glossy
  - x5 quan sát striped
  - x0 quan sát glossy
  - x0 quan sát porous
  - x3 quan sát glossy
  - x3 quan sát warm
  - x8 quan sát glossy
  - x7 quan sát cứng ngắc
  - x8 quan sát striped
  - x8 quan sát warm
  - x5 quan sát glossy
  - x0 quan sát striped
  - x3 quan sát striped
  - x5 quan sát warm
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_b:x0ถูกkes, ประเภท:kes, morถูกstriped, morminusquen, rethถูกrigid, x3ถูกpil, ประเภท:pil, x5ถูกpil, rethminusquen, ประเภท:reth, x7ถูกreth, ประเภท:mor, ประเภท:quen, quenถูกมัน, x8ถูกpil, kesminusmor, pilminusmor, kesถูกporousและpilถูกอุ่น
  - opt_c:rethminusquen, x8ถูกpil, morถูกstriped, pilถูกอุ่น, x5ถูกpil, ประเภท:reth, kesถูกporous, ประเภท:mor, ประเภท:kes, morminusquen, pilminusmor, x3ถูกpil, kesminusmor, quenถูกมัน, ประเภท:pil, x0ถูกkes, x7ถูกrethและประเภท:quen
  - opt_a:rethminusquen, quenถูกมัน, kesถูกporous, morminusquen, ประเภท:quen, kesminusmor, x8ถูกpil, rethถูกrigid, x7ถูกreth, ประเภท:kes, ประเภท:mor, morถูกstriped, pilถูกอุ่น, pilminuskes, ประเภท:reth, x5ถูกpil, ประเภท:pil, x0ถูกkesและx3ถูกpil
  - opt_d:x8ถูกpil, morถูกstriped, x7ถูกpil, ประเภท:mor, x0ถูกkes, kesถูกporous, pilminusmor, rethminusquen, morminusquen, rethถูกrigid, ประเภท:pil, ประเภท:reth, quenถูกมัน, x5ถูกpil, ประเภท:kes, x3ถูกreth, ประเภท:quen, kesminusmorและpilถูกอุ่น
entities:
  - x0
  - x3
  - x5
  - x7
  - x8
การสังเกต:
  - x7สังเกตมัน
  - x5สังเกตstriped
  - x0สังเกตมัน
  - x0สังเกตporous
  - x3สังเกตมัน
  - x3สังเกตอุ่น
  - x8สังเกตมัน
  - x7สังเกตrigid
  - x8สังเกตstriped
  - x8สังเกตอุ่น
  - x5สังเกตมัน
  - x0สังเกตstriped
  - x3สังเกตstriped
  - x5สังเกตอุ่น
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_b x0 kes, type kes, mor striped, mor quen கழித்தல், reth rigid, x3 pil, type pil, x5 pil, reth quen கழித்தல், type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes mor கழித்தல், pil mor கழித்தல், kes porous மற்றும் pil இதமாக
  - opt_c reth quen கழித்தல், x8 pil, mor striped, pil இதமாக, x5 pil, type reth, kes porous, type mor, type kes, mor quen கழித்தல், pil mor கழித்தல், x3 pil, kes mor கழித்தல், quen glossy, type pil, x0 kes, x7 reth மற்றும் type quen
  - opt_a reth quen கழித்தல், quen glossy, kes porous, mor quen கழித்தல், type quen, kes mor கழித்தல், x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil இதமாக, pil kes கழித்தல், type reth, x5 pil, type pil, x0 kes மற்றும் x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil mor கழித்தல், reth quen கழித்தல், mor quen கழித்தல், reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes mor கழித்தல் மற்றும் pil இதமாக
entities:
  - x0
  - x3
  - x5
  - x7
  - x8
observations:
  - x7 glossy observe
  - x5 striped observe
  - x0 glossy observe
  - x0 porous observe
  - x3 glossy observe
  - x3 இதமாக observe
  - x8 glossy observe
  - x7 rigid observe
  - x8 striped observe
  - x8 இதமாக observe
  - x5 glossy observe
  - x0 striped observe
  - x3 striped observe
  - x5 இதமாக observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_b: x0 ni kes, type: kes, mor ni striped, mor minus quen, reth ni rigid, x3 ni pil, type: pil, x5 ni pil, reth minus quen, type: reth, x7 ni reth, type: mor, type: quen, quen ni zuri, x8 ni pil, kes minus mor, pil minus mor, kes ni porous na pil ni vuguvugu
  - opt_c: reth minus quen, x8 ni pil, mor ni striped, pil ni vuguvugu, x5 ni pil, type: reth, kes ni porous, type: mor, type: kes, mor minus quen, pil minus mor, x3 ni pil, kes minus mor, quen ni zuri, type: pil, x0 ni kes, x7 ni reth na type: quen
  - opt_a: reth minus quen, quen ni zuri, kes ni porous, mor minus quen, type: quen, kes minus mor, x8 ni pil, reth ni rigid, x7 ni reth, type: kes, type: mor, mor ni striped, pil ni vuguvugu, pil minus kes, type: reth, x5 ni pil, type: pil, x0 ni kes na x3 ni pil
  - opt_d: x8 ni pil, mor ni striped, x7 ni pil, type: mor, x0 ni kes, kes ni porous, pil minus mor, reth minus quen, mor minus quen, reth ni rigid, type: pil, type: reth, quen ni zuri, x5 ni pil, type: kes, x3 ni reth, type: quen, kes minus mor na pil ni vuguvugu
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Uchunguzi:
  - x7 observe zuri
  - x5 observe striped
  - x0 observe zuri
  - x0 observe porous
  - x3 observe zuri
  - x3 observe vuguvugu
  - x8 observe zuri
  - x7 observe rigid
  - x8 observe striped
  - x8 observe vuguvugu
  - x5 observe zuri
  - x0 observe striped
  - x3 observe striped
  - x5 observe vuguvugu
Consistent ontology nini?

Candidates:
  - opt_b x0 kes átʼé, type kes, mor striped átʼé, mor quen minus, reth rigid átʼé, x3 pil átʼé, type pil, x5 pil átʼé, reth quen minus, type reth, x7 reth átʼé, type mor, type quen, quen glossy átʼé, x8 pil átʼé, kes mor minus, pil mor minus, kes porous átʼé dóó pil warm átʼé
  - opt_c reth quen minus, x8 pil átʼé, mor striped átʼé, pil warm átʼé, x5 pil átʼé, type reth, kes porous átʼé, type mor, type kes, mor quen minus, pil mor minus, x3 pil átʼé, kes mor minus, quen glossy átʼé, type pil, x0 kes átʼé, x7 reth átʼé dóó type quen
  - opt_a reth quen minus, quen glossy átʼé, kes porous átʼé, mor quen minus, type quen, kes mor minus, x8 pil átʼé, reth rigid átʼé, x7 reth átʼé, type kes, type mor, mor striped átʼé, pil warm átʼé, pil kes minus, type reth, x5 pil átʼé, type pil, x0 kes átʼé dóó x3 pil átʼé
  - opt_d x8 pil átʼé, mor striped átʼé, x7 pil átʼé, type mor, x0 kes átʼé, kes porous átʼé, pil mor minus, reth quen minus, mor quen minus, reth rigid átʼé, type pil, type reth, quen glossy átʼé, x5 pil átʼé, type kes, x3 reth átʼé, type quen, kes mor minus dóó pil warm átʼé
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 glossy observe
  - x5 striped observe
  - x0 glossy observe
  - x0 porous observe
  - x3 glossy observe
  - x3 warm observe
  - x8 glossy observe
  - x7 rigid observe
  - x8 striped observe
  - x8 warm observe
  - x5 glossy observe
  - x0 striped observe
  - x3 striped observe
  - x5 warm observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_b x0 kes a, type kes, mor striped a, mor quen minus, reth rigid a, x3 pil a, type pil, x5 pil a, reth quen minus, type reth, x7 reth a, type mor, type quen, quen glossy a, x8 pil a, kes mor minus, pil mor minus, kes porous a aamma pil warm a
  - opt_c reth quen minus, x8 pil a, mor striped a, pil warm a, x5 pil a, type reth, kes porous a, type mor, type kes, mor quen minus, pil mor minus, x3 pil a, kes mor minus, quen glossy a, type pil, x0 kes a, x7 reth a aamma type quen
  - opt_a reth quen minus, quen glossy a, kes porous a, mor quen minus, type quen, kes mor minus, x8 pil a, reth rigid a, x7 reth a, type kes, type mor, mor striped a, pil warm a, pil kes minus, type reth, x5 pil a, type pil, x0 kes a aamma x3 pil a
  - opt_d x8 pil a, mor striped a, x7 pil a, type mor, x0 kes a, kes porous a, pil mor minus, reth quen minus, mor quen minus, reth rigid a, type pil, type reth, quen glossy a, x5 pil a, type kes, x3 reth a, type quen, kes mor minus aamma pil warm a
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 glossy observe
  - x5 striped observe
  - x0 glossy observe
  - x0 porous observe
  - x3 glossy observe
  - x3 warm observe
  - x8 glossy observe
  - x7 rigid observe
  - x8 striped observe
  - x8 warm observe
  - x5 glossy observe
  - x0 striped observe
  - x3 striped observe
  - x5 warm observe
Consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous na pil warm
  - opt_c reth minus quen, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth na type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil minus kes, type reth, x5 pil, type pil, x0 kes na x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor na pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
Consistent ontology what?

Candidates:
  - opt_b x0 kes, sësàphitehike kes, mor mamalsi, mor minus quen, reth rigid, x3 pil, sësàphitehike pil, x5 pil, reth minus quen, sësàphitehike reth, x7 reth, sësàphitehike mor, sësàphitehike quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous pil warm
  - opt_c reth minus quen, x8 pil, mor mamalsi, pil warm, x5 pil, sësàphitehike reth, kes porous, sësàphitehike mor, sësàphitehike kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, sësàphitehike pil, x0 kes, x7 reth sësàphitehike quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, sësàphitehike quen, kes minus mor, x8 pil, reth rigid, x7 reth, sësàphitehike kes, sësàphitehike mor, mor mamalsi, pil warm, pil minus kes, sësàphitehike reth, x5 pil, sësàphitehike pil, x0 kes x3 pil
  - opt_d x8 pil, mor mamalsi, x7 pil, sësàphitehike mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, sësàphitehike pil, sësàphitehike reth, quen glossy, x5 pil, sësàphitehike kes, x3 reth, sësàphitehike quen, kes minus mor pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe mamalsi
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe mamalsi
  - x8 observe warm
  - x5 observe glossy
  - x0 observe mamalsi
  - x3 observe mamalsi
  - x5 observe warm
Consistent ontology kwèch?

Candidates:
  - opt_b x0 хила kes, type kes, mor хила striped, mor minus quen, reth хила rigid, x3 хила pil, type pil, x5 хила pil, reth minus quen, type reth, x7 хила reth, type mor, type quen, quen хила glossy, x8 хила pil, kes minus mor, pil minus mor, kes хила porous а pil хила мела
  - opt_c reth minus quen, x8 хила pil, mor хила striped, pil хила мела, x5 хила pil, type reth, kes хила porous, type mor, type kes, mor minus quen, pil minus mor, x3 хила pil, kes minus mor, quen хила glossy, type pil, x0 хила kes, x7 хила reth а type quen
  - opt_a reth minus quen, quen хила glossy, kes хила porous, mor minus quen, type quen, kes minus mor, x8 хила pil, reth хила rigid, x7 хила reth, type kes, type mor, mor хила striped, pil хила мела, pil minus kes, type reth, x5 хила pil, type pil, x0 хила kes а x3 хила pil
  - opt_d x8 хила pil, mor хила striped, x7 хила pil, type mor, x0 хила kes, kes хила porous, pil minus mor, reth minus quen, mor minus quen, reth хила rigid, type pil, type reth, quen хила glossy, x5 хила pil, type kes, x3 хила reth, type quen, kes minus mor а pil хила мела
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe мела
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe мела
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe мела
Consistent ontology фу?

후보자:
  - opt_b x0 kes, 유형 kes, mor striped, mor quen 빼기, reth rigid, x3 pil, 유형 pil, x5 pil, reth quen 빼기, 유형 reth, x7 reth, 유형 mor, 유형 quen, quen glossy, x8 pil, kes mor 빼기, pil mor 빼기, kes porous pil 따뜻하다
  - opt_c reth quen 빼기, x8 pil, mor striped, pil 따뜻하다, x5 pil, 유형 reth, kes porous, 유형 mor, 유형 kes, mor quen 빼기, pil mor 빼기, x3 pil, kes mor 빼기, quen glossy, 유형 pil, x0 kes, x7 reth 유형 quen
  - opt_a reth quen 빼기, quen glossy, kes porous, mor quen 빼기, 유형 quen, kes mor 빼기, x8 pil, reth rigid, x7 reth, 유형 kes, 유형 mor, mor striped, pil 따뜻하다, pil kes 빼기, 유형 reth, x5 pil, 유형 pil, x0 kes x3 pil
  - opt_d x8 pil, mor striped, x7 pil, 유형 mor, x0 kes, kes porous, pil mor 빼기, reth quen 빼기, mor quen 빼기, reth rigid, 유형 pil, 유형 reth, quen glossy, x5 pil, 유형 kes, x3 reth, 유형 quen, kes mor 빼기 pil 따뜻하다
실재:
  - x0
  - x3
  - x5
  - x7
  - x8
관찰:
  - x7 glossy 관찰하다
  - x5 striped 관찰하다
  - x0 glossy 관찰하다
  - x0 porous 관찰하다
  - x3 glossy 관찰하다
  - x3 따뜻하다 관찰하다
  - x8 glossy 관찰하다
  - x7 rigid 관찰하다
  - x8 striped 관찰하다
  - x8 따뜻하다 관찰하다
  - x5 glossy 관찰하다
  - x0 striped 관찰하다
  - x3 striped 관찰하다
  - x5 따뜻하다 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_b x0 kes dago, mota kes, mor striped dago, mor quen ken, reth rigid dago, x3 pil dago, mota pil, x5 pil dago, reth quen ken, mota reth, x7 reth dago, mota mor, mota quen, quen glossy dago, x8 pil dago, kes mor ken, pil mor ken, kes porous dago eta pil warm dago
  - opt_c reth quen ken, x8 pil dago, mor striped dago, pil warm dago, x5 pil dago, mota reth, kes porous dago, mota mor, mota kes, mor quen ken, pil mor ken, x3 pil dago, kes mor ken, quen glossy dago, mota pil, x0 kes dago, x7 reth dago eta mota quen
  - opt_a reth quen ken, quen glossy dago, kes porous dago, mor quen ken, mota quen, kes mor ken, x8 pil dago, reth rigid dago, x7 reth dago, mota kes, mota mor, mor striped dago, pil warm dago, pil kes ken, mota reth, x5 pil dago, mota pil, x0 kes dago eta x3 pil dago
  - opt_d x8 pil dago, mor striped dago, x7 pil dago, mota mor, x0 kes dago, kes porous dago, pil mor ken, reth quen ken, mor quen ken, reth rigid dago, mota pil, mota reth, quen glossy dago, x5 pil dago, mota kes, x3 reth dago, mota quen, kes mor ken eta pil warm dago
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 glossy observe
  - x5 striped observe
  - x0 glossy observe
  - x0 porous observe
  - x3 glossy observe
  - x3 warm observe
  - x8 glossy observe
  - x7 rigid observe
  - x8 striped observe
  - x8 warm observe
  - x5 glossy observe
  - x0 striped observe
  - x3 striped observe
  - x5 warm observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous ᎠᎴ pil warm
  - opt_c reth minus quen, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth ᎠᎴ type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil minus kes, type reth, x5 pil, type pil, x0 kes ᎠᎴ x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor ᎠᎴ pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
What consistent ontology?

Candidates:
  - opt_b x0 tiyay kes, type kes, mor tiyay striped, mor minus quen, reth tiyay rigid, x3 tiyay pil, type pil, x5 tiyay pil, reth minus quen, type reth, x7 tiyay reth, type mor, type quen, quen tiyay glossy, x8 tiyay pil, kes minus mor, pil minus mor, kes tiyay porous pil tiyay q’uñi
  - opt_c reth minus quen, x8 tiyay pil, mor tiyay striped, pil tiyay q’uñi, x5 tiyay pil, type reth, kes tiyay porous, type mor, type kes, mor minus quen, pil minus mor, x3 tiyay pil, kes minus mor, quen tiyay glossy, type pil, x0 tiyay kes, x7 tiyay reth type quen
  - opt_a reth minus quen, quen tiyay glossy, kes tiyay porous, mor minus quen, type quen, kes minus mor, x8 tiyay pil, reth tiyay rigid, x7 tiyay reth, type kes, type mor, mor tiyay striped, pil tiyay q’uñi, pil minus kes, type reth, x5 tiyay pil, type pil, x0 tiyay kes x3 tiyay pil
  - opt_d x8 tiyay pil, mor tiyay striped, x7 tiyay pil, type mor, x0 tiyay kes, kes tiyay porous, pil minus mor, reth minus quen, mor minus quen, reth tiyay rigid, type pil, type reth, quen tiyay glossy, x5 tiyay pil, type kes, x3 tiyay reth, type quen, kes minus mor pil tiyay q’uñi
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 qhaway glossy
  - x5 qhaway striped
  - x0 qhaway glossy
  - x0 qhaway porous
  - x3 qhaway glossy
  - x3 qhaway q’uñi
  - x8 qhaway glossy
  - x7 qhaway rigid
  - x8 qhaway striped
  - x8 qhaway q’uñi
  - x5 qhaway glossy
  - x0 qhaway striped
  - x3 qhaway striped
  - x5 qhaway q’uñi
Consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor quen minus, reth rigid, x3 pil, type pil, x5 pil, reth quen minus, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes mor minus, pil mor minus, kes porous ыкӏи pil warm
  - opt_c reth quen minus, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor quen minus, pil mor minus, x3 pil, kes mor minus, quen glossy, type pil, x0 kes, x7 reth ыкӏи type quen
  - opt_a reth quen minus, quen glossy, kes porous, mor quen minus, type quen, kes mor minus, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil kes minus, type reth, x5 pil, type pil, x0 kes ыкӏи x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil mor minus, reth quen minus, mor quen minus, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes mor minus ыкӏи pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 glossy observe
  - x5 striped observe
  - x0 glossy observe
  - x0 porous observe
  - x3 glossy observe
  - x3 warm observe
  - x8 glossy observe
  - x7 rigid observe
  - x8 striped observe
  - x8 warm observe
  - x5 glossy observe
  - x0 striped observe
  - x3 striped observe
  - x5 warm observe
Consistent ontology сыд?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous thiab pil kub
  - opt_c reth minus quen, x8 pil, mor striped, pil kub, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth thiab type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil kub, pil minus kes, type reth, x5 pil, type pil, x0 kes thiab x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor thiab pil kub
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe kub
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe kub
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe kub
Consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous pil warm
  - opt_c reth minus quen, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil minus kes, type reth, x5 pil, type pil, x0 kes x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
Consistent ontology ining-jak?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous micha' pil warm
  - opt_c reth minus quen, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth micha' type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil minus kes, type reth, x5 pil, type pil, x0 kes micha' x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor micha' pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
Consistent ontology nanta?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor quen minus, reth rigid, x3 pil, type pil, x5 pil, reth quen minus, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes mor minus, pil mor minus, kes porous カ pil warm
  - opt_c reth quen minus, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor quen minus, pil mor minus, x3 pil, kes mor minus, quen glossy, type pil, x0 kes, x7 reth カ type quen
  - opt_a reth quen minus, quen glossy, kes porous, mor quen minus, type quen, kes mor minus, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil kes minus, type reth, x5 pil, type pil, x0 kes カ x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil mor minus, reth quen minus, mor quen minus, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes mor minus カ pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 glossy observe
  - x5 striped observe
  - x0 glossy observe
  - x0 porous observe
  - x3 glossy observe
  - x3 warm observe
  - x8 glossy observe
  - x7 rigid observe
  - x8 striped observe
  - x8 warm observe
  - x5 glossy observe
  - x0 striped observe
  - x3 striped observe
  - x5 warm observe
Consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous ынкъам pil warm
  - opt_c reth minus quen, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth ынкъам type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil minus kes, type reth, x5 pil, type pil, x0 kes ынкъам x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor ынкъам pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
Consistent ontology what?

Candidates:
  - opt_b x0 yan kes, type kes, mor yan striped, mor minus quen, reth yan rigid, x3 yan pil, type pil, x5 yan pil, reth minus quen, type reth, x7 yan reth, type mor, type quen, quen yan glossy, x8 yan pil, kes minus mor, pil minus mor, kes yan porous yéetel pil yan warm
  - opt_c reth minus quen, x8 yan pil, mor yan striped, pil yan warm, x5 yan pil, type reth, kes yan porous, type mor, type kes, mor minus quen, pil minus mor, x3 yan pil, kes minus mor, quen yan glossy, type pil, x0 yan kes, x7 yan reth yéetel type quen
  - opt_a reth minus quen, quen yan glossy, kes yan porous, mor minus quen, type quen, kes minus mor, x8 yan pil, reth yan rigid, x7 yan reth, type kes, type mor, mor yan striped, pil yan warm, pil minus kes, type reth, x5 yan pil, type pil, x0 yan kes yéetel x3 yan pil
  - opt_d x8 yan pil, mor yan striped, x7 yan pil, type mor, x0 yan kes, kes yan porous, pil minus mor, reth minus quen, mor minus quen, reth yan rigid, type pil, type reth, quen yan glossy, x5 yan pil, type kes, x3 yan reth, type quen, kes minus mor yéetel pil yan warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
Consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous pil warm
  - opt_c reth minus quen, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil minus kes, type reth, x5 pil, type pil, x0 kes x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
Consistent ontology híli?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor quen minus, reth rigid, x3 pil, type pil, x5 pil, reth quen minus, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes mor minus, pil mor minus, kes porous na pil warm
  - opt_c reth quen minus, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor quen minus, pil mor minus, x3 pil, kes mor minus, quen glossy, type pil, x0 kes, x7 reth na type quen
  - opt_a reth quen minus, quen glossy, kes porous, mor quen minus, type quen, kes mor minus, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil kes minus, type reth, x5 pil, type pil, x0 kes na x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil mor minus, reth quen minus, mor quen minus, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes mor minus na pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 glossy observe
  - x5 striped observe
  - x0 glossy observe
  - x0 porous observe
  - x3 glossy observe
  - x3 warm observe
  - x8 glossy observe
  - x7 rigid observe
  - x8 striped observe
  - x8 warm observe
  - x5 glossy observe
  - x0 striped observe
  - x3 striped observe
  - x5 warm observe
Consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous pil aku
  - opt_c reth minus quen, x8 pil, mor striped, pil aku, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil aku, pil minus kes, type reth, x5 pil, type pil, x0 kes x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor pil aku
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe aku
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe aku
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe aku
Consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor quen minus, reth rigid, x3 pil, type pil, x5 pil, reth quen minus, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes mor minus, pil mor minus, kes porous pil warm
  - opt_c reth quen minus, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor quen minus, pil mor minus, x3 pil, kes mor minus, quen glossy, type pil, x0 kes, x7 reth type quen
  - opt_a reth quen minus, quen glossy, kes porous, mor quen minus, type quen, kes mor minus, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil kes minus, type reth, x5 pil, type pil, x0 kes x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil mor minus, reth quen minus, mor quen minus, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes mor minus pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 glossy observe
  - x5 striped observe
  - x0 glossy observe
  - x0 porous observe
  - x3 glossy observe
  - x3 warm observe
  - x8 glossy observe
  - x7 rigid observe
  - x8 striped observe
  - x8 warm observe
  - x5 glossy observe
  - x0 striped observe
  - x3 striped observe
  - x5 warm observe
Consistent ontology what?

Candidates:
  - opt_b x0 ǀîi kes, type kes, mor ǀîi striped, mor minus quen, reth ǀîi rigid, x3 ǀîi pil, type pil, x5 ǀîi pil, reth minus quen, type reth, x7 ǀîi reth, type mor, type quen, quen ǀîi glossy, x8 ǀîi pil, kes minus mor, pil minus mor, kes ǀîi porous ǂʻá pil ǀîi ǁqhàã
  - opt_c reth minus quen, x8 ǀîi pil, mor ǀîi striped, pil ǀîi ǁqhàã, x5 ǀîi pil, type reth, kes ǀîi porous, type mor, type kes, mor minus quen, pil minus mor, x3 ǀîi pil, kes minus mor, quen ǀîi glossy, type pil, x0 ǀîi kes, x7 ǀîi reth ǂʻá type quen
  - opt_a reth minus quen, quen ǀîi glossy, kes ǀîi porous, mor minus quen, type quen, kes minus mor, x8 ǀîi pil, reth ǀîi rigid, x7 ǀîi reth, type kes, type mor, mor ǀîi striped, pil ǀîi ǁqhàã, pil minus kes, type reth, x5 ǀîi pil, type pil, x0 ǀîi kes ǂʻá x3 ǀîi pil
  - opt_d x8 ǀîi pil, mor ǀîi striped, x7 ǀîi pil, type mor, x0 ǀîi kes, kes ǀîi porous, pil minus mor, reth minus quen, mor minus quen, reth ǀîi rigid, type pil, type reth, quen ǀîi glossy, x5 ǀîi pil, type kes, x3 ǀîi reth, type quen, kes minus mor ǂʻá pil ǀîi ǁqhàã
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe ǁqhàã
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe ǁqhàã
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe ǁqhàã
Consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor quen minus, reth rigid, x3 pil, type pil, x5 pil, reth quen minus, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes mor minus, pil mor minus, kes porous pil warm
  - opt_c reth quen minus, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor quen minus, pil mor minus, x3 pil, kes mor minus, quen glossy, type pil, x0 kes, x7 reth type quen
  - opt_a reth quen minus, quen glossy, kes porous, mor quen minus, type quen, kes mor minus, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil kes minus, type reth, x5 pil, type pil, x0 kes x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil mor minus, reth quen minus, mor quen minus, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes mor minus pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 glossy observe
  - x5 striped observe
  - x0 glossy observe
  - x0 porous observe
  - x3 glossy observe
  - x3 warm observe
  - x8 glossy observe
  - x7 rigid observe
  - x8 striped observe
  - x8 warm observe
  - x5 glossy observe
  - x0 striped observe
  - x3 striped observe
  - x5 warm observe
Consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous pil warm
  - opt_c reth minus quen, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil minus kes, type reth, x5 pil, type pil, x0 kes x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
Consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor quen minus, reth rigid, x3 pil, type pil, x5 pil, reth quen minus, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes mor minus, pil mor minus, kes porous pil warm
  - opt_c reth quen minus, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor quen minus, pil mor minus, x3 pil, kes mor minus, quen glossy, type pil, x0 kes, x7 reth type quen
  - opt_a reth quen minus, quen glossy, kes porous, mor quen minus, type quen, kes mor minus, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil kes minus, type reth, x5 pil, type pil, x0 kes x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil mor minus, reth quen minus, mor quen minus, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes mor minus pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 glossy observe
  - x5 striped observe
  - x0 glossy observe
  - x0 porous observe
  - x3 glossy observe
  - x3 warm observe
  - x8 glossy observe
  - x7 rigid observe
  - x8 striped observe
  - x8 warm observe
  - x5 glossy observe
  - x0 striped observe
  - x3 striped observe
  - x5 warm observe
Consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous pil warm
  - opt_c reth minus quen, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil minus kes, type reth, x5 pil, type pil, x0 kes x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
Consistent ontology what?

Candidates:
  - opt_b x0 nemi kes, type kes, mor nemi striped, mor minus quen, reth nemi rigid, x3 nemi pil, type pil, x5 nemi pil, reth minus quen, type reth, x7 nemi reth, type mor, type quen, quen nemi glossy, x8 nemi pil, kes minus mor, pil minus mor, kes nemi porous pil nemi warm
  - opt_c reth minus quen, x8 nemi pil, mor nemi striped, pil nemi warm, x5 nemi pil, type reth, kes nemi porous, type mor, type kes, mor minus quen, pil minus mor, x3 nemi pil, kes minus mor, quen nemi glossy, type pil, x0 nemi kes, x7 nemi reth type quen
  - opt_a reth minus quen, quen nemi glossy, kes nemi porous, mor minus quen, type quen, kes minus mor, x8 nemi pil, reth nemi rigid, x7 nemi reth, type kes, type mor, mor nemi striped, pil nemi warm, pil minus kes, type reth, x5 nemi pil, type pil, x0 nemi kes x3 nemi pil
  - opt_d x8 nemi pil, mor nemi striped, x7 nemi pil, type mor, x0 nemi kes, kes nemi porous, pil minus mor, reth minus quen, mor minus quen, reth nemi rigid, type pil, type reth, quen nemi glossy, x5 nemi pil, type kes, x3 nemi reth, type quen, kes minus mor pil nemi warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
Consistent ontology tay?

Les candidats sont:
  - opt_b x0 est kes, type kes, mor est rayé, mor moins quen, reth est rigide, x3 est pil, type pil, x5 est pil, reth moins quen, type reth, x7 est reth, type mor, type quen, quen est luisant, x8 est pil, kes moins mor, pil moins mor, kes est poreux et pil est chaud
  - opt_c reth moins quen, x8 est pil, mor est rayé, pil est chaud, x5 est pil, type reth, kes est poreux, type mor, type kes, mor moins quen, pil moins mor, x3 est pil, kes moins mor, quen est luisant, type pil, x0 est kes, x7 est reth et type quen
  - opt_a reth moins quen, quen est luisant, kes est poreux, mor moins quen, type quen, kes moins mor, x8 est pil, reth est rigide, x7 est reth, type kes, type mor, mor est rayé, pil est chaud, pil moins kes, type reth, x5 est pil, type pil, x0 est kes et x3 est pil
  - opt_d x8 est pil, mor est rayé, x7 est pil, type mor, x0 est kes, kes est poreux, pil moins mor, reth moins quen, mor moins quen, reth est rigide, type pil, type reth, quen est luisant, x5 est pil, type kes, x3 est reth, type quen, kes moins mor et pil est chaud
Les entités sont:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations :
  - x7 observer luisant
  - x5 observer rayé
  - x0 observer luisant
  - x0 observer poreux
  - x3 observer luisant
  - x3 observer chaud
  - x8 observer luisant
  - x7 observer rigide
  - x8 observer rayé
  - x8 observer chaud
  - x5 observer luisant
  - x0 observer rayé
  - x3 observer rayé
  - x5 observer chaud
Quoi constant ontologie ?

Kandidato:
  - opt_b x0 egali kes, tipo kes, mor egali striita, mor minus quen, reth egali rigida, x3 egali pil, tipo pil, x5 egali pil, reth minus quen, tipo reth, x7 egali reth, tipo mor, tipo quen, quen egali glossy, x8 egali pil, kes minus mor, pil minus mor, kes egali pora kaj pil egali varma
  - opt_c reth minus quen, x8 egali pil, mor egali striita, pil egali varma, x5 egali pil, tipo reth, kes egali pora, tipo mor, tipo kes, mor minus quen, pil minus mor, x3 egali pil, kes minus mor, quen egali glossy, tipo pil, x0 egali kes, x7 egali reth kaj tipo quen
  - opt_a reth minus quen, quen egali glossy, kes egali pora, mor minus quen, tipo quen, kes minus mor, x8 egali pil, reth egali rigida, x7 egali reth, tipo kes, tipo mor, mor egali striita, pil egali varma, pil minus kes, tipo reth, x5 egali pil, tipo pil, x0 egali kes kaj x3 egali pil
  - opt_d x8 egali pil, mor egali striita, x7 egali pil, tipo mor, x0 egali kes, kes egali pora, pil minus mor, reth minus quen, mor minus quen, reth egali rigida, tipo pil, tipo reth, quen egali glossy, x5 egali pil, tipo kes, x3 egali reth, tipo quen, kes minus mor kaj pil egali varma
Ento:
  - x0
  - x3
  - x5
  - x7
  - x8
Observo:
  - x7 observi glossy
  - x5 observi striita
  - x0 observi glossy
  - x0 observi pora
  - x3 observi glossy
  - x3 observi varma
  - x8 observi glossy
  - x7 observi rigida
  - x8 observi striita
  - x8 observi varma
  - x5 observi glossy
  - x0 observi striita
  - x3 observi striita
  - x5 observi varma
Konsekvenca ontology kio?

Indulók:
  - opt_b x0 kes, típus kes, mor csíkos, mor mínusz quen, reth merev, x3 pil, típus pil, x5 pil, reth mínusz quen, típus reth, x7 reth, típus mor, típus quen, quen glossy, x8 pil, kes mínusz mor, pil mínusz mor, kes porous és pil meleg
  - opt_c reth mínusz quen, x8 pil, mor csíkos, pil meleg, x5 pil, típus reth, kes porous, típus mor, típus kes, mor mínusz quen, pil mínusz mor, x3 pil, kes mínusz mor, quen glossy, típus pil, x0 kes, x7 reth és típus quen
  - opt_a reth mínusz quen, quen glossy, kes porous, mor mínusz quen, típus quen, kes mínusz mor, x8 pil, reth merev, x7 reth, típus kes, típus mor, mor csíkos, pil meleg, pil mínusz kes, típus reth, x5 pil, típus pil, x0 kes és x3 pil
  - opt_d x8 pil, mor csíkos, x7 pil, típus mor, x0 kes, kes porous, pil mínusz mor, reth mínusz quen, mor mínusz quen, reth merev, típus pil, típus reth, quen glossy, x5 pil, típus kes, x3 reth, típus quen, kes mínusz mor és pil meleg
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Megfigyelések:
  - x7 észlel glossy
  - x5 észlel csíkosat
  - x0 észlel glossy
  - x0 észlel porous
  - x3 észlel glossy
  - x3 észlel meleget
  - x8 észlel glossy
  - x7 észlel merevet
  - x8 észlel csíkosat
  - x8 észlel meleget
  - x5 észlel glossy
  - x0 észlel csíkosat
  - x3 észlel csíkosat
  - x5 észlel meleget
Következetes ontológia melyik?

候選人:
  - opt_b:x0是kes, 款:kes, mor是striped, mor減quen, reth是rigid, x3是pil, 款:pil, x5是pil, reth減quen, 款:reth, x7是reth, 款:mor, 款:quen, quen是glossy, x8是pil, kes減mor, pil減mor, kes是porous及pil是暖
  - opt_c:reth減quen, x8是pil, mor是striped, pil是暖, x5是pil, 款:reth, kes是porous, 款:mor, 款:kes, mor減quen, pil減mor, x3是pil, kes減mor, quen是glossy, 款:pil, x0是kes, x7是reth及款:quen
  - opt_a:reth減quen, quen是glossy, kes是porous, mor減quen, 款:quen, kes減mor, x8是pil, reth是rigid, x7是reth, 款:kes, 款:mor, mor是striped, pil是暖, pil減kes, 款:reth, x5是pil, 款:pil, x0是kes及x3是pil
  - opt_d:x8是pil, mor是striped, x7是pil, 款:mor, x0是kes, kes是porous, pil減mor, reth減quen, mor減quen, reth是rigid, 款:pil, 款:reth, quen是glossy, x5是pil, 款:kes, x3是reth, 款:quen, kes減mor及pil是暖
entities:
  - x0
  - x3
  - x5
  - x7
  - x8
observations:
  - x7observeglossy
  - x5observestriped
  - x0observeglossy
  - x0observeporous
  - x3observeglossy
  - x3observe暖
  - x8observeglossy
  - x7observerigid
  - x8observestriped
  - x8observe暖
  - x5observeglossy
  - x0observestriped
  - x3observestriped
  - x5observe暖
consistent ontology乜嘢?

Candidates:
  - opt_b x0 有ん kes, type kes, mor 有ん striped, mor minus quen, reth 有ん rigid, x3 有ん pil, type pil, x5 有ん pil, reth minus quen, type reth, x7 有ん reth, type mor, type quen, quen 有ん glossy, x8 有ん pil, kes minus mor, pil minus mor, kes 有ん porous とぅ pil 有ん warm
  - opt_c reth minus quen, x8 有ん pil, mor 有ん striped, pil 有ん warm, x5 有ん pil, type reth, kes 有ん porous, type mor, type kes, mor minus quen, pil minus mor, x3 有ん pil, kes minus mor, quen 有ん glossy, type pil, x0 有ん kes, x7 有ん reth とぅ type quen
  - opt_a reth minus quen, quen 有ん glossy, kes 有ん porous, mor minus quen, type quen, kes minus mor, x8 有ん pil, reth 有ん rigid, x7 有ん reth, type kes, type mor, mor 有ん striped, pil 有ん warm, pil minus kes, type reth, x5 有ん pil, type pil, x0 有ん kes とぅ x3 有ん pil
  - opt_d x8 有ん pil, mor 有ん striped, x7 有ん pil, type mor, x0 有ん kes, kes 有ん porous, pil minus mor, reth minus quen, mor minus quen, reth 有ん rigid, type pil, type reth, quen 有ん glossy, x5 有ん pil, type kes, x3 有ん reth, type quen, kes minus mor とぅ pil 有ん warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
Consistent ontology what?

Үміткер:
  - opt_b x0 kes, тип kes, mor striped, mor minus quen, reth rigid, x3 pil, тип pil, x5 pil, reth minus quen, тип reth, x7 reth, тип mor, тип quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous және pil жылы
  - opt_c reth minus quen, x8 pil, mor striped, pil жылы, x5 pil, тип reth, kes porous, тип mor, тип kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, тип pil, x0 kes, x7 reth және тип quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, тип quen, kes minus mor, x8 pil, reth rigid, x7 reth, тип kes, тип mor, mor striped, pil жылы, pil minus kes, тип reth, x5 pil, тип pil, x0 kes және x3 pil
  - opt_d x8 pil, mor striped, x7 pil, тип mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, тип pil, тип reth, quen glossy, x5 pil, тип kes, x3 reth, тип quen, kes minus mor және pil жылы
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Бақылау:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe жылы
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe жылы
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe жылы
Consistent онтология не?

מועמדת:
  - opt_b x0 הוּא kes, type kes, mor הוּא striped, mor פחות quen, reth הוּא נוקשה, x3 הוּא pil, type pil, x5 הוּא pil, reth פחות quen, type reth, x7 הוּא reth, type mor, type quen, quen הוּא glossy, x8 הוּא pil, kes פחות mor, pil פחות mor, kes הוּא porous וְ־ pil הוּא חָמִים
  - opt_c reth פחות quen, x8 הוּא pil, mor הוּא striped, pil הוּא חָמִים, x5 הוּא pil, type reth, kes הוּא porous, type mor, type kes, mor פחות quen, pil פחות mor, x3 הוּא pil, kes פחות mor, quen הוּא glossy, type pil, x0 הוּא kes, x7 הוּא reth וְ־ type quen
  - opt_a reth פחות quen, quen הוּא glossy, kes הוּא porous, mor פחות quen, type quen, kes פחות mor, x8 הוּא pil, reth הוּא נוקשה, x7 הוּא reth, type kes, type mor, mor הוּא striped, pil הוּא חָמִים, pil פחות kes, type reth, x5 הוּא pil, type pil, x0 הוּא kes וְ־ x3 הוּא pil
  - opt_d x8 הוּא pil, mor הוּא striped, x7 הוּא pil, type mor, x0 הוּא kes, kes הוּא porous, pil פחות mor, reth פחות quen, mor פחות quen, reth הוּא נוקשה, type pil, type reth, quen הוּא glossy, x5 הוּא pil, type kes, x3 הוּא reth, type quen, kes פחות mor וְ־ pil הוּא חָמִים
יְשׁוּת:
  - x0
  - x3
  - x5
  - x7
  - x8
תַּצְפִּית:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe חָמִים
  - x8 observe glossy
  - x7 observe נוקשה
  - x8 observe striped
  - x8 observe חָמִים
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe חָמִים
איזה עקבי ikví אונטולוגיה?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous დო pil warm
  - opt_c reth minus quen, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth დო type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil minus kes, type reth, x5 pil, type pil, x0 kes დო x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor დო pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
Consistent ontology what?

Kandidat:
  - opt_b x0 adalah kes, mengetik kes, mor adalah berloreng, mor dikurangi quen, reth adalah rigid, x3 adalah pil, mengetik pil, x5 adalah pil, reth dikurangi quen, mengetik reth, x7 adalah reth, mengetik mor, mengetik quen, quen adalah glossy, x8 adalah pil, kes dikurangi mor, pil dikurangi mor, kes adalah porus dan pil adalah hangat
  - opt_c reth dikurangi quen, x8 adalah pil, mor adalah berloreng, pil adalah hangat, x5 adalah pil, mengetik reth, kes adalah porus, mengetik mor, mengetik kes, mor dikurangi quen, pil dikurangi mor, x3 adalah pil, kes dikurangi mor, quen adalah glossy, mengetik pil, x0 adalah kes, x7 adalah reth dan mengetik quen
  - opt_a reth dikurangi quen, quen adalah glossy, kes adalah porus, mor dikurangi quen, mengetik quen, kes dikurangi mor, x8 adalah pil, reth adalah rigid, x7 adalah reth, mengetik kes, mengetik mor, mor adalah berloreng, pil adalah hangat, pil dikurangi kes, mengetik reth, x5 adalah pil, mengetik pil, x0 adalah kes dan x3 adalah pil
  - opt_d x8 adalah pil, mor adalah berloreng, x7 adalah pil, mengetik mor, x0 adalah kes, kes adalah porus, pil dikurangi mor, reth dikurangi quen, mor dikurangi quen, reth adalah rigid, mengetik pil, mengetik reth, quen adalah glossy, x5 adalah pil, mengetik kes, x3 adalah reth, mengetik quen, kes dikurangi mor dan pil adalah hangat
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe berloreng
  - x0 observe glossy
  - x0 observe porus
  - x3 observe glossy
  - x3 observe hangat
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe berloreng
  - x8 observe hangat
  - x5 observe glossy
  - x0 observe berloreng
  - x3 observe berloreng
  - x5 observe hangat
Panggah ontologi apa?

បេក្ខជន:
  - opt_b:x0ត្រូវបានkes, type:kes, morត្រូវបានstriped, morminusquen, rethត្រូវបានrigid, x3ត្រូវបានpil, type:pil, x5ត្រូវបានpil, rethminusquen, type:reth, x7ត្រូវបានreth, type:mor, type:quen, quenត្រូវបានរលើប, x8ត្រូវបានpil, kesminusmor, pilminusmor, kesត្រូវបានporousនឹងpilត្រូវបានក្ដៅ
  - opt_c:rethminusquen, x8ត្រូវបានpil, morត្រូវបានstriped, pilត្រូវបានក្ដៅ, x5ត្រូវបានpil, type:reth, kesត្រូវបានporous, type:mor, type:kes, morminusquen, pilminusmor, x3ត្រូវបានpil, kesminusmor, quenត្រូវបានរលើប, type:pil, x0ត្រូវបានkes, x7ត្រូវបានrethនឹងtype:quen
  - opt_a:rethminusquen, quenត្រូវបានរលើប, kesត្រូវបានporous, morminusquen, type:quen, kesminusmor, x8ត្រូវបានpil, rethត្រូវបានrigid, x7ត្រូវបានreth, type:kes, type:mor, morត្រូវបានstriped, pilត្រូវបានក្ដៅ, pilminuskes, type:reth, x5ត្រូវបានpil, type:pil, x0ត្រូវបានkesនឹងx3ត្រូវបានpil
  - opt_d:x8ត្រូវបានpil, morត្រូវបានstriped, x7ត្រូវបានpil, type:mor, x0ត្រូវបានkes, kesត្រូវបានporous, pilminusmor, rethminusquen, morminusquen, rethត្រូវបានrigid, type:pil, type:reth, quenត្រូវបានរលើប, x5ត្រូវបានpil, type:kes, x3ត្រូវបានreth, type:quen, kesminusmorនឹងpilត្រូវបានក្ដៅ
entities:
  - x0
  - x3
  - x5
  - x7
  - x8
គំនន់:
  - x7observeរលើប
  - x5observestriped
  - x0observeរលើប
  - x0observeporous
  - x3observeរលើប
  - x3observeក្ដៅ
  - x8observeរលើប
  - x7observerigid
  - x8observestriped
  - x8observeក្ដៅ
  - x5observeរលើប
  - x0observestriped
  - x3observestriped
  - x5observeក្ដៅ
consistent ontologyអី?

ຜູ້ສະໝັກ:
  - opt_b:x0ຢູ່kes, type:kes, morຢູ່striped, morminusquen, rethຢູ່rigid, x3ຢູ່pil, type:pil, x5ຢູ່pil, rethminusquen, type:reth, x7ຢູ່reth, type:mor, type:quen, quenຢູ່glossy, x8ຢູ່pil, kesminusmor, pilminusmor, kesຢູ່porousແລະpilຢູ່ອຸ່ນ
  - opt_c:rethminusquen, x8ຢູ່pil, morຢູ່striped, pilຢູ່ອຸ່ນ, x5ຢູ່pil, type:reth, kesຢູ່porous, type:mor, type:kes, morminusquen, pilminusmor, x3ຢູ່pil, kesminusmor, quenຢູ່glossy, type:pil, x0ຢູ່kes, x7ຢູ່rethແລະtype:quen
  - opt_a:rethminusquen, quenຢູ່glossy, kesຢູ່porous, morminusquen, type:quen, kesminusmor, x8ຢູ່pil, rethຢູ່rigid, x7ຢູ່reth, type:kes, type:mor, morຢູ່striped, pilຢູ່ອຸ່ນ, pilminuskes, type:reth, x5ຢູ່pil, type:pil, x0ຢູ່kesແລະx3ຢູ່pil
  - opt_d:x8ຢູ່pil, morຢູ່striped, x7ຢູ່pil, type:mor, x0ຢູ່kes, kesຢູ່porous, pilminusmor, rethminusquen, morminusquen, rethຢູ່rigid, type:pil, type:reth, quenຢູ່glossy, x5ຢູ່pil, type:kes, x3ຢູ່reth, type:quen, kesminusmorແລະpilຢູ່ອຸ່ນ
entities:
  - x0
  - x3
  - x5
  - x7
  - x8
observations:
  - x7observeglossy
  - x5observestriped
  - x0observeglossy
  - x0observeporous
  - x3observeglossy
  - x3observeອຸ່ນ
  - x8observeglossy
  - x7observerigid
  - x8observestriped
  - x8observeອຸ່ນ
  - x5observeglossy
  - x0observestriped
  - x3observestriped
  - x5observeອຸ່ນ
consistent ontologyຫຍັງ?

candidates:
  - opt_b x0 kes ఉండు, type kes, mor striped ఉండు, mor quen minus, reth rigid ఉండు, x3 pil ఉండు, type pil, x5 pil ఉండు, reth quen minus, type reth, x7 reth ఉండు, type mor, type quen, quen glossy ఉండు, x8 pil ఉండు, kes mor minus, pil mor minus, kes porous ఉండు మరియు pil వెచ్చని ఉండు
  - opt_c reth quen minus, x8 pil ఉండు, mor striped ఉండు, pil వెచ్చని ఉండు, x5 pil ఉండు, type reth, kes porous ఉండు, type mor, type kes, mor quen minus, pil mor minus, x3 pil ఉండు, kes mor minus, quen glossy ఉండు, type pil, x0 kes ఉండు, x7 reth ఉండు మరియు type quen
  - opt_a reth quen minus, quen glossy ఉండు, kes porous ఉండు, mor quen minus, type quen, kes mor minus, x8 pil ఉండు, reth rigid ఉండు, x7 reth ఉండు, type kes, type mor, mor striped ఉండు, pil వెచ్చని ఉండు, pil kes minus, type reth, x5 pil ఉండు, type pil, x0 kes ఉండు మరియు x3 pil ఉండు
  - opt_d x8 pil ఉండు, mor striped ఉండు, x7 pil ఉండు, type mor, x0 kes ఉండు, kes porous ఉండు, pil mor minus, reth quen minus, mor quen minus, reth rigid ఉండు, type pil, type reth, quen glossy ఉండు, x5 pil ఉండు, type kes, x3 reth ఉండు, type quen, kes mor minus మరియు pil వెచ్చని ఉండు
entities:
  - x0
  - x3
  - x5
  - x7
  - x8
పరిశీలన:
  - x7 glossy పరిశీలించు
  - x5 striped పరిశీలించు
  - x0 glossy పరిశీలించు
  - x0 porous పరిశీలించు
  - x3 glossy పరిశీలించు
  - x3 వెచ్చని పరిశీలించు
  - x8 glossy పరిశీలించు
  - x7 rigid పరిశీలించు
  - x8 striped పరిశీలించు
  - x8 వెచ్చని పరిశీలించు
  - x5 glossy పరిశీలించు
  - x0 striped పరిశీలించు
  - x3 striped పరిశీలించు
  - x5 వెచ్చని పరిశీలించు
consistent ontology ఏమిటి?

Candidates:
  - opt_b x0 wà kes, type kes, mor wà striped, mor minus quen, reth wà rigid, x3 wà pil, type pil, x5 wà pil, reth minus quen, type reth, x7 wà reth, type mor, type quen, quen wà glossy, x8 wà pil, kes minus mor, pil minus mor, kes wà porous pil wà warm
  - opt_c reth minus quen, x8 wà pil, mor wà striped, pil wà warm, x5 wà pil, type reth, kes wà porous, type mor, type kes, mor minus quen, pil minus mor, x3 wà pil, kes minus mor, quen wà glossy, type pil, x0 wà kes, x7 wà reth type quen
  - opt_a reth minus quen, quen wà glossy, kes wà porous, mor minus quen, type quen, kes minus mor, x8 wà pil, reth wà rigid, x7 wà reth, type kes, type mor, mor wà striped, pil wà warm, pil minus kes, type reth, x5 wà pil, type pil, x0 wà kes x3 wà pil
  - opt_d x8 wà pil, mor wà striped, x7 wà pil, type mor, x0 wà kes, kes wà porous, pil minus mor, reth minus quen, mor minus quen, reth wà rigid, type pil, type reth, quen wà glossy, x5 wà pil, type kes, x3 wà reth, type quen, kes minus mor pil wà warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
What consistent ontology?

Candidates:
  - opt_b x0 kes naiágúóli, type kes, mor striped naiágúóli, mor quen minus, reth rigid naiágúóli, x3 pil naiágúóli, type pil, x5 pil naiágúóli, reth quen minus, type reth, x7 reth naiágúóli, type mor, type quen, quen glossy naiágúóli, x8 pil naiágúóli, kes mor minus, pil mor minus, kes porous naiágúóli pil warm naiágúóli
  - opt_c reth quen minus, x8 pil naiágúóli, mor striped naiágúóli, pil warm naiágúóli, x5 pil naiágúóli, type reth, kes porous naiágúóli, type mor, type kes, mor quen minus, pil mor minus, x3 pil naiágúóli, kes mor minus, quen glossy naiágúóli, type pil, x0 kes naiágúóli, x7 reth naiágúóli type quen
  - opt_a reth quen minus, quen glossy naiágúóli, kes porous naiágúóli, mor quen minus, type quen, kes mor minus, x8 pil naiágúóli, reth rigid naiágúóli, x7 reth naiágúóli, type kes, type mor, mor striped naiágúóli, pil warm naiágúóli, pil kes minus, type reth, x5 pil naiágúóli, type pil, x0 kes naiágúóli x3 pil naiágúóli
  - opt_d x8 pil naiágúóli, mor striped naiágúóli, x7 pil naiágúóli, type mor, x0 kes naiágúóli, kes porous naiágúóli, pil mor minus, reth quen minus, mor quen minus, reth rigid naiágúóli, type pil, type reth, quen glossy naiágúóli, x5 pil naiágúóli, type kes, x3 reth naiágúóli, type quen, kes mor minus pil warm naiágúóli
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 glossy observe
  - x5 striped observe
  - x0 glossy observe
  - x0 porous observe
  - x3 glossy observe
  - x3 warm observe
  - x8 glossy observe
  - x7 rigid observe
  - x8 striped observe
  - x8 warm observe
  - x5 glossy observe
  - x0 striped observe
  - x3 striped observe
  - x5 warm observe
Consistent ontology what?

candidates:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous pil warm
  - opt_c reth minus quen, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil minus kes, type reth, x5 pil, type pil, x0 kes x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor pil warm
entities:
  - x0
  - x3
  - x5
  - x7
  - x8
observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous pil warm
  - opt_c reth minus quen, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil minus kes, type reth, x5 pil, type pil, x0 kes x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
Consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor minus quen, reth rigid, x3 pil, type pil, x5 pil, reth minus quen, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes minus mor, pil minus mor, kes porous pil warm
  - opt_c reth minus quen, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor minus quen, pil minus mor, x3 pil, kes minus mor, quen glossy, type pil, x0 kes, x7 reth type quen
  - opt_a reth minus quen, quen glossy, kes porous, mor minus quen, type quen, kes minus mor, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil minus kes, type reth, x5 pil, type pil, x0 kes x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil minus mor, reth minus quen, mor minus quen, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes minus mor pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 observe glossy
  - x5 observe striped
  - x0 observe glossy
  - x0 observe porous
  - x3 observe glossy
  - x3 observe warm
  - x8 observe glossy
  - x7 observe rigid
  - x8 observe striped
  - x8 observe warm
  - x5 observe glossy
  - x0 observe striped
  - x3 observe striped
  - x5 observe warm
Consistent ontology what?

Candidates:
  - opt_b x0 kes, type kes, mor striped, mor quen minus, reth rigid, x3 pil, type pil, x5 pil, reth quen minus, type reth, x7 reth, type mor, type quen, quen glossy, x8 pil, kes mor minus, pil mor minus, kes porous pil warm
  - opt_c reth quen minus, x8 pil, mor striped, pil warm, x5 pil, type reth, kes porous, type mor, type kes, mor quen minus, pil mor minus, x3 pil, kes mor minus, quen glossy, type pil, x0 kes, x7 reth type quen
  - opt_a reth quen minus, quen glossy, kes porous, mor quen minus, type quen, kes mor minus, x8 pil, reth rigid, x7 reth, type kes, type mor, mor striped, pil warm, pil kes minus, type reth, x5 pil, type pil, x0 kes x3 pil
  - opt_d x8 pil, mor striped, x7 pil, type mor, x0 kes, kes porous, pil mor minus, reth quen minus, mor quen minus, reth rigid, type pil, type reth, quen glossy, x5 pil, type kes, x3 reth, type quen, kes mor minus pil warm
Entities:
  - x0
  - x3
  - x5
  - x7
  - x8
Observations:
  - x7 glossy observe
  - x5 striped observe
  - x0 glossy observe
  - x0 porous observe
  - x3 glossy observe
  - x3 warm observe
  - x8 glossy observe
  - x7 rigid observe
  - x8 striped observe
  - x8 warm observe
  - x5 glossy observe
  - x0 striped observe
  - x3 striped observe
  - x5 warm observe
Consistent ontology вуч?

The candidates are:
  - opt_c x7 is mor, x0 is tav, type tav, type kes, mor is hollow, x3 is tav, tav minus kes, x6 is tav, tav is fibrous, type mor, mor minus kes and kes is rigid
  - opt_b type mor, kes is rigid, type kes, x6 is tav, mor is hollow, tav minus mor, x3 is tav, x0 is mor, x7 is tav, type tav, mor minus kes and tav is fibrous
  - opt_a type tav, type kes, kes is rigid, x6 is tav, tav minus kes, mor minus kes, mor is hollow, x7 is tav, kes is fibrous, x0 is mor, type mor and x3 is tav
  - opt_d type tav, type kes, mor minus kes, tav is fibrous, x7 is tav, x3 is tav, mor is hollow, type mor, x6 is tav, tav minus kes, x0 is mor and kes is rigid
The entities are: x0; x3; x6; x7.
The observations are:
  - x3 was observed to be rigid
  - x6 was observed to be fibrous
  - x7 was observed to be rigid
  - x6 was observed to be rigid
  - x0 was observed to be rigid
  - x7 was observed to be fibrous
  - x3 was observed to be fibrous
  - x0 was observed to be hollow
What is the consistent ontology?

Los candidatos son:
  - opción C: x7 es Mor, x0 es Tav, el tipo: Tav, el tipo: Kes, Mor es hueco, x3 es Tav, Tav menos Kes, x6 es Tav, Tav es fibroso, el tipo: Mor, Mor menos Kes y Kes es rígido
  - opción B: el tipo: Mor, Kes es rígido, el tipo: Kes, x6 es Tav, Mor es hueco, Tav menos Mor, x3 es Tav, x0 es Mor, x7 es Tav, el tipo: Tav, Mor menos Kes y Tav es fibroso
  - opción A: el tipo: Tav, el tipo: Kes, Kes es rígido, x6 es Tav, Tav menos Kes, Mor menos Kes, Mor es hueco, x7 es Tav, Kes es fibroso, x0 es Mor, el tipo: Mor y x3 es Tav
  - opción D: el tipo: Tav, el tipo: Kes, Mor menos Kes, Tav es fibroso, x7 es Tav, x3 es Tav, Mor es hueco, el tipo: Mor, x6 es Tav, Tav menos Kes, x0 es Mor y Kes es rígido
Las entidades son: x0; x3; x6; x7.
Las observaciones son:
  - x3 se observó como rígido
  - x6 se observó como fibroso
  - x7 se observó como rígido
  - x6 se observó como rígido
  - x0 se observó como rígido
  - x7 se observó como fibroso
  - x3 se observó como fibroso
  - x0 se observó como hueco
¿Qué consistent ontology?

候选项如下：
  - 选项C：x7是莫尔、x0是塔夫、类型：塔夫、类型：凯斯、莫尔是空心的、x3是塔夫、塔夫减凯斯、x6是塔夫、塔夫是纤维状的、类型：莫尔、莫尔减凯斯和凯斯是刚性的
  - 选项B：类型：莫尔、凯斯是刚性的、类型：凯斯、x6是塔夫、莫尔是空心的、塔夫减莫尔、x3是塔夫、x0是莫尔、x7是塔夫、类型：塔夫、莫尔减凯斯和塔夫是纤维状的
  - 选项A：类型：塔夫、类型：凯斯、凯斯是刚性的、x6是塔夫、塔夫减凯斯、莫尔减凯斯、莫尔是空心的、x7是塔夫、凯斯是纤维状的、x0是莫尔、类型：莫尔和x3是塔夫
  - 选项D：类型：塔夫、类型：凯斯、莫尔减凯斯、塔夫是纤维状的、x7是塔夫、x3是塔夫、莫尔是空心的、类型：莫尔、x6是塔夫、塔夫减凯斯、x0是莫尔和凯斯是刚性的
实体如下：x0；x3；x6；x7。
观察如下：
  - x3观察到刚性的
  - x6观察到纤维状的
  - x7观察到刚性的
  - x6观察到刚性的
  - x0观察到刚性的
  - x7观察到纤维状的
  - x3观察到纤维状的
  - x0观察到空心的
consistent ontology什么？

Adaylar:
  - opt_c: x7 mor, x0 tav, tip: tav, tip: kes, mor içi boş, x3 tav, tav kes eksi, x6 tav, tav lifli, tip: mor, mor kes eksi ve kes katı
  - opt_b: tip: mor, kes katı, tip: kes, x6 tav, mor içi boş, tav mor eksi, x3 tav, x0 mor, x7 tav, tip: tav, mor kes eksi ve tav lifli
  - opt_a: tip: tav, tip: kes, kes katı, x6 tav, tav kes eksi, mor kes eksi, mor içi boş, x7 tav, kes lifli, x0 mor, tip: mor ve x3 tav
  - opt_d: tip: tav, tip: kes, mor kes eksi, tav lifli, x7 tav, x3 tav, mor içi boş, tip: mor, x6 tav, tav kes eksi, x0 mor ve kes katı
Varlıklar: x0; x3; x6; x7.
Gözlemler:
  - x3 katı gözlemlendi
  - x6 lifli gözlemlendi
  - x7 katı gözlemlendi
  - x6 katı gözlemlendi
  - x0 katı gözlemlendi
  - x7 lifli gözlemlendi
  - x3 lifli gözlemlendi
  - x0 içi boş gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_c: x7 ni mor, x0 ni tav, type: tav, type: kes, mor ni hollow, x3 ni tav, tav minus kes, x6 ni tav, tav ni fibrous, type: mor, mor minus kes na kes ni rigid
  - opt_b: type: mor, kes ni rigid, type: kes, x6 ni tav, mor ni hollow, tav minus mor, x3 ni tav, x0 ni mor, x7 ni tav, type: tav, mor minus kes na tav ni fibrous
  - opt_a: type: tav, type: kes, kes ni rigid, x6 ni tav, tav minus kes, mor minus kes, mor ni hollow, x7 ni tav, kes ni fibrous, x0 ni mor, type: mor na x3 ni tav
  - opt_d: type: tav, type: kes, mor minus kes, tav ni fibrous, x7 ni tav, x3 ni tav, mor ni hollow, type: mor, x6 ni tav, tav minus kes, x0 ni mor na kes ni rigid
Entities: x0; x3; x6; x7.
Uchunguzi:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology nini?

The candidates are:
  - opt_c x7 is mor, x0 is tav, type tav, type kes, mor is hollow, x3 is tav, tav minus kes, x6 is tav, tav is fibrous, type mor, mor minus kes and kes is rigid
  - opt_b type mor, kes is rigid, type kes, x6 is tav, mor is hollow, tav minus mor, x3 is tav, x0 is mor, x7 is tav, type tav, mor minus kes and tav is fibrous
  - opt_a type tav, type kes, kes is rigid, x6 is tav, tav minus kes, mor minus kes, mor is hollow, x7 is tav, kes is fibrous, x0 is mor, type mor and x3 is tav
  - opt_d type tav, type kes, mor minus kes, tav is fibrous, x7 is tav, x3 is tav, mor is hollow, type mor, x6 is tav, tav minus kes, x0 is mor and kes is rigid
The entities are: x0; x3; x6; x7.
The observations are:
  - x3 was observed to be rigid
  - x6 was observed to be fibrous
  - x7 was observed to be rigid
  - x6 was observed to be rigid
  - x0 was observed to be rigid
  - x7 was observed to be fibrous
  - x3 was observed to be fibrous
  - x0 was observed to be hollow
What is the consistent ontology?

{candidates: [(candidate opt_c [(inst x7 mor) (inst x0 tav) (type tav) (type kes) (prop mor hollow) (inst x3 tav) (sub tav kes) (inst x6 tav) (prop tav fibrous) (type mor) (sub mor kes) (prop kes rigid)]) (candidate opt_b [(type mor) (prop kes rigid) (type kes) (inst x6 tav) (prop mor hollow) (sub tav mor) (inst x3 tav) (inst x0 mor) (inst x7 tav) (type tav) (sub mor kes) (prop tav fibrous)]) (candidate opt_a [(type tav) (type kes) (prop kes rigid) (inst x6 tav) (sub tav kes) (sub mor kes) (prop mor hollow) (inst x7 tav) (prop kes fibrous) (inst x0 mor) (type mor) (inst x3 tav)]) (candidate opt_d [(type tav) (type kes) (sub mor kes) (prop tav fibrous) (inst x7 tav) (inst x3 tav) (prop mor hollow) (type mor) (inst x6 tav) (sub tav kes) (inst x0 mor) (prop kes rigid)])], entities: [x0 x3 x6 x7], observations: [(observed x3 rigid) (observed x6 fibrous) (observed x7 rigid) (observed x6 rigid) (observed x0 rigid) (observed x7 fibrous) (observed x3 fibrous) (observed x0 hollow)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_c x7 ist mor, x0 ist tav, type tav, type kes, mor ist hohler, x3 ist tav, tav weniger kes, x6 ist tav, tav ist fibrous, type mor, mor weniger kes und kes ist steifer
  - opt_b type mor, kes ist steifer, type kes, x6 ist tav, mor ist hohler, tav weniger mor, x3 ist tav, x0 ist mor, x7 ist tav, type tav, mor weniger kes und tav ist fibrous
  - opt_a type tav, type kes, kes ist steifer, x6 ist tav, tav weniger kes, mor weniger kes, mor ist hohler, x7 ist tav, kes ist fibrous, x0 ist mor, type mor und x3 ist tav
  - opt_d type tav, type kes, mor weniger kes, tav ist fibrous, x7 ist tav, x3 ist tav, mor ist hohler, type mor, x6 ist tav, tav weniger kes, x0 ist mor und kes ist steifer
Die Entitäten sind: x0; x3; x6; x7.
Beobachtungen:
  - x3 beobachten steife
  - x6 beobachten fibrous
  - x7 beobachten steife
  - x6 beobachten steife
  - x0 beobachten steife
  - x7 beobachten fibrous
  - x3 beobachten fibrous
  - x0 beobachten hohle
Was beständig Ontologie?

Кандѝда̄т:
  - opt_c x7 би̏ти mor, x0 би̏ти tav, ти̑п tav, ти̑п kes, mor би̏ти hollow, x3 би̏ти tav, tav minus kes, x6 би̏ти tav, tav би̏ти fibrous, ти̑п mor, mor minus kes и kes би̏ти rigid
  - opt_b ти̑п mor, kes би̏ти rigid, ти̑п kes, x6 би̏ти tav, mor би̏ти hollow, tav minus mor, x3 би̏ти tav, x0 би̏ти mor, x7 би̏ти tav, ти̑п tav, mor minus kes и tav би̏ти fibrous
  - opt_a ти̑п tav, ти̑п kes, kes би̏ти rigid, x6 би̏ти tav, tav minus kes, mor minus kes, mor би̏ти hollow, x7 би̏ти tav, kes би̏ти fibrous, x0 би̏ти mor, ти̑п mor и x3 би̏ти tav
  - opt_d ти̑п tav, ти̑п kes, mor minus kes, tav би̏ти fibrous, x7 би̏ти tav, x3 би̏ти tav, mor би̏ти hollow, ти̑п mor, x6 би̏ти tav, tav minus kes, x0 би̏ти mor и kes би̏ти rigid
Ентѝте̄т: x0; x3; x6; x7.
Опа́жа̄ње:
  - x3 прома́трати rigid
  - x6 прома́трати fibrous
  - x7 прома́трати rigid
  - x6 прома́трати rigid
  - x0 прома́трати rigid
  - x7 прома́трати fibrous
  - x3 прома́трати fibrous
  - x0 прома́трати hollow
Consistent ontològija kakav?

Ehdokkaat:
  - opt_c x7 on mor, x0 on tav, luokka tav, luokka kes, mor on ontto, x3 on tav, tav miinus kes, x6 on tav, tav on runsaskuituinen, luokka mor, mor miinus kes ja kes on jäykkä
  - opt_b luokka mor, kes on jäykkä, luokka kes, x6 on tav, mor on ontto, tav miinus mor, x3 on tav, x0 on mor, x7 on tav, luokka tav, mor miinus kes ja tav on runsaskuituinen
  - opt_a luokka tav, luokka kes, kes on jäykkä, x6 on tav, tav miinus kes, mor miinus kes, mor on ontto, x7 on tav, kes on runsaskuituinen, x0 on mor, luokka mor ja x3 on tav
  - opt_d luokka tav, luokka kes, mor miinus kes, tav on runsaskuituinen, x7 on tav, x3 on tav, mor on ontto, luokka mor, x6 on tav, tav miinus kes, x0 on mor ja kes on jäykkä
Olennot: x0; x3; x6; x7.
Havainnoinnit:
  - x3 havainnoida jäykkä
  - x6 havainnoida runsaskuituinen
  - x7 havainnoida jäykkä
  - x6 havainnoida jäykkä
  - x0 havainnoida jäykkä
  - x7 havainnoida runsaskuituinen
  - x3 havainnoida runsaskuituinen
  - x0 havainnoida ontto
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项C：x7是莫尔、x0是塔夫、类型：塔夫、类型：凯斯、莫尔是空心的、x3是塔夫、塔夫减凯斯、x6是塔夫、塔夫是纤维状的、类型：莫尔、莫尔减凯斯和凯斯是刚性的
  - 选项B：类型：莫尔、凯斯是刚性的、类型：凯斯、x6是塔夫、莫尔是空心的、塔夫减莫尔、x3是塔夫、x0是莫尔、x7是塔夫、类型：塔夫、莫尔减凯斯和塔夫是纤维状的
  - 选项A：类型：塔夫、类型：凯斯、凯斯是刚性的、x6是塔夫、塔夫减凯斯、莫尔减凯斯、莫尔是空心的、x7是塔夫、凯斯是纤维状的、x0是莫尔、类型：莫尔和x3是塔夫
  - 选项D：类型：塔夫、类型：凯斯、莫尔减凯斯、塔夫是纤维状的、x7是塔夫、x3是塔夫、莫尔是空心的、类型：莫尔、x6是塔夫、塔夫减凯斯、x0是莫尔和凯斯是刚性的
实体如下：x0；x3；x6；x7。
观察如下：
  - x3观察到刚性的
  - x6观察到纤维状的
  - x7观察到刚性的
  - x6观察到刚性的
  - x0观察到刚性的
  - x7观察到纤维状的
  - x3观察到纤维状的
  - x0观察到空心的
consistent ontology什么？

候補者:
  - opt_c:x7morです, x0tavです, 種類:tav, 種類:kes, mor空っぽです, x3tavです, tavkesminus, x6tavです, tavfibrousです, 種類:mor, morkesminusとkes硬いです
  - opt_b:種類:mor, kes硬いです, 種類:kes, x6tavです, mor空っぽです, tavmorminus, x3tavです, x0morです, x7tavです, 種類:tav, morkesminusとtavfibrousです
  - opt_a:種類:tav, 種類:kes, kes硬いです, x6tavです, tavkesminus, morkesminus, mor空っぽです, x7tavです, kesfibrousです, x0morです, 種類:morとx3tavです
  - opt_d:種類:tav, 種類:kes, morkesminus, tavfibrousです, x7tavです, x3tavです, mor空っぽです, 種類:mor, x6tavです, tavkesminus, x0morですとkes硬いです
実体:x0; x3; x6; x7.
観察:
  - x3硬い観察する
  - x6fibrous観察する
  - x7硬い観察する
  - x6硬い観察する
  - x0硬い観察する
  - x7fibrous観察する
  - x3fibrous観察する
  - x0空っぽ観察する
consistent存在論何と?

Adaylar:
  - opt_c: x7 mor, x0 tav, tip: tav, tip: kes, mor içi boş, x3 tav, tav kes eksi, x6 tav, tav lifli, tip: mor, mor kes eksi ve kes katı
  - opt_b: tip: mor, kes katı, tip: kes, x6 tav, mor içi boş, tav mor eksi, x3 tav, x0 mor, x7 tav, tip: tav, mor kes eksi ve tav lifli
  - opt_a: tip: tav, tip: kes, kes katı, x6 tav, tav kes eksi, mor kes eksi, mor içi boş, x7 tav, kes lifli, x0 mor, tip: mor ve x3 tav
  - opt_d: tip: tav, tip: kes, mor kes eksi, tav lifli, x7 tav, x3 tav, mor içi boş, tip: mor, x6 tav, tav kes eksi, x0 mor ve kes katı
Varlıklar: x0; x3; x6; x7.
Gözlemler:
  - x3 katı gözlemlendi
  - x6 lifli gözlemlendi
  - x7 katı gözlemlendi
  - x6 katı gözlemlendi
  - x0 katı gözlemlendi
  - x7 lifli gözlemlendi
  - x3 lifli gözlemlendi
  - x0 içi boş gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_c x7 mor، x0 tav، type tav، type kes، mor أَجْوَف، x3 tav، نَاقَص tav kes، x6 tav، tav fibrous، type mor، نَاقَص mor kes وَـ kes rigid
  - opt_b type mor، kes rigid، type kes، x6 tav، mor أَجْوَف، نَاقَص tav mor، x3 tav، x0 mor، x7 tav، type tav، نَاقَص mor kes وَـ tav fibrous
  - opt_a type tav، type kes، kes rigid، x6 tav، نَاقَص tav kes، نَاقَص mor kes، mor أَجْوَف، x7 tav، kes fibrous، x0 mor، type mor وَـ x3 tav
  - opt_d type tav، type kes، نَاقَص mor kes، tav fibrous، x7 tav، x3 tav، mor أَجْوَف، type mor، x6 tav، نَاقَص tav kes، x0 mor وَـ kes rigid
كِيَان: x0؛ x3؛ x6؛ x7.
رَصْد:
  - لَاحَظَ x3 rigid
  - لَاحَظَ x6 fibrous
  - لَاحَظَ x7 rigid
  - لَاحَظَ x6 rigid
  - لَاحَظَ x0 rigid
  - لَاحَظَ x7 fibrous
  - لَاحَظَ x3 fibrous
  - لَاحَظَ x0 أَجْوَف
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_c x7 mor ყოფნა, x0 tav ყოფნა, type tav, type kes, mor ცარიელი ყოფნა, x3 tav ყოფნა, tav kes minus, x6 tav ყოფნა, tav fibrous ყოფნა, type mor, mor kes minus და kes მაგარი ყოფნა
  - opt_b type mor, kes მაგარი ყოფნა, type kes, x6 tav ყოფნა, mor ცარიელი ყოფნა, tav mor minus, x3 tav ყოფნა, x0 mor ყოფნა, x7 tav ყოფნა, type tav, mor kes minus და tav fibrous ყოფნა
  - opt_a type tav, type kes, kes მაგარი ყოფნა, x6 tav ყოფნა, tav kes minus, mor kes minus, mor ცარიელი ყოფნა, x7 tav ყოფნა, kes fibrous ყოფნა, x0 mor ყოფნა, type mor და x3 tav ყოფნა
  - opt_d type tav, type kes, mor kes minus, tav fibrous ყოფნა, x7 tav ყოფნა, x3 tav ყოფნა, mor ცარიელი ყოფნა, type mor, x6 tav ყოფნა, tav kes minus, x0 mor ყოფნა და kes მაგარი ყოფნა
Არსებები: x0; x3; x6; x7.
Დაკვირვება:
  - x3 მაგარი აკვირდება
  - x6 fibrous აკვირდება
  - x7 მაგარი აკვირდება
  - x6 მაგარი აკვირდება
  - x0 მაგარი აკვირდება
  - x7 fibrous აკვირდება
  - x3 fibrous აკვირდება
  - x0 ცარიელი აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_c x7 mor, x0 tav, pato tav, pato kes, mor kaiwaka, x3 tav, minus tav kes, x6 tav, tav akaaka, pato mor, minus mor kes me kes torotika
  - opt_b pato mor, kes torotika, pato kes, x6 tav, mor kaiwaka, minus tav mor, x3 tav, x0 mor, x7 tav, pato tav, minus mor kes me tav akaaka
  - opt_a pato tav, pato kes, kes torotika, x6 tav, minus tav kes, minus mor kes, mor kaiwaka, x7 tav, kes akaaka, x0 mor, pato mor me x3 tav
  - opt_d pato tav, pato kes, minus mor kes, tav akaaka, x7 tav, x3 tav, mor kaiwaka, pato mor, x6 tav, minus tav kes, x0 mor me kes torotika
Hinonga: x0; x3; x6; x7.
Observations:
  - observe x3 torotika
  - observe x6 akaaka
  - observe x7 torotika
  - observe x6 torotika
  - observe x0 torotika
  - observe x7 akaaka
  - observe x3 akaaka
  - observe x0 kaiwaka
Consistent ontology unutai?

Candidates:
  - opt_c x7 là mor, x0 là tav, loại tav, loại kes, mor là rỗng, x3 là tav, tav trừ kes, x6 là tav, tav là fibrous, loại mor, mor trừ kes và kes là cứng ngắc
  - opt_b loại mor, kes là cứng ngắc, loại kes, x6 là tav, mor là rỗng, tav trừ mor, x3 là tav, x0 là mor, x7 là tav, loại tav, mor trừ kes và tav là fibrous
  - opt_a loại tav, loại kes, kes là cứng ngắc, x6 là tav, tav trừ kes, mor trừ kes, mor là rỗng, x7 là tav, kes là fibrous, x0 là mor, loại mor và x3 là tav
  - opt_d loại tav, loại kes, mor trừ kes, tav là fibrous, x7 là tav, x3 là tav, mor là rỗng, loại mor, x6 là tav, tav trừ kes, x0 là mor và kes là cứng ngắc
Entities: x0; x3; x6; x7.
Observations:
  - x3 quan sát cứng ngắc
  - x6 quan sát fibrous
  - x7 quan sát cứng ngắc
  - x6 quan sát cứng ngắc
  - x0 quan sát cứng ngắc
  - x7 quan sát fibrous
  - x3 quan sát fibrous
  - x0 quan sát rỗng
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_c:x7ถูกmor, x0ถูกtav, ประเภท:tav, ประเภท:kes, morถูกกลวง, x3ถูกtav, tavminuskes, x6ถูกtav, tavถูกfibrous, ประเภท:mor, morminuskesและkesถูกrigid
  - opt_b:ประเภท:mor, kesถูกrigid, ประเภท:kes, x6ถูกtav, morถูกกลวง, tavminusmor, x3ถูกtav, x0ถูกmor, x7ถูกtav, ประเภท:tav, morminuskesและtavถูกfibrous
  - opt_a:ประเภท:tav, ประเภท:kes, kesถูกrigid, x6ถูกtav, tavminuskes, morminuskes, morถูกกลวง, x7ถูกtav, kesถูกfibrous, x0ถูกmor, ประเภท:morและx3ถูกtav
  - opt_d:ประเภท:tav, ประเภท:kes, morminuskes, tavถูกfibrous, x7ถูกtav, x3ถูกtav, morถูกกลวง, ประเภท:mor, x6ถูกtav, tavminuskes, x0ถูกmorและkesถูกrigid
entities:x0; x3; x6; x7.
การสังเกต:
  - x3สังเกตrigid
  - x6สังเกตfibrous
  - x7สังเกตrigid
  - x6สังเกตrigid
  - x0สังเกตrigid
  - x7สังเกตfibrous
  - x3สังเกตfibrous
  - x0สังเกตกลวง
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav kes கழித்தல், x6 tav, tav fibrous, type mor, mor kes கழித்தல் மற்றும் kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav mor கழித்தல், x3 tav, x0 mor, x7 tav, type tav, mor kes கழித்தல் மற்றும் tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav kes கழித்தல், mor kes கழித்தல், mor hollow, x7 tav, kes fibrous, x0 mor, type mor மற்றும் x3 tav
  - opt_d type tav, type kes, mor kes கழித்தல், tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav kes கழித்தல், x0 mor மற்றும் kes rigid
entities: x0; x3; x6; x7.
observations:
  - x3 rigid observe
  - x6 fibrous observe
  - x7 rigid observe
  - x6 rigid observe
  - x0 rigid observe
  - x7 fibrous observe
  - x3 fibrous observe
  - x0 hollow observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_c: x7 ni mor, x0 ni tav, type: tav, type: kes, mor ni hollow, x3 ni tav, tav minus kes, x6 ni tav, tav ni fibrous, type: mor, mor minus kes na kes ni rigid
  - opt_b: type: mor, kes ni rigid, type: kes, x6 ni tav, mor ni hollow, tav minus mor, x3 ni tav, x0 ni mor, x7 ni tav, type: tav, mor minus kes na tav ni fibrous
  - opt_a: type: tav, type: kes, kes ni rigid, x6 ni tav, tav minus kes, mor minus kes, mor ni hollow, x7 ni tav, kes ni fibrous, x0 ni mor, type: mor na x3 ni tav
  - opt_d: type: tav, type: kes, mor minus kes, tav ni fibrous, x7 ni tav, x3 ni tav, mor ni hollow, type: mor, x6 ni tav, tav minus kes, x0 ni mor na kes ni rigid
Entities: x0; x3; x6; x7.
Uchunguzi:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology nini?

Candidates:
  - opt_c x7 mor átʼé, x0 tav átʼé, type tav, type kes, mor hollow átʼé, x3 tav átʼé, tav kes minus, x6 tav átʼé, tav fibrous átʼé, type mor, mor kes minus dóó kes rigid átʼé
  - opt_b type mor, kes rigid átʼé, type kes, x6 tav átʼé, mor hollow átʼé, tav mor minus, x3 tav átʼé, x0 mor átʼé, x7 tav átʼé, type tav, mor kes minus dóó tav fibrous átʼé
  - opt_a type tav, type kes, kes rigid átʼé, x6 tav átʼé, tav kes minus, mor kes minus, mor hollow átʼé, x7 tav átʼé, kes fibrous átʼé, x0 mor átʼé, type mor dóó x3 tav átʼé
  - opt_d type tav, type kes, mor kes minus, tav fibrous átʼé, x7 tav átʼé, x3 tav átʼé, mor hollow átʼé, type mor, x6 tav átʼé, tav kes minus, x0 mor átʼé dóó kes rigid átʼé
Entities: x0; x3; x6; x7.
Observations:
  - x3 rigid observe
  - x6 fibrous observe
  - x7 rigid observe
  - x6 rigid observe
  - x0 rigid observe
  - x7 fibrous observe
  - x3 fibrous observe
  - x0 hollow observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_c x7 mor a, x0 tav a, type tav, type kes, mor hollow a, x3 tav a, tav kes minus, x6 tav a, tav fibrous a, type mor, mor kes minus aamma kes rigid a
  - opt_b type mor, kes rigid a, type kes, x6 tav a, mor hollow a, tav mor minus, x3 tav a, x0 mor a, x7 tav a, type tav, mor kes minus aamma tav fibrous a
  - opt_a type tav, type kes, kes rigid a, x6 tav a, tav kes minus, mor kes minus, mor hollow a, x7 tav a, kes fibrous a, x0 mor a, type mor aamma x3 tav a
  - opt_d type tav, type kes, mor kes minus, tav fibrous a, x7 tav a, x3 tav a, mor hollow a, type mor, x6 tav a, tav kes minus, x0 mor a aamma kes rigid a
Entities: x0; x3; x6; x7.
Observations:
  - x3 rigid observe
  - x6 fibrous observe
  - x7 rigid observe
  - x6 rigid observe
  - x0 rigid observe
  - x7 fibrous observe
  - x3 fibrous observe
  - x0 hollow observe
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes na kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes na tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor na x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor na kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, sësàphitehike tav, sësàphitehike kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, sësàphitehike mor, mor minus kes kes rigid
  - opt_b sësàphitehike mor, kes rigid, sësàphitehike kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, sësàphitehike tav, mor minus kes tav fibrous
  - opt_a sësàphitehike tav, sësàphitehike kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, sësàphitehike mor x3 tav
  - opt_d sësàphitehike tav, sësàphitehike kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, sësàphitehike mor, x6 tav, tav minus kes, x0 mor kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology kwèch?

Candidates:
  - opt_c x7 хила mor, x0 хила tav, type tav, type kes, mor хила hollow, x3 хила tav, tav minus kes, x6 хила tav, tav хила fibrous, type mor, mor minus kes а kes хила rigid
  - opt_b type mor, kes хила rigid, type kes, x6 хила tav, mor хила hollow, tav minus mor, x3 хила tav, x0 хила mor, x7 хила tav, type tav, mor minus kes а tav хила fibrous
  - opt_a type tav, type kes, kes хила rigid, x6 хила tav, tav minus kes, mor minus kes, mor хила hollow, x7 хила tav, kes хила fibrous, x0 хила mor, type mor а x3 хила tav
  - opt_d type tav, type kes, mor minus kes, tav хила fibrous, x7 хила tav, x3 хила tav, mor хила hollow, type mor, x6 хила tav, tav minus kes, x0 хила mor а kes хила rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology фу?

후보자:
  - opt_c x7 mor, x0 tav, 유형 tav, 유형 kes, mor hollow, x3 tav, tav kes 빼기, x6 tav, tav fibrous, 유형 mor, mor kes 빼기 kes rigid
  - opt_b 유형 mor, kes rigid, 유형 kes, x6 tav, mor hollow, tav mor 빼기, x3 tav, x0 mor, x7 tav, 유형 tav, mor kes 빼기 tav fibrous
  - opt_a 유형 tav, 유형 kes, kes rigid, x6 tav, tav kes 빼기, mor kes 빼기, mor hollow, x7 tav, kes fibrous, x0 mor, 유형 mor x3 tav
  - opt_d 유형 tav, 유형 kes, mor kes 빼기, tav fibrous, x7 tav, x3 tav, mor hollow, 유형 mor, x6 tav, tav kes 빼기, x0 mor kes rigid
실재: x0; x3; x6; x7.
관찰:
  - x3 rigid 관찰하다
  - x6 fibrous 관찰하다
  - x7 rigid 관찰하다
  - x6 rigid 관찰하다
  - x0 rigid 관찰하다
  - x7 fibrous 관찰하다
  - x3 fibrous 관찰하다
  - x0 hollow 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_c x7 mor dago, x0 tav dago, mota tav, mota kes, mor hollow dago, x3 tav dago, tav kes ken, x6 tav dago, tav fibrous dago, mota mor, mor kes ken eta kes rigid dago
  - opt_b mota mor, kes rigid dago, mota kes, x6 tav dago, mor hollow dago, tav mor ken, x3 tav dago, x0 mor dago, x7 tav dago, mota tav, mor kes ken eta tav fibrous dago
  - opt_a mota tav, mota kes, kes rigid dago, x6 tav dago, tav kes ken, mor kes ken, mor hollow dago, x7 tav dago, kes fibrous dago, x0 mor dago, mota mor eta x3 tav dago
  - opt_d mota tav, mota kes, mor kes ken, tav fibrous dago, x7 tav dago, x3 tav dago, mor hollow dago, mota mor, x6 tav dago, tav kes ken, x0 mor dago eta kes rigid dago
Entities: x0; x3; x6; x7.
Observations:
  - x3 rigid observe
  - x6 fibrous observe
  - x7 rigid observe
  - x6 rigid observe
  - x0 rigid observe
  - x7 fibrous observe
  - x3 fibrous observe
  - x0 hollow observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes ᎠᎴ kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes ᎠᎴ tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor ᎠᎴ x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor ᎠᎴ kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
What consistent ontology?

Candidates:
  - opt_c x7 tiyay mor, x0 tiyay tav, type tav, type kes, mor tiyay hollow, x3 tiyay tav, tav minus kes, x6 tiyay tav, tav tiyay fibrous, type mor, mor minus kes kes tiyay rigid
  - opt_b type mor, kes tiyay rigid, type kes, x6 tiyay tav, mor tiyay hollow, tav minus mor, x3 tiyay tav, x0 tiyay mor, x7 tiyay tav, type tav, mor minus kes tav tiyay fibrous
  - opt_a type tav, type kes, kes tiyay rigid, x6 tiyay tav, tav minus kes, mor minus kes, mor tiyay hollow, x7 tiyay tav, kes tiyay fibrous, x0 tiyay mor, type mor x3 tiyay tav
  - opt_d type tav, type kes, mor minus kes, tav tiyay fibrous, x7 tiyay tav, x3 tiyay tav, mor tiyay hollow, type mor, x6 tiyay tav, tav minus kes, x0 tiyay mor kes tiyay rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 qhaway rigid
  - x6 qhaway fibrous
  - x7 qhaway rigid
  - x6 qhaway rigid
  - x0 qhaway rigid
  - x7 qhaway fibrous
  - x3 qhaway fibrous
  - x0 qhaway hollow
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav kes minus, x6 tav, tav fibrous, type mor, mor kes minus ыкӏи kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav mor minus, x3 tav, x0 mor, x7 tav, type tav, mor kes minus ыкӏи tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav kes minus, mor kes minus, mor hollow, x7 tav, kes fibrous, x0 mor, type mor ыкӏи x3 tav
  - opt_d type tav, type kes, mor kes minus, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav kes minus, x0 mor ыкӏи kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 rigid observe
  - x6 fibrous observe
  - x7 rigid observe
  - x6 rigid observe
  - x0 rigid observe
  - x7 fibrous observe
  - x3 fibrous observe
  - x0 hollow observe
Consistent ontology сыд?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes thiab kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes thiab tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor thiab x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor thiab kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology ining-jak?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes micha' kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes micha' tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor micha' x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor micha' kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology nanta?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav kes minus, x6 tav, tav fibrous, type mor, mor kes minus カ kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav mor minus, x3 tav, x0 mor, x7 tav, type tav, mor kes minus カ tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav kes minus, mor kes minus, mor hollow, x7 tav, kes fibrous, x0 mor, type mor カ x3 tav
  - opt_d type tav, type kes, mor kes minus, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav kes minus, x0 mor カ kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 rigid observe
  - x6 fibrous observe
  - x7 rigid observe
  - x6 rigid observe
  - x0 rigid observe
  - x7 fibrous observe
  - x3 fibrous observe
  - x0 hollow observe
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes ынкъам kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes ынкъам tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor ынкъам x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor ынкъам kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology what?

Candidates:
  - opt_c x7 yan mor, x0 yan tav, type tav, type kes, mor yan hollow, x3 yan tav, tav minus kes, x6 yan tav, tav yan fibrous, type mor, mor minus kes yéetel kes yan rigid
  - opt_b type mor, kes yan rigid, type kes, x6 yan tav, mor yan hollow, tav minus mor, x3 yan tav, x0 yan mor, x7 yan tav, type tav, mor minus kes yéetel tav yan fibrous
  - opt_a type tav, type kes, kes yan rigid, x6 yan tav, tav minus kes, mor minus kes, mor yan hollow, x7 yan tav, kes yan fibrous, x0 yan mor, type mor yéetel x3 yan tav
  - opt_d type tav, type kes, mor minus kes, tav yan fibrous, x7 yan tav, x3 yan tav, mor yan hollow, type mor, x6 yan tav, tav minus kes, x0 yan mor yéetel kes yan rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology híli?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav kes minus, x6 tav, tav fibrous, type mor, mor kes minus na kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav mor minus, x3 tav, x0 mor, x7 tav, type tav, mor kes minus na tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav kes minus, mor kes minus, mor hollow, x7 tav, kes fibrous, x0 mor, type mor na x3 tav
  - opt_d type tav, type kes, mor kes minus, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav kes minus, x0 mor na kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 rigid observe
  - x6 fibrous observe
  - x7 rigid observe
  - x6 rigid observe
  - x0 rigid observe
  - x7 fibrous observe
  - x3 fibrous observe
  - x0 hollow observe
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav kes minus, x6 tav, tav fibrous, type mor, mor kes minus kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav mor minus, x3 tav, x0 mor, x7 tav, type tav, mor kes minus tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav kes minus, mor kes minus, mor hollow, x7 tav, kes fibrous, x0 mor, type mor x3 tav
  - opt_d type tav, type kes, mor kes minus, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav kes minus, x0 mor kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 rigid observe
  - x6 fibrous observe
  - x7 rigid observe
  - x6 rigid observe
  - x0 rigid observe
  - x7 fibrous observe
  - x3 fibrous observe
  - x0 hollow observe
Consistent ontology what?

Candidates:
  - opt_c x7 ǀîi mor, x0 ǀîi tav, type tav, type kes, mor ǀîi hollow, x3 ǀîi tav, tav minus kes, x6 ǀîi tav, tav ǀîi fibrous, type mor, mor minus kes ǂʻá kes ǀîi rigid
  - opt_b type mor, kes ǀîi rigid, type kes, x6 ǀîi tav, mor ǀîi hollow, tav minus mor, x3 ǀîi tav, x0 ǀîi mor, x7 ǀîi tav, type tav, mor minus kes ǂʻá tav ǀîi fibrous
  - opt_a type tav, type kes, kes ǀîi rigid, x6 ǀîi tav, tav minus kes, mor minus kes, mor ǀîi hollow, x7 ǀîi tav, kes ǀîi fibrous, x0 ǀîi mor, type mor ǂʻá x3 ǀîi tav
  - opt_d type tav, type kes, mor minus kes, tav ǀîi fibrous, x7 ǀîi tav, x3 ǀîi tav, mor ǀîi hollow, type mor, x6 ǀîi tav, tav minus kes, x0 ǀîi mor ǂʻá kes ǀîi rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav kes minus, x6 tav, tav fibrous, type mor, mor kes minus kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav mor minus, x3 tav, x0 mor, x7 tav, type tav, mor kes minus tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav kes minus, mor kes minus, mor hollow, x7 tav, kes fibrous, x0 mor, type mor x3 tav
  - opt_d type tav, type kes, mor kes minus, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav kes minus, x0 mor kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 rigid observe
  - x6 fibrous observe
  - x7 rigid observe
  - x6 rigid observe
  - x0 rigid observe
  - x7 fibrous observe
  - x3 fibrous observe
  - x0 hollow observe
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav kes minus, x6 tav, tav fibrous, type mor, mor kes minus kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav mor minus, x3 tav, x0 mor, x7 tav, type tav, mor kes minus tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav kes minus, mor kes minus, mor hollow, x7 tav, kes fibrous, x0 mor, type mor x3 tav
  - opt_d type tav, type kes, mor kes minus, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav kes minus, x0 mor kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 rigid observe
  - x6 fibrous observe
  - x7 rigid observe
  - x6 rigid observe
  - x0 rigid observe
  - x7 fibrous observe
  - x3 fibrous observe
  - x0 hollow observe
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology what?

Candidates:
  - opt_c x7 nemi mor, x0 nemi tav, type tav, type kes, mor nemi hollow, x3 nemi tav, tav minus kes, x6 nemi tav, tav nemi fibrous, type mor, mor minus kes kes nemi rigid
  - opt_b type mor, kes nemi rigid, type kes, x6 nemi tav, mor nemi hollow, tav minus mor, x3 nemi tav, x0 nemi mor, x7 nemi tav, type tav, mor minus kes tav nemi fibrous
  - opt_a type tav, type kes, kes nemi rigid, x6 nemi tav, tav minus kes, mor minus kes, mor nemi hollow, x7 nemi tav, kes nemi fibrous, x0 nemi mor, type mor x3 nemi tav
  - opt_d type tav, type kes, mor minus kes, tav nemi fibrous, x7 nemi tav, x3 nemi tav, mor nemi hollow, type mor, x6 nemi tav, tav minus kes, x0 nemi mor kes nemi rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology tay?

Les candidats sont:
  - opt_c x7 est mor, x0 est tav, type tav, type kes, mor est vide, x3 est tav, tav moins kes, x6 est tav, tav est fibreux, type mor, mor moins kes et kes est rigide
  - opt_b type mor, kes est rigide, type kes, x6 est tav, mor est vide, tav moins mor, x3 est tav, x0 est mor, x7 est tav, type tav, mor moins kes et tav est fibreux
  - opt_a type tav, type kes, kes est rigide, x6 est tav, tav moins kes, mor moins kes, mor est vide, x7 est tav, kes est fibreux, x0 est mor, type mor et x3 est tav
  - opt_d type tav, type kes, mor moins kes, tav est fibreux, x7 est tav, x3 est tav, mor est vide, type mor, x6 est tav, tav moins kes, x0 est mor et kes est rigide
Les entités sont : x0 ; x3 ; x6 ; x7.
Observations :
  - x3 observer rigide
  - x6 observer fibreux
  - x7 observer rigide
  - x6 observer rigide
  - x0 observer rigide
  - x7 observer fibreux
  - x3 observer fibreux
  - x0 observer vide
Quoi constant ontologie ?

Kandidato:
  - opt_c x7 egali mor, x0 egali tav, tipo tav, tipo kes, mor egali kava, x3 egali tav, tav minus kes, x6 egali tav, tav egali fibrous, tipo mor, mor minus kes kaj kes egali rigida
  - opt_b tipo mor, kes egali rigida, tipo kes, x6 egali tav, mor egali kava, tav minus mor, x3 egali tav, x0 egali mor, x7 egali tav, tipo tav, mor minus kes kaj tav egali fibrous
  - opt_a tipo tav, tipo kes, kes egali rigida, x6 egali tav, tav minus kes, mor minus kes, mor egali kava, x7 egali tav, kes egali fibrous, x0 egali mor, tipo mor kaj x3 egali tav
  - opt_d tipo tav, tipo kes, mor minus kes, tav egali fibrous, x7 egali tav, x3 egali tav, mor egali kava, tipo mor, x6 egali tav, tav minus kes, x0 egali mor kaj kes egali rigida
Ento: x0; x3; x6; x7.
Observo:
  - x3 observi rigida
  - x6 observi fibrous
  - x7 observi rigida
  - x6 observi rigida
  - x0 observi rigida
  - x7 observi fibrous
  - x3 observi fibrous
  - x0 observi kava
Konsekvenca ontology kio?

Indulók:
  - opt_c x7 mor, x0 tav, típus tav, típus kes, mor odú, x3 tav, tav mínusz kes, x6 tav, tav fibrous, típus mor, mor mínusz kes és kes merev
  - opt_b típus mor, kes merev, típus kes, x6 tav, mor odú, tav mínusz mor, x3 tav, x0 mor, x7 tav, típus tav, mor mínusz kes és tav fibrous
  - opt_a típus tav, típus kes, kes merev, x6 tav, tav mínusz kes, mor mínusz kes, mor odú, x7 tav, kes fibrous, x0 mor, típus mor és x3 tav
  - opt_d típus tav, típus kes, mor mínusz kes, tav fibrous, x7 tav, x3 tav, mor odú, típus mor, x6 tav, tav mínusz kes, x0 mor és kes merev
Entities: x0; x3; x6; x7.
Megfigyelések:
  - x3 észlel merevet
  - x6 észlel fibrous
  - x7 észlel merevet
  - x6 észlel merevet
  - x0 észlel merevet
  - x7 észlel fibrous
  - x3 észlel fibrous
  - x0 észlel odú
Következetes ontológia melyik?

候選人:
  - opt_c:x7是mor, x0是tav, 款:tav, 款:kes, mor是hollow, x3是tav, tav減kes, x6是tav, tav是fibrous, 款:mor, mor減kes及kes是rigid
  - opt_b:款:mor, kes是rigid, 款:kes, x6是tav, mor是hollow, tav減mor, x3是tav, x0是mor, x7是tav, 款:tav, mor減kes及tav是fibrous
  - opt_a:款:tav, 款:kes, kes是rigid, x6是tav, tav減kes, mor減kes, mor是hollow, x7是tav, kes是fibrous, x0是mor, 款:mor及x3是tav
  - opt_d:款:tav, 款:kes, mor減kes, tav是fibrous, x7是tav, x3是tav, mor是hollow, 款:mor, x6是tav, tav減kes, x0是mor及kes是rigid
entities:x0; x3; x6; x7.
observations:
  - x3observerigid
  - x6observefibrous
  - x7observerigid
  - x6observerigid
  - x0observerigid
  - x7observefibrous
  - x3observefibrous
  - x0observehollow
consistent ontology乜嘢?

Candidates:
  - opt_c x7 有ん mor, x0 有ん tav, type tav, type kes, mor 有ん hollow, x3 有ん tav, tav minus kes, x6 有ん tav, tav 有ん fibrous, type mor, mor minus kes とぅ kes 有ん rigid
  - opt_b type mor, kes 有ん rigid, type kes, x6 有ん tav, mor 有ん hollow, tav minus mor, x3 有ん tav, x0 有ん mor, x7 有ん tav, type tav, mor minus kes とぅ tav 有ん fibrous
  - opt_a type tav, type kes, kes 有ん rigid, x6 有ん tav, tav minus kes, mor minus kes, mor 有ん hollow, x7 有ん tav, kes 有ん fibrous, x0 有ん mor, type mor とぅ x3 有ん tav
  - opt_d type tav, type kes, mor minus kes, tav 有ん fibrous, x7 有ん tav, x3 有ん tav, mor 有ん hollow, type mor, x6 有ん tav, tav minus kes, x0 有ん mor とぅ kes 有ん rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology what?

Үміткер:
  - opt_c x7 mor, x0 tav, тип tav, тип kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, тип mor, mor minus kes және kes rigid
  - opt_b тип mor, kes rigid, тип kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, тип tav, mor minus kes және tav fibrous
  - opt_a тип tav, тип kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, тип mor және x3 tav
  - opt_d тип tav, тип kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, тип mor, x6 tav, tav minus kes, x0 mor және kes rigid
Entities: x0; x3; x6; x7.
Бақылау:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent онтология не?

מועמדת:
  - opt_c x7 הוּא mor, x0 הוּא tav, type tav, type kes, mor הוּא חָלוּל, x3 הוּא tav, tav פחות kes, x6 הוּא tav, tav הוּא fibrous, type mor, mor פחות kes וְ־ kes הוּא נוקשה
  - opt_b type mor, kes הוּא נוקשה, type kes, x6 הוּא tav, mor הוּא חָלוּל, tav פחות mor, x3 הוּא tav, x0 הוּא mor, x7 הוּא tav, type tav, mor פחות kes וְ־ tav הוּא fibrous
  - opt_a type tav, type kes, kes הוּא נוקשה, x6 הוּא tav, tav פחות kes, mor פחות kes, mor הוּא חָלוּל, x7 הוּא tav, kes הוּא fibrous, x0 הוּא mor, type mor וְ־ x3 הוּא tav
  - opt_d type tav, type kes, mor פחות kes, tav הוּא fibrous, x7 הוּא tav, x3 הוּא tav, mor הוּא חָלוּל, type mor, x6 הוּא tav, tav פחות kes, x0 הוּא mor וְ־ kes הוּא נוקשה
יְשׁוּת: x0; x3; x6; x7.
תַּצְפִּית:
  - x3 observe נוקשה
  - x6 observe fibrous
  - x7 observe נוקשה
  - x6 observe נוקשה
  - x0 observe נוקשה
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe חָלוּל
איזה עקבי ikví אונטולוגיה?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes დო kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes დო tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor დო x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor დო kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology what?

Kandidat:
  - opt_c x7 adalah mor, x0 adalah tav, mengetik tav, mengetik kes, mor adalah hollow, x3 adalah tav, tav dikurangi kes, x6 adalah tav, tav adalah fibrous, mengetik mor, mor dikurangi kes dan kes adalah rigid
  - opt_b mengetik mor, kes adalah rigid, mengetik kes, x6 adalah tav, mor adalah hollow, tav dikurangi mor, x3 adalah tav, x0 adalah mor, x7 adalah tav, mengetik tav, mor dikurangi kes dan tav adalah fibrous
  - opt_a mengetik tav, mengetik kes, kes adalah rigid, x6 adalah tav, tav dikurangi kes, mor dikurangi kes, mor adalah hollow, x7 adalah tav, kes adalah fibrous, x0 adalah mor, mengetik mor dan x3 adalah tav
  - opt_d mengetik tav, mengetik kes, mor dikurangi kes, tav adalah fibrous, x7 adalah tav, x3 adalah tav, mor adalah hollow, mengetik mor, x6 adalah tav, tav dikurangi kes, x0 adalah mor dan kes adalah rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Panggah ontologi apa?

បេក្ខជន:
  - opt_c:x7ត្រូវបានmor, x0ត្រូវបានtav, type:tav, type:kes, morត្រូវបានhollow, x3ត្រូវបានtav, tavminuskes, x6ត្រូវបានtav, tavត្រូវបានfibrous, type:mor, morminuskesនឹងkesត្រូវបានrigid
  - opt_b:type:mor, kesត្រូវបានrigid, type:kes, x6ត្រូវបានtav, morត្រូវបានhollow, tavminusmor, x3ត្រូវបានtav, x0ត្រូវបានmor, x7ត្រូវបានtav, type:tav, morminuskesនឹងtavត្រូវបានfibrous
  - opt_a:type:tav, type:kes, kesត្រូវបានrigid, x6ត្រូវបានtav, tavminuskes, morminuskes, morត្រូវបានhollow, x7ត្រូវបានtav, kesត្រូវបានfibrous, x0ត្រូវបានmor, type:morនឹងx3ត្រូវបានtav
  - opt_d:type:tav, type:kes, morminuskes, tavត្រូវបានfibrous, x7ត្រូវបានtav, x3ត្រូវបានtav, morត្រូវបានhollow, type:mor, x6ត្រូវបានtav, tavminuskes, x0ត្រូវបានmorនឹងkesត្រូវបានrigid
entities:x0; x3; x6; x7.
គំនន់:
  - x3observerigid
  - x6observefibrous
  - x7observerigid
  - x6observerigid
  - x0observerigid
  - x7observefibrous
  - x3observefibrous
  - x0observehollow
consistent ontologyអី?

ຜູ້ສະໝັກ:
  - opt_c:x7ຢູ່mor, x0ຢູ່tav, type:tav, type:kes, morຢູ່hollow, x3ຢູ່tav, tavminuskes, x6ຢູ່tav, tavຢູ່fibrous, type:mor, morminuskesແລະkesຢູ່rigid
  - opt_b:type:mor, kesຢູ່rigid, type:kes, x6ຢູ່tav, morຢູ່hollow, tavminusmor, x3ຢູ່tav, x0ຢູ່mor, x7ຢູ່tav, type:tav, morminuskesແລະtavຢູ່fibrous
  - opt_a:type:tav, type:kes, kesຢູ່rigid, x6ຢູ່tav, tavminuskes, morminuskes, morຢູ່hollow, x7ຢູ່tav, kesຢູ່fibrous, x0ຢູ່mor, type:morແລະx3ຢູ່tav
  - opt_d:type:tav, type:kes, morminuskes, tavຢູ່fibrous, x7ຢູ່tav, x3ຢູ່tav, morຢູ່hollow, type:mor, x6ຢູ່tav, tavminuskes, x0ຢູ່morແລະkesຢູ່rigid
entities:x0; x3; x6; x7.
observations:
  - x3observerigid
  - x6observefibrous
  - x7observerigid
  - x6observerigid
  - x0observerigid
  - x7observefibrous
  - x3observefibrous
  - x0observehollow
consistent ontologyຫຍັງ?

candidates:
  - opt_c x7 mor ఉండు, x0 tav ఉండు, type tav, type kes, mor బోలు ఉండు, x3 tav ఉండు, tav kes minus, x6 tav ఉండు, tav fibrous ఉండు, type mor, mor kes minus మరియు kes rigid ఉండు
  - opt_b type mor, kes rigid ఉండు, type kes, x6 tav ఉండు, mor బోలు ఉండు, tav mor minus, x3 tav ఉండు, x0 mor ఉండు, x7 tav ఉండు, type tav, mor kes minus మరియు tav fibrous ఉండు
  - opt_a type tav, type kes, kes rigid ఉండు, x6 tav ఉండు, tav kes minus, mor kes minus, mor బోలు ఉండు, x7 tav ఉండు, kes fibrous ఉండు, x0 mor ఉండు, type mor మరియు x3 tav ఉండు
  - opt_d type tav, type kes, mor kes minus, tav fibrous ఉండు, x7 tav ఉండు, x3 tav ఉండు, mor బోలు ఉండు, type mor, x6 tav ఉండు, tav kes minus, x0 mor ఉండు మరియు kes rigid ఉండు
entities: x0; x3; x6; x7.
పరిశీలన:
  - x3 rigid పరిశీలించు
  - x6 fibrous పరిశీలించు
  - x7 rigid పరిశీలించు
  - x6 rigid పరిశీలించు
  - x0 rigid పరిశీలించు
  - x7 fibrous పరిశీలించు
  - x3 fibrous పరిశీలించు
  - x0 బోలు పరిశీలించు
consistent ontology ఏమిటి?

Candidates:
  - opt_c x7 wà mor, x0 wà tav, type tav, type kes, mor wà hollow, x3 wà tav, tav minus kes, x6 wà tav, tav wà fibrous, type mor, mor minus kes kes wà rigid
  - opt_b type mor, kes wà rigid, type kes, x6 wà tav, mor wà hollow, tav minus mor, x3 wà tav, x0 wà mor, x7 wà tav, type tav, mor minus kes tav wà fibrous
  - opt_a type tav, type kes, kes wà rigid, x6 wà tav, tav minus kes, mor minus kes, mor wà hollow, x7 wà tav, kes wà fibrous, x0 wà mor, type mor x3 wà tav
  - opt_d type tav, type kes, mor minus kes, tav wà fibrous, x7 wà tav, x3 wà tav, mor wà hollow, type mor, x6 wà tav, tav minus kes, x0 wà mor kes wà rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
What consistent ontology?

Candidates:
  - opt_c x7 mor naiágúóli, x0 tav naiágúóli, type tav, type kes, mor hollow naiágúóli, x3 tav naiágúóli, tav kes minus, x6 tav naiágúóli, tav fibrous naiágúóli, type mor, mor kes minus kes rigid naiágúóli
  - opt_b type mor, kes rigid naiágúóli, type kes, x6 tav naiágúóli, mor hollow naiágúóli, tav mor minus, x3 tav naiágúóli, x0 mor naiágúóli, x7 tav naiágúóli, type tav, mor kes minus tav fibrous naiágúóli
  - opt_a type tav, type kes, kes rigid naiágúóli, x6 tav naiágúóli, tav kes minus, mor kes minus, mor hollow naiágúóli, x7 tav naiágúóli, kes fibrous naiágúóli, x0 mor naiágúóli, type mor x3 tav naiágúóli
  - opt_d type tav, type kes, mor kes minus, tav fibrous naiágúóli, x7 tav naiágúóli, x3 tav naiágúóli, mor hollow naiágúóli, type mor, x6 tav naiágúóli, tav kes minus, x0 mor naiágúóli kes rigid naiágúóli
Entities: x0; x3; x6; x7.
Observations:
  - x3 rigid observe
  - x6 fibrous observe
  - x7 rigid observe
  - x6 rigid observe
  - x0 rigid observe
  - x7 fibrous observe
  - x3 fibrous observe
  - x0 hollow observe
Consistent ontology what?

candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor kes rigid
entities: x0; x3; x6; x7.
observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav minus kes, x6 tav, tav fibrous, type mor, mor minus kes kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav minus mor, x3 tav, x0 mor, x7 tav, type tav, mor minus kes tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav minus kes, mor minus kes, mor hollow, x7 tav, kes fibrous, x0 mor, type mor x3 tav
  - opt_d type tav, type kes, mor minus kes, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav minus kes, x0 mor kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 observe rigid
  - x6 observe fibrous
  - x7 observe rigid
  - x6 observe rigid
  - x0 observe rigid
  - x7 observe fibrous
  - x3 observe fibrous
  - x0 observe hollow
Consistent ontology what?

Candidates:
  - opt_c x7 mor, x0 tav, type tav, type kes, mor hollow, x3 tav, tav kes minus, x6 tav, tav fibrous, type mor, mor kes minus kes rigid
  - opt_b type mor, kes rigid, type kes, x6 tav, mor hollow, tav mor minus, x3 tav, x0 mor, x7 tav, type tav, mor kes minus tav fibrous
  - opt_a type tav, type kes, kes rigid, x6 tav, tav kes minus, mor kes minus, mor hollow, x7 tav, kes fibrous, x0 mor, type mor x3 tav
  - opt_d type tav, type kes, mor kes minus, tav fibrous, x7 tav, x3 tav, mor hollow, type mor, x6 tav, tav kes minus, x0 mor kes rigid
Entities: x0; x3; x6; x7.
Observations:
  - x3 rigid observe
  - x6 fibrous observe
  - x7 rigid observe
  - x6 rigid observe
  - x0 rigid observe
  - x7 fibrous observe
  - x3 fibrous observe
  - x0 hollow observe
Consistent ontology вуч?

The candidates are:
  - opt_c type zun, kes minus tav, x0 is zun, x5 is zun, x6 is reth, tav is fibrous, reth is hollow, type tav, reth minus tav, kes is porous, type pil, zun is striped, x4 is reth, zun minus tav, x1 is pil, type reth, type kes, pil is glossy and pil minus kes
  - opt_d tav is fibrous, reth is hollow, pil minus kes, x1 is pil, type tav, x4 is reth, reth minus tav, x0 is zun, zun is striped, type reth, kes is porous, pil is glossy, zun minus kes, x5 is zun, type kes, type pil, kes minus tav, type zun and x6 is reth
  - opt_a zun minus kes, x0 is zun, x5 is zun, reth is hollow, type kes, x1 is pil, type zun, tav is porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil is glossy, zun is striped, type pil, x6 is reth, type reth, x4 is reth and tav is fibrous
  - opt_b x1 is pil, x5 is zun, type reth, x0 is zun, reth is hollow, x6 is reth, zun minus pil, pil is glossy, kes is porous, tav is fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 is reth, pil minus kes, type tav, zun is striped and type kes
The entities are:
  - x0
  - x1
  - x4
  - x5
  - x6
The observations are:
  - x1 was observed to be glossy
  - x6 was observed to be hollow
  - x0 was observed to be striped
  - x5 was observed to be striped
  - x0 was observed to be fibrous
  - x5 was observed to be fibrous
  - x6 was observed to be fibrous
  - x4 was observed to be fibrous
  - x0 was observed to be porous
  - x5 was observed to be porous
  - x1 was observed to be fibrous
  - x1 was observed to be porous
  - x4 was observed to be hollow
What is the consistent ontology?

Los candidatos son:
  - opción C: el tipo: Zun, Kes menos Tav, x0 es Zun, x5 es Zun, x6 es Reth, Tav es fibroso, Reth es hueco, el tipo: Tav, Reth menos Tav, Kes es poroso, el tipo: Pil, Zun es rayado, x4 es Reth, Zun menos Tav, x1 es Pil, el tipo: Reth, el tipo: Kes, Pil es brillante y Pil menos Kes
  - opción D: Tav es fibroso, Reth es hueco, Pil menos Kes, x1 es Pil, el tipo: Tav, x4 es Reth, Reth menos Tav, x0 es Zun, Zun es rayado, el tipo: Reth, Kes es poroso, Pil es brillante, Zun menos Kes, x5 es Zun, el tipo: Kes, el tipo: Pil, Kes menos Tav, el tipo: Zun y x6 es Reth
  - opción A: Zun menos Kes, x0 es Zun, x5 es Zun, Reth es hueco, el tipo: Kes, x1 es Pil, el tipo: Zun, Tav es poroso, Pil menos Kes, el tipo: Tav, Reth menos Tav, Kes menos Tav, Pil es brillante, Zun es rayado, el tipo: Pil, x6 es Reth, el tipo: Reth, x4 es Reth y Tav es fibroso
  - opción B: x1 es Pil, x5 es Zun, el tipo: Reth, x0 es Zun, Reth es hueco, x6 es Reth, Zun menos Pil, Pil es brillante, Kes es poroso, Tav es fibroso, el tipo: Pil, Kes menos Tav, el tipo: Zun, Reth menos Tav, x4 es Reth, Pil menos Kes, el tipo: Tav, Zun es rayado y el tipo: Kes
Las entidades son:
  - x0
  - x1
  - x4
  - x5
  - x6
Las observaciones son:
  - x1 se observó como brillante
  - x6 se observó como hueco
  - x0 se observó como rayado
  - x5 se observó como rayado
  - x0 se observó como fibroso
  - x5 se observó como fibroso
  - x6 se observó como fibroso
  - x4 se observó como fibroso
  - x0 se observó como poroso
  - x5 se observó como poroso
  - x1 se observó como fibroso
  - x1 se observó como poroso
  - x4 se observó como hueco
¿Qué consistent ontology?

候选项如下：
  - 选项C：类型：尊恩、凯斯减塔夫、x0是尊恩、x5是尊恩、x6是雷斯、塔夫是纤维状的、雷斯是空心的、类型：塔夫、雷斯减塔夫、凯斯是多孔的、类型：皮尔、尊恩是条纹的、x4是雷斯、尊恩减塔夫、x1是皮尔、类型：雷斯、类型：凯斯、皮尔是有光泽的和皮尔减凯斯
  - 选项D：塔夫是纤维状的、雷斯是空心的、皮尔减凯斯、x1是皮尔、类型：塔夫、x4是雷斯、雷斯减塔夫、x0是尊恩、尊恩是条纹的、类型：雷斯、凯斯是多孔的、皮尔是有光泽的、尊恩减凯斯、x5是尊恩、类型：凯斯、类型：皮尔、凯斯减塔夫、类型：尊恩和x6是雷斯
  - 选项A：尊恩减凯斯、x0是尊恩、x5是尊恩、雷斯是空心的、类型：凯斯、x1是皮尔、类型：尊恩、塔夫是多孔的、皮尔减凯斯、类型：塔夫、雷斯减塔夫、凯斯减塔夫、皮尔是有光泽的、尊恩是条纹的、类型：皮尔、x6是雷斯、类型：雷斯、x4是雷斯和塔夫是纤维状的
  - 选项B：x1是皮尔、x5是尊恩、类型：雷斯、x0是尊恩、雷斯是空心的、x6是雷斯、尊恩减皮尔、皮尔是有光泽的、凯斯是多孔的、塔夫是纤维状的、类型：皮尔、凯斯减塔夫、类型：尊恩、雷斯减塔夫、x4是雷斯、皮尔减凯斯、类型：塔夫、尊恩是条纹的和类型：凯斯
实体如下：
  - x0
  - x1
  - x4
  - x5
  - x6
观察如下：
  - x1观察到有光泽的
  - x6观察到空心的
  - x0观察到条纹的
  - x5观察到条纹的
  - x0观察到纤维状的
  - x5观察到纤维状的
  - x6观察到纤维状的
  - x4观察到纤维状的
  - x0观察到多孔的
  - x5观察到多孔的
  - x1观察到纤维状的
  - x1观察到多孔的
  - x4观察到空心的
consistent ontology什么？

Adaylar:
  - opt_c: tip: zun, kes tav eksi, x0 zun, x5 zun, x6 reth, tav lifli, reth içi boş, tip: tav, reth tav eksi, kes gözenekli, tip: pil, zun çizgili, x4 reth, zun tav eksi, x1 pil, tip: reth, tip: kes, pil parlak ve pil kes eksi
  - opt_d: tav lifli, reth içi boş, pil kes eksi, x1 pil, tip: tav, x4 reth, reth tav eksi, x0 zun, zun çizgili, tip: reth, kes gözenekli, pil parlak, zun kes eksi, x5 zun, tip: kes, tip: pil, kes tav eksi, tip: zun ve x6 reth
  - opt_a: zun kes eksi, x0 zun, x5 zun, reth içi boş, tip: kes, x1 pil, tip: zun, tav gözenekli, pil kes eksi, tip: tav, reth tav eksi, kes tav eksi, pil parlak, zun çizgili, tip: pil, x6 reth, tip: reth, x4 reth ve tav lifli
  - opt_b: x1 pil, x5 zun, tip: reth, x0 zun, reth içi boş, x6 reth, zun pil eksi, pil parlak, kes gözenekli, tav lifli, tip: pil, kes tav eksi, tip: zun, reth tav eksi, x4 reth, pil kes eksi, tip: tav, zun çizgili ve tip: kes
Varlıklar:
  - x0
  - x1
  - x4
  - x5
  - x6
Gözlemler:
  - x1 parlak gözlemlendi
  - x6 içi boş gözlemlendi
  - x0 çizgili gözlemlendi
  - x5 çizgili gözlemlendi
  - x0 lifli gözlemlendi
  - x5 lifli gözlemlendi
  - x6 lifli gözlemlendi
  - x4 lifli gözlemlendi
  - x0 gözenekli gözlemlendi
  - x5 gözenekli gözlemlendi
  - x1 lifli gözlemlendi
  - x1 gözenekli gözlemlendi
  - x4 içi boş gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_c: type: zun, kes minus tav, x0 ni zun, x5 ni zun, x6 ni reth, tav ni fibrous, reth ni hollow, type: tav, reth minus tav, kes ni porous, type: pil, zun ni striped, x4 ni reth, zun minus tav, x1 ni pil, type: reth, type: kes, pil ni zuri na pil minus kes
  - opt_d: tav ni fibrous, reth ni hollow, pil minus kes, x1 ni pil, type: tav, x4 ni reth, reth minus tav, x0 ni zun, zun ni striped, type: reth, kes ni porous, pil ni zuri, zun minus kes, x5 ni zun, type: kes, type: pil, kes minus tav, type: zun na x6 ni reth
  - opt_a: zun minus kes, x0 ni zun, x5 ni zun, reth ni hollow, type: kes, x1 ni pil, type: zun, tav ni porous, pil minus kes, type: tav, reth minus tav, kes minus tav, pil ni zuri, zun ni striped, type: pil, x6 ni reth, type: reth, x4 ni reth na tav ni fibrous
  - opt_b: x1 ni pil, x5 ni zun, type: reth, x0 ni zun, reth ni hollow, x6 ni reth, zun minus pil, pil ni zuri, kes ni porous, tav ni fibrous, type: pil, kes minus tav, type: zun, reth minus tav, x4 ni reth, pil minus kes, type: tav, zun ni striped na type: kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Uchunguzi:
  - x1 observe zuri
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology nini?

The candidates are:
  - opt_c type zun, kes minus tav, x0 is zun, x5 is zun, x6 is reth, tav is fibrous, reth is hollow, type tav, reth minus tav, kes is porous, type pil, zun is striped, x4 is reth, zun minus tav, x1 is pil, type reth, type kes, pil is glossy and pil minus kes
  - opt_d tav is fibrous, reth is hollow, pil minus kes, x1 is pil, type tav, x4 is reth, reth minus tav, x0 is zun, zun is striped, type reth, kes is porous, pil is glossy, zun minus kes, x5 is zun, type kes, type pil, kes minus tav, type zun and x6 is reth
  - opt_a zun minus kes, x0 is zun, x5 is zun, reth is hollow, type kes, x1 is pil, type zun, tav is porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil is glossy, zun is striped, type pil, x6 is reth, type reth, x4 is reth and tav is fibrous
  - opt_b x1 is pil, x5 is zun, type reth, x0 is zun, reth is hollow, x6 is reth, zun minus pil, pil is glossy, kes is porous, tav is fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 is reth, pil minus kes, type tav, zun is striped and type kes
The entities are:
  - x0
  - x1
  - x4
  - x5
  - x6
The observations are:
  - x1 was observed to be glossy
  - x6 was observed to be hollow
  - x0 was observed to be striped
  - x5 was observed to be striped
  - x0 was observed to be fibrous
  - x5 was observed to be fibrous
  - x6 was observed to be fibrous
  - x4 was observed to be fibrous
  - x0 was observed to be porous
  - x5 was observed to be porous
  - x1 was observed to be fibrous
  - x1 was observed to be porous
  - x4 was observed to be hollow
What is the consistent ontology?

{candidates: [(candidate opt_c [(type zun) (sub kes tav) (inst x0 zun) (inst x5 zun) (inst x6 reth) (prop tav fibrous) (prop reth hollow) (type tav) (sub reth tav) (prop kes porous) (type pil) (prop zun striped) (inst x4 reth) (sub zun tav) (inst x1 pil) (type reth) (type kes) (prop pil glossy) (sub pil kes)]) (candidate opt_d [(prop tav fibrous) (prop reth hollow) (sub pil kes) (inst x1 pil) (type tav) (inst x4 reth) (sub reth tav) (inst x0 zun) (prop zun striped) (type reth) (prop kes porous) (prop pil glossy) (sub zun kes) (inst x5 zun) (type kes) (type pil) (sub kes tav) (type zun) (inst x6 reth)]) (candidate opt_a [(sub zun kes) (inst x0 zun) (inst x5 zun) (prop reth hollow) (type kes) (inst x1 pil) (type zun) (prop tav porous) (sub pil kes) (type tav) (sub reth tav) (sub kes tav) (prop pil glossy) (prop zun striped) (type pil) (inst x6 reth) (type reth) (inst x4 reth) (prop tav fibrous)]) (candidate opt_b [(inst x1 pil) (inst x5 zun) (type reth) (inst x0 zun) (prop reth hollow) (inst x6 reth) (sub zun pil) (prop pil glossy) (prop kes porous) (prop tav fibrous) (type pil) (sub kes tav) (type zun) (sub reth tav) (inst x4 reth) (sub pil kes) (type tav) (prop zun striped) (type kes)])], entities: [x0 x1 x4 x5 x6], observations: [(observed x1 glossy) (observed x6 hollow) (observed x0 striped) (observed x5 striped) (observed x0 fibrous) (observed x5 fibrous) (observed x6 fibrous) (observed x4 fibrous) (observed x0 porous) (observed x5 porous) (observed x1 fibrous) (observed x1 porous) (observed x4 hollow)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_c type zun, kes weniger tav, x0 ist zun, x5 ist zun, x6 ist reth, tav ist fibrous, reth ist hohler, type tav, reth weniger tav, kes ist poröser, type pil, zun ist gestreifter, x4 ist reth, zun weniger tav, x1 ist pil, type reth, type kes, pil ist glänzender und pil weniger kes
  - opt_d tav ist fibrous, reth ist hohler, pil weniger kes, x1 ist pil, type tav, x4 ist reth, reth weniger tav, x0 ist zun, zun ist gestreifter, type reth, kes ist poröser, pil ist glänzender, zun weniger kes, x5 ist zun, type kes, type pil, kes weniger tav, type zun und x6 ist reth
  - opt_a zun weniger kes, x0 ist zun, x5 ist zun, reth ist hohler, type kes, x1 ist pil, type zun, tav ist poröser, pil weniger kes, type tav, reth weniger tav, kes weniger tav, pil ist glänzender, zun ist gestreifter, type pil, x6 ist reth, type reth, x4 ist reth und tav ist fibrous
  - opt_b x1 ist pil, x5 ist zun, type reth, x0 ist zun, reth ist hohler, x6 ist reth, zun weniger pil, pil ist glänzender, kes ist poröser, tav ist fibrous, type pil, kes weniger tav, type zun, reth weniger tav, x4 ist reth, pil weniger kes, type tav, zun ist gestreifter und type kes
Die Entitäten sind:
  - x0
  - x1
  - x4
  - x5
  - x6
Beobachtungen:
  - x1 beobachten glänzende
  - x6 beobachten hohle
  - x0 beobachten gestreifte
  - x5 beobachten gestreifte
  - x0 beobachten fibrous
  - x5 beobachten fibrous
  - x6 beobachten fibrous
  - x4 beobachten fibrous
  - x0 beobachten poröse
  - x5 beobachten poröse
  - x1 beobachten fibrous
  - x1 beobachten poröse
  - x4 beobachten hohle
Was beständig Ontologie?

Кандѝда̄т:
  - opt_c ти̑п zun, kes minus tav, x0 би̏ти zun, x5 би̏ти zun, x6 би̏ти reth, tav би̏ти fibrous, reth би̏ти hollow, ти̑п tav, reth minus tav, kes би̏ти porous, ти̑п pil, zun би̏ти striped, x4 би̏ти reth, zun minus tav, x1 би̏ти pil, ти̑п reth, ти̑п kes, pil би̏ти glossy и pil minus kes
  - opt_d tav би̏ти fibrous, reth би̏ти hollow, pil minus kes, x1 би̏ти pil, ти̑п tav, x4 би̏ти reth, reth minus tav, x0 би̏ти zun, zun би̏ти striped, ти̑п reth, kes би̏ти porous, pil би̏ти glossy, zun minus kes, x5 би̏ти zun, ти̑п kes, ти̑п pil, kes minus tav, ти̑п zun и x6 би̏ти reth
  - opt_a zun minus kes, x0 би̏ти zun, x5 би̏ти zun, reth би̏ти hollow, ти̑п kes, x1 би̏ти pil, ти̑п zun, tav би̏ти porous, pil minus kes, ти̑п tav, reth minus tav, kes minus tav, pil би̏ти glossy, zun би̏ти striped, ти̑п pil, x6 би̏ти reth, ти̑п reth, x4 би̏ти reth и tav би̏ти fibrous
  - opt_b x1 би̏ти pil, x5 би̏ти zun, ти̑п reth, x0 би̏ти zun, reth би̏ти hollow, x6 би̏ти reth, zun minus pil, pil би̏ти glossy, kes би̏ти porous, tav би̏ти fibrous, ти̑п pil, kes minus tav, ти̑п zun, reth minus tav, x4 би̏ти reth, pil minus kes, ти̑п tav, zun би̏ти striped и ти̑п kes
Ентѝте̄т:
  - x0
  - x1
  - x4
  - x5
  - x6
Опа́жа̄ње:
  - x1 прома́трати glossy
  - x6 прома́трати hollow
  - x0 прома́трати striped
  - x5 прома́трати striped
  - x0 прома́трати fibrous
  - x5 прома́трати fibrous
  - x6 прома́трати fibrous
  - x4 прома́трати fibrous
  - x0 прома́трати porous
  - x5 прома́трати porous
  - x1 прома́трати fibrous
  - x1 прома́трати porous
  - x4 прома́трати hollow
Consistent ontològija kakav?

Ehdokkaat:
  - opt_c luokka zun, kes miinus tav, x0 on zun, x5 on zun, x6 on reth, tav on runsaskuituinen, reth on ontto, luokka tav, reth miinus tav, kes on huokoinen, luokka pil, zun on raidallinen, x4 on reth, zun miinus tav, x1 on pil, luokka reth, luokka kes, pil on kiiltävä ja pil miinus kes
  - opt_d tav on runsaskuituinen, reth on ontto, pil miinus kes, x1 on pil, luokka tav, x4 on reth, reth miinus tav, x0 on zun, zun on raidallinen, luokka reth, kes on huokoinen, pil on kiiltävä, zun miinus kes, x5 on zun, luokka kes, luokka pil, kes miinus tav, luokka zun ja x6 on reth
  - opt_a zun miinus kes, x0 on zun, x5 on zun, reth on ontto, luokka kes, x1 on pil, luokka zun, tav on huokoinen, pil miinus kes, luokka tav, reth miinus tav, kes miinus tav, pil on kiiltävä, zun on raidallinen, luokka pil, x6 on reth, luokka reth, x4 on reth ja tav on runsaskuituinen
  - opt_b x1 on pil, x5 on zun, luokka reth, x0 on zun, reth on ontto, x6 on reth, zun miinus pil, pil on kiiltävä, kes on huokoinen, tav on runsaskuituinen, luokka pil, kes miinus tav, luokka zun, reth miinus tav, x4 on reth, pil miinus kes, luokka tav, zun on raidallinen ja luokka kes
Olennot:
  - x0
  - x1
  - x4
  - x5
  - x6
Havainnoinnit:
  - x1 havainnoida kiiltävä
  - x6 havainnoida ontto
  - x0 havainnoida raidallinen
  - x5 havainnoida raidallinen
  - x0 havainnoida runsaskuituinen
  - x5 havainnoida runsaskuituinen
  - x6 havainnoida runsaskuituinen
  - x4 havainnoida runsaskuituinen
  - x0 havainnoida huokoinen
  - x5 havainnoida huokoinen
  - x1 havainnoida runsaskuituinen
  - x1 havainnoida huokoinen
  - x4 havainnoida ontto
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项C：类型：尊恩、凯斯减塔夫、x0是尊恩、x5是尊恩、x6是雷斯、塔夫是纤维状的、雷斯是空心的、类型：塔夫、雷斯减塔夫、凯斯是多孔的、类型：皮尔、尊恩是条纹的、x4是雷斯、尊恩减塔夫、x1是皮尔、类型：雷斯、类型：凯斯、皮尔是有光泽的和皮尔减凯斯
  - 选项D：塔夫是纤维状的、雷斯是空心的、皮尔减凯斯、x1是皮尔、类型：塔夫、x4是雷斯、雷斯减塔夫、x0是尊恩、尊恩是条纹的、类型：雷斯、凯斯是多孔的、皮尔是有光泽的、尊恩减凯斯、x5是尊恩、类型：凯斯、类型：皮尔、凯斯减塔夫、类型：尊恩和x6是雷斯
  - 选项A：尊恩减凯斯、x0是尊恩、x5是尊恩、雷斯是空心的、类型：凯斯、x1是皮尔、类型：尊恩、塔夫是多孔的、皮尔减凯斯、类型：塔夫、雷斯减塔夫、凯斯减塔夫、皮尔是有光泽的、尊恩是条纹的、类型：皮尔、x6是雷斯、类型：雷斯、x4是雷斯和塔夫是纤维状的
  - 选项B：x1是皮尔、x5是尊恩、类型：雷斯、x0是尊恩、雷斯是空心的、x6是雷斯、尊恩减皮尔、皮尔是有光泽的、凯斯是多孔的、塔夫是纤维状的、类型：皮尔、凯斯减塔夫、类型：尊恩、雷斯减塔夫、x4是雷斯、皮尔减凯斯、类型：塔夫、尊恩是条纹的和类型：凯斯
实体如下：
  - x0
  - x1
  - x4
  - x5
  - x6
观察如下：
  - x1观察到有光泽的
  - x6观察到空心的
  - x0观察到条纹的
  - x5观察到条纹的
  - x0观察到纤维状的
  - x5观察到纤维状的
  - x6观察到纤维状的
  - x4观察到纤维状的
  - x0观察到多孔的
  - x5观察到多孔的
  - x1观察到纤维状的
  - x1观察到多孔的
  - x4观察到空心的
consistent ontology什么？

候補者:
  - opt_c:種類:zun, kestavminus, x0zunです, x5zunです, x6rethです, tavfibrousです, reth空っぽです, 種類:tav, rethtavminus, kes多孔質のです, 種類:pil, zun縞模様のです, x4rethです, zuntavminus, x1pilです, 種類:reth, 種類:kes, pil艶やかですとpilkesminus
  - opt_d:tavfibrousです, reth空っぽです, pilkesminus, x1pilです, 種類:tav, x4rethです, rethtavminus, x0zunです, zun縞模様のです, 種類:reth, kes多孔質のです, pil艶やかです, zunkesminus, x5zunです, 種類:kes, 種類:pil, kestavminus, 種類:zunとx6rethです
  - opt_a:zunkesminus, x0zunです, x5zunです, reth空っぽです, 種類:kes, x1pilです, 種類:zun, tav多孔質のです, pilkesminus, 種類:tav, rethtavminus, kestavminus, pil艶やかです, zun縞模様のです, 種類:pil, x6rethです, 種類:reth, x4rethですとtavfibrousです
  - opt_b:x1pilです, x5zunです, 種類:reth, x0zunです, reth空っぽです, x6rethです, zunpilminus, pil艶やかです, kes多孔質のです, tavfibrousです, 種類:pil, kestavminus, 種類:zun, rethtavminus, x4rethです, pilkesminus, 種類:tav, zun縞模様のですと種類:kes
実体:
  - x0
  - x1
  - x4
  - x5
  - x6
観察:
  - x1艶やか観察する
  - x6空っぽ観察する
  - x0縞模様の観察する
  - x5縞模様の観察する
  - x0fibrous観察する
  - x5fibrous観察する
  - x6fibrous観察する
  - x4fibrous観察する
  - x0多孔質の観察する
  - x5多孔質の観察する
  - x1fibrous観察する
  - x1多孔質の観察する
  - x4空っぽ観察する
consistent存在論何と?

Adaylar:
  - opt_c: tip: zun, kes tav eksi, x0 zun, x5 zun, x6 reth, tav lifli, reth içi boş, tip: tav, reth tav eksi, kes gözenekli, tip: pil, zun çizgili, x4 reth, zun tav eksi, x1 pil, tip: reth, tip: kes, pil parlak ve pil kes eksi
  - opt_d: tav lifli, reth içi boş, pil kes eksi, x1 pil, tip: tav, x4 reth, reth tav eksi, x0 zun, zun çizgili, tip: reth, kes gözenekli, pil parlak, zun kes eksi, x5 zun, tip: kes, tip: pil, kes tav eksi, tip: zun ve x6 reth
  - opt_a: zun kes eksi, x0 zun, x5 zun, reth içi boş, tip: kes, x1 pil, tip: zun, tav gözenekli, pil kes eksi, tip: tav, reth tav eksi, kes tav eksi, pil parlak, zun çizgili, tip: pil, x6 reth, tip: reth, x4 reth ve tav lifli
  - opt_b: x1 pil, x5 zun, tip: reth, x0 zun, reth içi boş, x6 reth, zun pil eksi, pil parlak, kes gözenekli, tav lifli, tip: pil, kes tav eksi, tip: zun, reth tav eksi, x4 reth, pil kes eksi, tip: tav, zun çizgili ve tip: kes
Varlıklar:
  - x0
  - x1
  - x4
  - x5
  - x6
Gözlemler:
  - x1 parlak gözlemlendi
  - x6 içi boş gözlemlendi
  - x0 çizgili gözlemlendi
  - x5 çizgili gözlemlendi
  - x0 lifli gözlemlendi
  - x5 lifli gözlemlendi
  - x6 lifli gözlemlendi
  - x4 lifli gözlemlendi
  - x0 gözenekli gözlemlendi
  - x5 gözenekli gözlemlendi
  - x1 lifli gözlemlendi
  - x1 gözenekli gözlemlendi
  - x4 içi boş gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_c type zun، نَاقَص kes tav، x0 zun، x5 zun، x6 reth، tav fibrous، reth أَجْوَف، type tav، نَاقَص reth tav، kes porous، type pil، zun مُخَطَّط، x4 reth، نَاقَص zun tav، x1 pil، type reth، type kes، pil glossy وَـ نَاقَص pil kes
  - opt_d tav fibrous، reth أَجْوَف، نَاقَص pil kes، x1 pil، type tav، x4 reth، نَاقَص reth tav، x0 zun، zun مُخَطَّط، type reth، kes porous، pil glossy، نَاقَص zun kes، x5 zun، type kes، type pil، نَاقَص kes tav، type zun وَـ x6 reth
  - opt_a نَاقَص zun kes، x0 zun، x5 zun، reth أَجْوَف، type kes، x1 pil، type zun، tav porous، نَاقَص pil kes، type tav، نَاقَص reth tav، نَاقَص kes tav، pil glossy، zun مُخَطَّط، type pil، x6 reth، type reth، x4 reth وَـ tav fibrous
  - opt_b x1 pil، x5 zun، type reth، x0 zun، reth أَجْوَف، x6 reth، نَاقَص zun pil، pil glossy، kes porous، tav fibrous، type pil، نَاقَص kes tav، type zun، نَاقَص reth tav، x4 reth، نَاقَص pil kes، type tav، zun مُخَطَّط وَـ type kes
كِيَان:
  - x0
  - x1
  - x4
  - x5
  - x6
رَصْد:
  - لَاحَظَ x1 glossy
  - لَاحَظَ x6 أَجْوَف
  - لَاحَظَ x0 مُخَطَّط
  - لَاحَظَ x5 مُخَطَّط
  - لَاحَظَ x0 fibrous
  - لَاحَظَ x5 fibrous
  - لَاحَظَ x6 fibrous
  - لَاحَظَ x4 fibrous
  - لَاحَظَ x0 porous
  - لَاحَظَ x5 porous
  - لَاحَظَ x1 fibrous
  - لَاحَظَ x1 porous
  - لَاحَظَ x4 أَجْوَف
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_c type zun, kes tav minus, x0 zun ყოფნა, x5 zun ყოფნა, x6 reth ყოფნა, tav fibrous ყოფნა, reth ცარიელი ყოფნა, type tav, reth tav minus, kes porous ყოფნა, type pil, zun striped ყოფნა, x4 reth ყოფნა, zun tav minus, x1 pil ყოფნა, type reth, type kes, pil glossy ყოფნა და pil kes minus
  - opt_d tav fibrous ყოფნა, reth ცარიელი ყოფნა, pil kes minus, x1 pil ყოფნა, type tav, x4 reth ყოფნა, reth tav minus, x0 zun ყოფნა, zun striped ყოფნა, type reth, kes porous ყოფნა, pil glossy ყოფნა, zun kes minus, x5 zun ყოფნა, type kes, type pil, kes tav minus, type zun და x6 reth ყოფნა
  - opt_a zun kes minus, x0 zun ყოფნა, x5 zun ყოფნა, reth ცარიელი ყოფნა, type kes, x1 pil ყოფნა, type zun, tav porous ყოფნა, pil kes minus, type tav, reth tav minus, kes tav minus, pil glossy ყოფნა, zun striped ყოფნა, type pil, x6 reth ყოფნა, type reth, x4 reth ყოფნა და tav fibrous ყოფნა
  - opt_b x1 pil ყოფნა, x5 zun ყოფნა, type reth, x0 zun ყოფნა, reth ცარიელი ყოფნა, x6 reth ყოფნა, zun pil minus, pil glossy ყოფნა, kes porous ყოფნა, tav fibrous ყოფნა, type pil, kes tav minus, type zun, reth tav minus, x4 reth ყოფნა, pil kes minus, type tav, zun striped ყოფნა და type kes
Არსებები:
  - x0
  - x1
  - x4
  - x5
  - x6
Დაკვირვება:
  - x1 glossy აკვირდება
  - x6 ცარიელი აკვირდება
  - x0 striped აკვირდება
  - x5 striped აკვირდება
  - x0 fibrous აკვირდება
  - x5 fibrous აკვირდება
  - x6 fibrous აკვირდება
  - x4 fibrous აკვირდება
  - x0 porous აკვირდება
  - x5 porous აკვირდება
  - x1 fibrous აკვირდება
  - x1 porous აკვირდება
  - x4 ცარიელი აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_c pato zun, minus kes tav, x0 zun, x5 zun, x6 reth, tav akaaka, reth kaiwaka, pato tav, minus reth tav, kes pōareare, pato pil, zun tāwakawaka, x4 reth, minus zun tav, x1 pil, pato reth, pato kes, pil whakahinuhinu me minus pil kes
  - opt_d tav akaaka, reth kaiwaka, minus pil kes, x1 pil, pato tav, x4 reth, minus reth tav, x0 zun, zun tāwakawaka, pato reth, kes pōareare, pil whakahinuhinu, minus zun kes, x5 zun, pato kes, pato pil, minus kes tav, pato zun me x6 reth
  - opt_a minus zun kes, x0 zun, x5 zun, reth kaiwaka, pato kes, x1 pil, pato zun, tav pōareare, minus pil kes, pato tav, minus reth tav, minus kes tav, pil whakahinuhinu, zun tāwakawaka, pato pil, x6 reth, pato reth, x4 reth me tav akaaka
  - opt_b x1 pil, x5 zun, pato reth, x0 zun, reth kaiwaka, x6 reth, minus zun pil, pil whakahinuhinu, kes pōareare, tav akaaka, pato pil, minus kes tav, pato zun, minus reth tav, x4 reth, minus pil kes, pato tav, zun tāwakawaka me pato kes
Hinonga:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - observe x1 whakahinuhinu
  - observe x6 kaiwaka
  - observe x0 tāwakawaka
  - observe x5 tāwakawaka
  - observe x0 akaaka
  - observe x5 akaaka
  - observe x6 akaaka
  - observe x4 akaaka
  - observe x0 pōareare
  - observe x5 pōareare
  - observe x1 akaaka
  - observe x1 pōareare
  - observe x4 kaiwaka
Consistent ontology unutai?

Candidates:
  - opt_c loại zun, kes trừ tav, x0 là zun, x5 là zun, x6 là reth, tav là fibrous, reth là rỗng, loại tav, reth trừ tav, kes là porous, loại pil, zun là striped, x4 là reth, zun trừ tav, x1 là pil, loại reth, loại kes, pil là glossy và pil trừ kes
  - opt_d tav là fibrous, reth là rỗng, pil trừ kes, x1 là pil, loại tav, x4 là reth, reth trừ tav, x0 là zun, zun là striped, loại reth, kes là porous, pil là glossy, zun trừ kes, x5 là zun, loại kes, loại pil, kes trừ tav, loại zun và x6 là reth
  - opt_a zun trừ kes, x0 là zun, x5 là zun, reth là rỗng, loại kes, x1 là pil, loại zun, tav là porous, pil trừ kes, loại tav, reth trừ tav, kes trừ tav, pil là glossy, zun là striped, loại pil, x6 là reth, loại reth, x4 là reth và tav là fibrous
  - opt_b x1 là pil, x5 là zun, loại reth, x0 là zun, reth là rỗng, x6 là reth, zun trừ pil, pil là glossy, kes là porous, tav là fibrous, loại pil, kes trừ tav, loại zun, reth trừ tav, x4 là reth, pil trừ kes, loại tav, zun là striped và loại kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 quan sát glossy
  - x6 quan sát rỗng
  - x0 quan sát striped
  - x5 quan sát striped
  - x0 quan sát fibrous
  - x5 quan sát fibrous
  - x6 quan sát fibrous
  - x4 quan sát fibrous
  - x0 quan sát porous
  - x5 quan sát porous
  - x1 quan sát fibrous
  - x1 quan sát porous
  - x4 quan sát rỗng
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_c:ประเภท:zun, kesminustav, x0ถูกzun, x5ถูกzun, x6ถูกreth, tavถูกfibrous, rethถูกกลวง, ประเภท:tav, rethminustav, kesถูกporous, ประเภท:pil, zunถูกstriped, x4ถูกreth, zunminustav, x1ถูกpil, ประเภท:reth, ประเภท:kes, pilถูกมันและpilminuskes
  - opt_d:tavถูกfibrous, rethถูกกลวง, pilminuskes, x1ถูกpil, ประเภท:tav, x4ถูกreth, rethminustav, x0ถูกzun, zunถูกstriped, ประเภท:reth, kesถูกporous, pilถูกมัน, zunminuskes, x5ถูกzun, ประเภท:kes, ประเภท:pil, kesminustav, ประเภท:zunและx6ถูกreth
  - opt_a:zunminuskes, x0ถูกzun, x5ถูกzun, rethถูกกลวง, ประเภท:kes, x1ถูกpil, ประเภท:zun, tavถูกporous, pilminuskes, ประเภท:tav, rethminustav, kesminustav, pilถูกมัน, zunถูกstriped, ประเภท:pil, x6ถูกreth, ประเภท:reth, x4ถูกrethและtavถูกfibrous
  - opt_b:x1ถูกpil, x5ถูกzun, ประเภท:reth, x0ถูกzun, rethถูกกลวง, x6ถูกreth, zunminuspil, pilถูกมัน, kesถูกporous, tavถูกfibrous, ประเภท:pil, kesminustav, ประเภท:zun, rethminustav, x4ถูกreth, pilminuskes, ประเภท:tav, zunถูกstripedและประเภท:kes
entities:
  - x0
  - x1
  - x4
  - x5
  - x6
การสังเกต:
  - x1สังเกตมัน
  - x6สังเกตกลวง
  - x0สังเกตstriped
  - x5สังเกตstriped
  - x0สังเกตfibrous
  - x5สังเกตfibrous
  - x6สังเกตfibrous
  - x4สังเกตfibrous
  - x0สังเกตporous
  - x5สังเกตporous
  - x1สังเกตfibrous
  - x1สังเกตporous
  - x4สังเกตกลวง
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_c type zun, kes tav கழித்தல், x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth tav கழித்தல், kes porous, type pil, zun striped, x4 reth, zun tav கழித்தல், x1 pil, type reth, type kes, pil glossy மற்றும் pil kes கழித்தல்
  - opt_d tav fibrous, reth hollow, pil kes கழித்தல், x1 pil, type tav, x4 reth, reth tav கழித்தல், x0 zun, zun striped, type reth, kes porous, pil glossy, zun kes கழித்தல், x5 zun, type kes, type pil, kes tav கழித்தல், type zun மற்றும் x6 reth
  - opt_a zun kes கழித்தல், x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil kes கழித்தல், type tav, reth tav கழித்தல், kes tav கழித்தல், pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth மற்றும் tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun pil கழித்தல், pil glossy, kes porous, tav fibrous, type pil, kes tav கழித்தல், type zun, reth tav கழித்தல், x4 reth, pil kes கழித்தல், type tav, zun striped மற்றும் type kes
entities:
  - x0
  - x1
  - x4
  - x5
  - x6
observations:
  - x1 glossy observe
  - x6 hollow observe
  - x0 striped observe
  - x5 striped observe
  - x0 fibrous observe
  - x5 fibrous observe
  - x6 fibrous observe
  - x4 fibrous observe
  - x0 porous observe
  - x5 porous observe
  - x1 fibrous observe
  - x1 porous observe
  - x4 hollow observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_c: type: zun, kes minus tav, x0 ni zun, x5 ni zun, x6 ni reth, tav ni fibrous, reth ni hollow, type: tav, reth minus tav, kes ni porous, type: pil, zun ni striped, x4 ni reth, zun minus tav, x1 ni pil, type: reth, type: kes, pil ni zuri na pil minus kes
  - opt_d: tav ni fibrous, reth ni hollow, pil minus kes, x1 ni pil, type: tav, x4 ni reth, reth minus tav, x0 ni zun, zun ni striped, type: reth, kes ni porous, pil ni zuri, zun minus kes, x5 ni zun, type: kes, type: pil, kes minus tav, type: zun na x6 ni reth
  - opt_a: zun minus kes, x0 ni zun, x5 ni zun, reth ni hollow, type: kes, x1 ni pil, type: zun, tav ni porous, pil minus kes, type: tav, reth minus tav, kes minus tav, pil ni zuri, zun ni striped, type: pil, x6 ni reth, type: reth, x4 ni reth na tav ni fibrous
  - opt_b: x1 ni pil, x5 ni zun, type: reth, x0 ni zun, reth ni hollow, x6 ni reth, zun minus pil, pil ni zuri, kes ni porous, tav ni fibrous, type: pil, kes minus tav, type: zun, reth minus tav, x4 ni reth, pil minus kes, type: tav, zun ni striped na type: kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Uchunguzi:
  - x1 observe zuri
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology nini?

Candidates:
  - opt_c type zun, kes tav minus, x0 zun átʼé, x5 zun átʼé, x6 reth átʼé, tav fibrous átʼé, reth hollow átʼé, type tav, reth tav minus, kes porous átʼé, type pil, zun striped átʼé, x4 reth átʼé, zun tav minus, x1 pil átʼé, type reth, type kes, pil glossy átʼé dóó pil kes minus
  - opt_d tav fibrous átʼé, reth hollow átʼé, pil kes minus, x1 pil átʼé, type tav, x4 reth átʼé, reth tav minus, x0 zun átʼé, zun striped átʼé, type reth, kes porous átʼé, pil glossy átʼé, zun kes minus, x5 zun átʼé, type kes, type pil, kes tav minus, type zun dóó x6 reth átʼé
  - opt_a zun kes minus, x0 zun átʼé, x5 zun átʼé, reth hollow átʼé, type kes, x1 pil átʼé, type zun, tav porous átʼé, pil kes minus, type tav, reth tav minus, kes tav minus, pil glossy átʼé, zun striped átʼé, type pil, x6 reth átʼé, type reth, x4 reth átʼé dóó tav fibrous átʼé
  - opt_b x1 pil átʼé, x5 zun átʼé, type reth, x0 zun átʼé, reth hollow átʼé, x6 reth átʼé, zun pil minus, pil glossy átʼé, kes porous átʼé, tav fibrous átʼé, type pil, kes tav minus, type zun, reth tav minus, x4 reth átʼé, pil kes minus, type tav, zun striped átʼé dóó type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 glossy observe
  - x6 hollow observe
  - x0 striped observe
  - x5 striped observe
  - x0 fibrous observe
  - x5 fibrous observe
  - x6 fibrous observe
  - x4 fibrous observe
  - x0 porous observe
  - x5 porous observe
  - x1 fibrous observe
  - x1 porous observe
  - x4 hollow observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_c type zun, kes tav minus, x0 zun a, x5 zun a, x6 reth a, tav fibrous a, reth hollow a, type tav, reth tav minus, kes porous a, type pil, zun striped a, x4 reth a, zun tav minus, x1 pil a, type reth, type kes, pil glossy a aamma pil kes minus
  - opt_d tav fibrous a, reth hollow a, pil kes minus, x1 pil a, type tav, x4 reth a, reth tav minus, x0 zun a, zun striped a, type reth, kes porous a, pil glossy a, zun kes minus, x5 zun a, type kes, type pil, kes tav minus, type zun aamma x6 reth a
  - opt_a zun kes minus, x0 zun a, x5 zun a, reth hollow a, type kes, x1 pil a, type zun, tav porous a, pil kes minus, type tav, reth tav minus, kes tav minus, pil glossy a, zun striped a, type pil, x6 reth a, type reth, x4 reth a aamma tav fibrous a
  - opt_b x1 pil a, x5 zun a, type reth, x0 zun a, reth hollow a, x6 reth a, zun pil minus, pil glossy a, kes porous a, tav fibrous a, type pil, kes tav minus, type zun, reth tav minus, x4 reth a, pil kes minus, type tav, zun striped a aamma type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 glossy observe
  - x6 hollow observe
  - x0 striped observe
  - x5 striped observe
  - x0 fibrous observe
  - x5 fibrous observe
  - x6 fibrous observe
  - x4 fibrous observe
  - x0 porous observe
  - x5 porous observe
  - x1 fibrous observe
  - x1 porous observe
  - x4 hollow observe
Consistent ontology what?

Candidates:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy na pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun na x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth na tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped na type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology what?

Candidates:
  - opt_c sësàphitehike zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, sësàphitehike tav, reth minus tav, kes porous, sësàphitehike pil, zun mamalsi, x4 reth, zun minus tav, x1 pil, sësàphitehike reth, sësàphitehike kes, pil glossy pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, sësàphitehike tav, x4 reth, reth minus tav, x0 zun, zun mamalsi, sësàphitehike reth, kes porous, pil glossy, zun minus kes, x5 zun, sësàphitehike kes, sësàphitehike pil, kes minus tav, sësàphitehike zun x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, sësàphitehike kes, x1 pil, sësàphitehike zun, tav porous, pil minus kes, sësàphitehike tav, reth minus tav, kes minus tav, pil glossy, zun mamalsi, sësàphitehike pil, x6 reth, sësàphitehike reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, sësàphitehike reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, sësàphitehike pil, kes minus tav, sësàphitehike zun, reth minus tav, x4 reth, pil minus kes, sësàphitehike tav, zun mamalsi sësàphitehike kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe mamalsi
  - x5 observe mamalsi
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology kwèch?

Candidates:
  - opt_c type zun, kes minus tav, x0 хила zun, x5 хила zun, x6 хила reth, tav хила fibrous, reth хила hollow, type tav, reth minus tav, kes хила porous, type pil, zun хила striped, x4 хила reth, zun minus tav, x1 хила pil, type reth, type kes, pil хила glossy а pil minus kes
  - opt_d tav хила fibrous, reth хила hollow, pil minus kes, x1 хила pil, type tav, x4 хила reth, reth minus tav, x0 хила zun, zun хила striped, type reth, kes хила porous, pil хила glossy, zun minus kes, x5 хила zun, type kes, type pil, kes minus tav, type zun а x6 хила reth
  - opt_a zun minus kes, x0 хила zun, x5 хила zun, reth хила hollow, type kes, x1 хила pil, type zun, tav хила porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil хила glossy, zun хила striped, type pil, x6 хила reth, type reth, x4 хила reth а tav хила fibrous
  - opt_b x1 хила pil, x5 хила zun, type reth, x0 хила zun, reth хила hollow, x6 хила reth, zun minus pil, pil хила glossy, kes хила porous, tav хила fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 хила reth, pil minus kes, type tav, zun хила striped а type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology фу?

후보자:
  - opt_c 유형 zun, kes tav 빼기, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, 유형 tav, reth tav 빼기, kes porous, 유형 pil, zun striped, x4 reth, zun tav 빼기, x1 pil, 유형 reth, 유형 kes, pil glossy pil kes 빼기
  - opt_d tav fibrous, reth hollow, pil kes 빼기, x1 pil, 유형 tav, x4 reth, reth tav 빼기, x0 zun, zun striped, 유형 reth, kes porous, pil glossy, zun kes 빼기, x5 zun, 유형 kes, 유형 pil, kes tav 빼기, 유형 zun x6 reth
  - opt_a zun kes 빼기, x0 zun, x5 zun, reth hollow, 유형 kes, x1 pil, 유형 zun, tav porous, pil kes 빼기, 유형 tav, reth tav 빼기, kes tav 빼기, pil glossy, zun striped, 유형 pil, x6 reth, 유형 reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, 유형 reth, x0 zun, reth hollow, x6 reth, zun pil 빼기, pil glossy, kes porous, tav fibrous, 유형 pil, kes tav 빼기, 유형 zun, reth tav 빼기, x4 reth, pil kes 빼기, 유형 tav, zun striped 유형 kes
실재:
  - x0
  - x1
  - x4
  - x5
  - x6
관찰:
  - x1 glossy 관찰하다
  - x6 hollow 관찰하다
  - x0 striped 관찰하다
  - x5 striped 관찰하다
  - x0 fibrous 관찰하다
  - x5 fibrous 관찰하다
  - x6 fibrous 관찰하다
  - x4 fibrous 관찰하다
  - x0 porous 관찰하다
  - x5 porous 관찰하다
  - x1 fibrous 관찰하다
  - x1 porous 관찰하다
  - x4 hollow 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_c mota zun, kes tav ken, x0 zun dago, x5 zun dago, x6 reth dago, tav fibrous dago, reth hollow dago, mota tav, reth tav ken, kes porous dago, mota pil, zun striped dago, x4 reth dago, zun tav ken, x1 pil dago, mota reth, mota kes, pil glossy dago eta pil kes ken
  - opt_d tav fibrous dago, reth hollow dago, pil kes ken, x1 pil dago, mota tav, x4 reth dago, reth tav ken, x0 zun dago, zun striped dago, mota reth, kes porous dago, pil glossy dago, zun kes ken, x5 zun dago, mota kes, mota pil, kes tav ken, mota zun eta x6 reth dago
  - opt_a zun kes ken, x0 zun dago, x5 zun dago, reth hollow dago, mota kes, x1 pil dago, mota zun, tav porous dago, pil kes ken, mota tav, reth tav ken, kes tav ken, pil glossy dago, zun striped dago, mota pil, x6 reth dago, mota reth, x4 reth dago eta tav fibrous dago
  - opt_b x1 pil dago, x5 zun dago, mota reth, x0 zun dago, reth hollow dago, x6 reth dago, zun pil ken, pil glossy dago, kes porous dago, tav fibrous dago, mota pil, kes tav ken, mota zun, reth tav ken, x4 reth dago, pil kes ken, mota tav, zun striped dago eta mota kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 glossy observe
  - x6 hollow observe
  - x0 striped observe
  - x5 striped observe
  - x0 fibrous observe
  - x5 fibrous observe
  - x6 fibrous observe
  - x4 fibrous observe
  - x0 porous observe
  - x5 porous observe
  - x1 fibrous observe
  - x1 porous observe
  - x4 hollow observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy ᎠᎴ pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun ᎠᎴ x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth ᎠᎴ tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped ᎠᎴ type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
What consistent ontology?

Candidates:
  - opt_c type zun, kes minus tav, x0 tiyay zun, x5 tiyay zun, x6 tiyay reth, tav tiyay fibrous, reth tiyay hollow, type tav, reth minus tav, kes tiyay porous, type pil, zun tiyay striped, x4 tiyay reth, zun minus tav, x1 tiyay pil, type reth, type kes, pil tiyay glossy pil minus kes
  - opt_d tav tiyay fibrous, reth tiyay hollow, pil minus kes, x1 tiyay pil, type tav, x4 tiyay reth, reth minus tav, x0 tiyay zun, zun tiyay striped, type reth, kes tiyay porous, pil tiyay glossy, zun minus kes, x5 tiyay zun, type kes, type pil, kes minus tav, type zun x6 tiyay reth
  - opt_a zun minus kes, x0 tiyay zun, x5 tiyay zun, reth tiyay hollow, type kes, x1 tiyay pil, type zun, tav tiyay porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil tiyay glossy, zun tiyay striped, type pil, x6 tiyay reth, type reth, x4 tiyay reth tav tiyay fibrous
  - opt_b x1 tiyay pil, x5 tiyay zun, type reth, x0 tiyay zun, reth tiyay hollow, x6 tiyay reth, zun minus pil, pil tiyay glossy, kes tiyay porous, tav tiyay fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 tiyay reth, pil minus kes, type tav, zun tiyay striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 qhaway glossy
  - x6 qhaway hollow
  - x0 qhaway striped
  - x5 qhaway striped
  - x0 qhaway fibrous
  - x5 qhaway fibrous
  - x6 qhaway fibrous
  - x4 qhaway fibrous
  - x0 qhaway porous
  - x5 qhaway porous
  - x1 qhaway fibrous
  - x1 qhaway porous
  - x4 qhaway hollow
Consistent ontology what?

Candidates:
  - opt_c type zun, kes tav minus, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth tav minus, kes porous, type pil, zun striped, x4 reth, zun tav minus, x1 pil, type reth, type kes, pil glossy ыкӏи pil kes minus
  - opt_d tav fibrous, reth hollow, pil kes minus, x1 pil, type tav, x4 reth, reth tav minus, x0 zun, zun striped, type reth, kes porous, pil glossy, zun kes minus, x5 zun, type kes, type pil, kes tav minus, type zun ыкӏи x6 reth
  - opt_a zun kes minus, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil kes minus, type tav, reth tav minus, kes tav minus, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth ыкӏи tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun pil minus, pil glossy, kes porous, tav fibrous, type pil, kes tav minus, type zun, reth tav minus, x4 reth, pil kes minus, type tav, zun striped ыкӏи type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 glossy observe
  - x6 hollow observe
  - x0 striped observe
  - x5 striped observe
  - x0 fibrous observe
  - x5 fibrous observe
  - x6 fibrous observe
  - x4 fibrous observe
  - x0 porous observe
  - x5 porous observe
  - x1 fibrous observe
  - x1 porous observe
  - x4 hollow observe
Consistent ontology сыд?

Candidates:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy thiab pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun thiab x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth thiab tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped thiab type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology what?

Candidates:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology ining-jak?

Candidates:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy micha' pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun micha' x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth micha' tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped micha' type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology nanta?

Candidates:
  - opt_c type zun, kes tav minus, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth tav minus, kes porous, type pil, zun striped, x4 reth, zun tav minus, x1 pil, type reth, type kes, pil glossy カ pil kes minus
  - opt_d tav fibrous, reth hollow, pil kes minus, x1 pil, type tav, x4 reth, reth tav minus, x0 zun, zun striped, type reth, kes porous, pil glossy, zun kes minus, x5 zun, type kes, type pil, kes tav minus, type zun カ x6 reth
  - opt_a zun kes minus, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil kes minus, type tav, reth tav minus, kes tav minus, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth カ tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun pil minus, pil glossy, kes porous, tav fibrous, type pil, kes tav minus, type zun, reth tav minus, x4 reth, pil kes minus, type tav, zun striped カ type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 glossy observe
  - x6 hollow observe
  - x0 striped observe
  - x5 striped observe
  - x0 fibrous observe
  - x5 fibrous observe
  - x6 fibrous observe
  - x4 fibrous observe
  - x0 porous observe
  - x5 porous observe
  - x1 fibrous observe
  - x1 porous observe
  - x4 hollow observe
Consistent ontology what?

Candidates:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy ынкъам pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun ынкъам x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth ынкъам tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped ынкъам type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology what?

Candidates:
  - opt_c type zun, kes minus tav, x0 yan zun, x5 yan zun, x6 yan reth, tav yan fibrous, reth yan hollow, type tav, reth minus tav, kes yan porous, type pil, zun yan striped, x4 yan reth, zun minus tav, x1 yan pil, type reth, type kes, pil yan glossy yéetel pil minus kes
  - opt_d tav yan fibrous, reth yan hollow, pil minus kes, x1 yan pil, type tav, x4 yan reth, reth minus tav, x0 yan zun, zun yan striped, type reth, kes yan porous, pil yan glossy, zun minus kes, x5 yan zun, type kes, type pil, kes minus tav, type zun yéetel x6 yan reth
  - opt_a zun minus kes, x0 yan zun, x5 yan zun, reth yan hollow, type kes, x1 yan pil, type zun, tav yan porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil yan glossy, zun yan striped, type pil, x6 yan reth, type reth, x4 yan reth yéetel tav yan fibrous
  - opt_b x1 yan pil, x5 yan zun, type reth, x0 yan zun, reth yan hollow, x6 yan reth, zun minus pil, pil yan glossy, kes yan porous, tav yan fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 yan reth, pil minus kes, type tav, zun yan striped yéetel type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology what?

Candidates:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology híli?

Candidates:
  - opt_c type zun, kes tav minus, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth tav minus, kes porous, type pil, zun striped, x4 reth, zun tav minus, x1 pil, type reth, type kes, pil glossy na pil kes minus
  - opt_d tav fibrous, reth hollow, pil kes minus, x1 pil, type tav, x4 reth, reth tav minus, x0 zun, zun striped, type reth, kes porous, pil glossy, zun kes minus, x5 zun, type kes, type pil, kes tav minus, type zun na x6 reth
  - opt_a zun kes minus, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil kes minus, type tav, reth tav minus, kes tav minus, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth na tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun pil minus, pil glossy, kes porous, tav fibrous, type pil, kes tav minus, type zun, reth tav minus, x4 reth, pil kes minus, type tav, zun striped na type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 glossy observe
  - x6 hollow observe
  - x0 striped observe
  - x5 striped observe
  - x0 fibrous observe
  - x5 fibrous observe
  - x6 fibrous observe
  - x4 fibrous observe
  - x0 porous observe
  - x5 porous observe
  - x1 fibrous observe
  - x1 porous observe
  - x4 hollow observe
Consistent ontology what?

Candidates:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology what?

Candidates:
  - opt_c type zun, kes tav minus, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth tav minus, kes porous, type pil, zun striped, x4 reth, zun tav minus, x1 pil, type reth, type kes, pil glossy pil kes minus
  - opt_d tav fibrous, reth hollow, pil kes minus, x1 pil, type tav, x4 reth, reth tav minus, x0 zun, zun striped, type reth, kes porous, pil glossy, zun kes minus, x5 zun, type kes, type pil, kes tav minus, type zun x6 reth
  - opt_a zun kes minus, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil kes minus, type tav, reth tav minus, kes tav minus, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun pil minus, pil glossy, kes porous, tav fibrous, type pil, kes tav minus, type zun, reth tav minus, x4 reth, pil kes minus, type tav, zun striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 glossy observe
  - x6 hollow observe
  - x0 striped observe
  - x5 striped observe
  - x0 fibrous observe
  - x5 fibrous observe
  - x6 fibrous observe
  - x4 fibrous observe
  - x0 porous observe
  - x5 porous observe
  - x1 fibrous observe
  - x1 porous observe
  - x4 hollow observe
Consistent ontology what?

Candidates:
  - opt_c type zun, kes minus tav, x0 ǀîi zun, x5 ǀîi zun, x6 ǀîi reth, tav ǀîi fibrous, reth ǀîi hollow, type tav, reth minus tav, kes ǀîi porous, type pil, zun ǀîi striped, x4 ǀîi reth, zun minus tav, x1 ǀîi pil, type reth, type kes, pil ǀîi glossy ǂʻá pil minus kes
  - opt_d tav ǀîi fibrous, reth ǀîi hollow, pil minus kes, x1 ǀîi pil, type tav, x4 ǀîi reth, reth minus tav, x0 ǀîi zun, zun ǀîi striped, type reth, kes ǀîi porous, pil ǀîi glossy, zun minus kes, x5 ǀîi zun, type kes, type pil, kes minus tav, type zun ǂʻá x6 ǀîi reth
  - opt_a zun minus kes, x0 ǀîi zun, x5 ǀîi zun, reth ǀîi hollow, type kes, x1 ǀîi pil, type zun, tav ǀîi porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil ǀîi glossy, zun ǀîi striped, type pil, x6 ǀîi reth, type reth, x4 ǀîi reth ǂʻá tav ǀîi fibrous
  - opt_b x1 ǀîi pil, x5 ǀîi zun, type reth, x0 ǀîi zun, reth ǀîi hollow, x6 ǀîi reth, zun minus pil, pil ǀîi glossy, kes ǀîi porous, tav ǀîi fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 ǀîi reth, pil minus kes, type tav, zun ǀîi striped ǂʻá type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology what?

Candidates:
  - opt_c type zun, kes tav minus, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth tav minus, kes porous, type pil, zun striped, x4 reth, zun tav minus, x1 pil, type reth, type kes, pil glossy pil kes minus
  - opt_d tav fibrous, reth hollow, pil kes minus, x1 pil, type tav, x4 reth, reth tav minus, x0 zun, zun striped, type reth, kes porous, pil glossy, zun kes minus, x5 zun, type kes, type pil, kes tav minus, type zun x6 reth
  - opt_a zun kes minus, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil kes minus, type tav, reth tav minus, kes tav minus, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun pil minus, pil glossy, kes porous, tav fibrous, type pil, kes tav minus, type zun, reth tav minus, x4 reth, pil kes minus, type tav, zun striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 glossy observe
  - x6 hollow observe
  - x0 striped observe
  - x5 striped observe
  - x0 fibrous observe
  - x5 fibrous observe
  - x6 fibrous observe
  - x4 fibrous observe
  - x0 porous observe
  - x5 porous observe
  - x1 fibrous observe
  - x1 porous observe
  - x4 hollow observe
Consistent ontology what?

Candidates:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology what?

Candidates:
  - opt_c type zun, kes tav minus, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth tav minus, kes porous, type pil, zun striped, x4 reth, zun tav minus, x1 pil, type reth, type kes, pil glossy pil kes minus
  - opt_d tav fibrous, reth hollow, pil kes minus, x1 pil, type tav, x4 reth, reth tav minus, x0 zun, zun striped, type reth, kes porous, pil glossy, zun kes minus, x5 zun, type kes, type pil, kes tav minus, type zun x6 reth
  - opt_a zun kes minus, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil kes minus, type tav, reth tav minus, kes tav minus, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun pil minus, pil glossy, kes porous, tav fibrous, type pil, kes tav minus, type zun, reth tav minus, x4 reth, pil kes minus, type tav, zun striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 glossy observe
  - x6 hollow observe
  - x0 striped observe
  - x5 striped observe
  - x0 fibrous observe
  - x5 fibrous observe
  - x6 fibrous observe
  - x4 fibrous observe
  - x0 porous observe
  - x5 porous observe
  - x1 fibrous observe
  - x1 porous observe
  - x4 hollow observe
Consistent ontology what?

Candidates:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology what?

Candidates:
  - opt_c type zun, kes minus tav, x0 nemi zun, x5 nemi zun, x6 nemi reth, tav nemi fibrous, reth nemi hollow, type tav, reth minus tav, kes nemi porous, type pil, zun nemi striped, x4 nemi reth, zun minus tav, x1 nemi pil, type reth, type kes, pil nemi glossy pil minus kes
  - opt_d tav nemi fibrous, reth nemi hollow, pil minus kes, x1 nemi pil, type tav, x4 nemi reth, reth minus tav, x0 nemi zun, zun nemi striped, type reth, kes nemi porous, pil nemi glossy, zun minus kes, x5 nemi zun, type kes, type pil, kes minus tav, type zun x6 nemi reth
  - opt_a zun minus kes, x0 nemi zun, x5 nemi zun, reth nemi hollow, type kes, x1 nemi pil, type zun, tav nemi porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil nemi glossy, zun nemi striped, type pil, x6 nemi reth, type reth, x4 nemi reth tav nemi fibrous
  - opt_b x1 nemi pil, x5 nemi zun, type reth, x0 nemi zun, reth nemi hollow, x6 nemi reth, zun minus pil, pil nemi glossy, kes nemi porous, tav nemi fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 nemi reth, pil minus kes, type tav, zun nemi striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology tay?

Les candidats sont:
  - opt_c type zun, kes moins tav, x0 est zun, x5 est zun, x6 est reth, tav est fibreux, reth est vide, type tav, reth moins tav, kes est poreux, type pil, zun est rayé, x4 est reth, zun moins tav, x1 est pil, type reth, type kes, pil est luisant et pil moins kes
  - opt_d tav est fibreux, reth est vide, pil moins kes, x1 est pil, type tav, x4 est reth, reth moins tav, x0 est zun, zun est rayé, type reth, kes est poreux, pil est luisant, zun moins kes, x5 est zun, type kes, type pil, kes moins tav, type zun et x6 est reth
  - opt_a zun moins kes, x0 est zun, x5 est zun, reth est vide, type kes, x1 est pil, type zun, tav est poreux, pil moins kes, type tav, reth moins tav, kes moins tav, pil est luisant, zun est rayé, type pil, x6 est reth, type reth, x4 est reth et tav est fibreux
  - opt_b x1 est pil, x5 est zun, type reth, x0 est zun, reth est vide, x6 est reth, zun moins pil, pil est luisant, kes est poreux, tav est fibreux, type pil, kes moins tav, type zun, reth moins tav, x4 est reth, pil moins kes, type tav, zun est rayé et type kes
Les entités sont:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations :
  - x1 observer luisant
  - x6 observer vide
  - x0 observer rayé
  - x5 observer rayé
  - x0 observer fibreux
  - x5 observer fibreux
  - x6 observer fibreux
  - x4 observer fibreux
  - x0 observer poreux
  - x5 observer poreux
  - x1 observer fibreux
  - x1 observer poreux
  - x4 observer vide
Quoi constant ontologie ?

Kandidato:
  - opt_c tipo zun, kes minus tav, x0 egali zun, x5 egali zun, x6 egali reth, tav egali fibrous, reth egali kava, tipo tav, reth minus tav, kes egali pora, tipo pil, zun egali striita, x4 egali reth, zun minus tav, x1 egali pil, tipo reth, tipo kes, pil egali glossy kaj pil minus kes
  - opt_d tav egali fibrous, reth egali kava, pil minus kes, x1 egali pil, tipo tav, x4 egali reth, reth minus tav, x0 egali zun, zun egali striita, tipo reth, kes egali pora, pil egali glossy, zun minus kes, x5 egali zun, tipo kes, tipo pil, kes minus tav, tipo zun kaj x6 egali reth
  - opt_a zun minus kes, x0 egali zun, x5 egali zun, reth egali kava, tipo kes, x1 egali pil, tipo zun, tav egali pora, pil minus kes, tipo tav, reth minus tav, kes minus tav, pil egali glossy, zun egali striita, tipo pil, x6 egali reth, tipo reth, x4 egali reth kaj tav egali fibrous
  - opt_b x1 egali pil, x5 egali zun, tipo reth, x0 egali zun, reth egali kava, x6 egali reth, zun minus pil, pil egali glossy, kes egali pora, tav egali fibrous, tipo pil, kes minus tav, tipo zun, reth minus tav, x4 egali reth, pil minus kes, tipo tav, zun egali striita kaj tipo kes
Ento:
  - x0
  - x1
  - x4
  - x5
  - x6
Observo:
  - x1 observi glossy
  - x6 observi kava
  - x0 observi striita
  - x5 observi striita
  - x0 observi fibrous
  - x5 observi fibrous
  - x6 observi fibrous
  - x4 observi fibrous
  - x0 observi pora
  - x5 observi pora
  - x1 observi fibrous
  - x1 observi pora
  - x4 observi kava
Konsekvenca ontology kio?

Indulók:
  - opt_c típus zun, kes mínusz tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth odú, típus tav, reth mínusz tav, kes porous, típus pil, zun csíkos, x4 reth, zun mínusz tav, x1 pil, típus reth, típus kes, pil glossy és pil mínusz kes
  - opt_d tav fibrous, reth odú, pil mínusz kes, x1 pil, típus tav, x4 reth, reth mínusz tav, x0 zun, zun csíkos, típus reth, kes porous, pil glossy, zun mínusz kes, x5 zun, típus kes, típus pil, kes mínusz tav, típus zun és x6 reth
  - opt_a zun mínusz kes, x0 zun, x5 zun, reth odú, típus kes, x1 pil, típus zun, tav porous, pil mínusz kes, típus tav, reth mínusz tav, kes mínusz tav, pil glossy, zun csíkos, típus pil, x6 reth, típus reth, x4 reth és tav fibrous
  - opt_b x1 pil, x5 zun, típus reth, x0 zun, reth odú, x6 reth, zun mínusz pil, pil glossy, kes porous, tav fibrous, típus pil, kes mínusz tav, típus zun, reth mínusz tav, x4 reth, pil mínusz kes, típus tav, zun csíkos és típus kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Megfigyelések:
  - x1 észlel glossy
  - x6 észlel odú
  - x0 észlel csíkosat
  - x5 észlel csíkosat
  - x0 észlel fibrous
  - x5 észlel fibrous
  - x6 észlel fibrous
  - x4 észlel fibrous
  - x0 észlel porous
  - x5 észlel porous
  - x1 észlel fibrous
  - x1 észlel porous
  - x4 észlel odú
Következetes ontológia melyik?

候選人:
  - opt_c:款:zun, kes減tav, x0是zun, x5是zun, x6是reth, tav是fibrous, reth是hollow, 款:tav, reth減tav, kes是porous, 款:pil, zun是striped, x4是reth, zun減tav, x1是pil, 款:reth, 款:kes, pil是glossy及pil減kes
  - opt_d:tav是fibrous, reth是hollow, pil減kes, x1是pil, 款:tav, x4是reth, reth減tav, x0是zun, zun是striped, 款:reth, kes是porous, pil是glossy, zun減kes, x5是zun, 款:kes, 款:pil, kes減tav, 款:zun及x6是reth
  - opt_a:zun減kes, x0是zun, x5是zun, reth是hollow, 款:kes, x1是pil, 款:zun, tav是porous, pil減kes, 款:tav, reth減tav, kes減tav, pil是glossy, zun是striped, 款:pil, x6是reth, 款:reth, x4是reth及tav是fibrous
  - opt_b:x1是pil, x5是zun, 款:reth, x0是zun, reth是hollow, x6是reth, zun減pil, pil是glossy, kes是porous, tav是fibrous, 款:pil, kes減tav, 款:zun, reth減tav, x4是reth, pil減kes, 款:tav, zun是striped及款:kes
entities:
  - x0
  - x1
  - x4
  - x5
  - x6
observations:
  - x1observeglossy
  - x6observehollow
  - x0observestriped
  - x5observestriped
  - x0observefibrous
  - x5observefibrous
  - x6observefibrous
  - x4observefibrous
  - x0observeporous
  - x5observeporous
  - x1observefibrous
  - x1observeporous
  - x4observehollow
consistent ontology乜嘢?

Candidates:
  - opt_c type zun, kes minus tav, x0 有ん zun, x5 有ん zun, x6 有ん reth, tav 有ん fibrous, reth 有ん hollow, type tav, reth minus tav, kes 有ん porous, type pil, zun 有ん striped, x4 有ん reth, zun minus tav, x1 有ん pil, type reth, type kes, pil 有ん glossy とぅ pil minus kes
  - opt_d tav 有ん fibrous, reth 有ん hollow, pil minus kes, x1 有ん pil, type tav, x4 有ん reth, reth minus tav, x0 有ん zun, zun 有ん striped, type reth, kes 有ん porous, pil 有ん glossy, zun minus kes, x5 有ん zun, type kes, type pil, kes minus tav, type zun とぅ x6 有ん reth
  - opt_a zun minus kes, x0 有ん zun, x5 有ん zun, reth 有ん hollow, type kes, x1 有ん pil, type zun, tav 有ん porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil 有ん glossy, zun 有ん striped, type pil, x6 有ん reth, type reth, x4 有ん reth とぅ tav 有ん fibrous
  - opt_b x1 有ん pil, x5 有ん zun, type reth, x0 有ん zun, reth 有ん hollow, x6 有ん reth, zun minus pil, pil 有ん glossy, kes 有ん porous, tav 有ん fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 有ん reth, pil minus kes, type tav, zun 有ん striped とぅ type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology what?

Үміткер:
  - opt_c тип zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, тип tav, reth minus tav, kes porous, тип pil, zun striped, x4 reth, zun minus tav, x1 pil, тип reth, тип kes, pil glossy және pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, тип tav, x4 reth, reth minus tav, x0 zun, zun striped, тип reth, kes porous, pil glossy, zun minus kes, x5 zun, тип kes, тип pil, kes minus tav, тип zun және x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, тип kes, x1 pil, тип zun, tav porous, pil minus kes, тип tav, reth minus tav, kes minus tav, pil glossy, zun striped, тип pil, x6 reth, тип reth, x4 reth және tav fibrous
  - opt_b x1 pil, x5 zun, тип reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, тип pil, kes minus tav, тип zun, reth minus tav, x4 reth, pil minus kes, тип tav, zun striped және тип kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Бақылау:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent онтология не?

מועמדת:
  - opt_c type zun, kes פחות tav, x0 הוּא zun, x5 הוּא zun, x6 הוּא reth, tav הוּא fibrous, reth הוּא חָלוּל, type tav, reth פחות tav, kes הוּא porous, type pil, zun הוּא striped, x4 הוּא reth, zun פחות tav, x1 הוּא pil, type reth, type kes, pil הוּא glossy וְ־ pil פחות kes
  - opt_d tav הוּא fibrous, reth הוּא חָלוּל, pil פחות kes, x1 הוּא pil, type tav, x4 הוּא reth, reth פחות tav, x0 הוּא zun, zun הוּא striped, type reth, kes הוּא porous, pil הוּא glossy, zun פחות kes, x5 הוּא zun, type kes, type pil, kes פחות tav, type zun וְ־ x6 הוּא reth
  - opt_a zun פחות kes, x0 הוּא zun, x5 הוּא zun, reth הוּא חָלוּל, type kes, x1 הוּא pil, type zun, tav הוּא porous, pil פחות kes, type tav, reth פחות tav, kes פחות tav, pil הוּא glossy, zun הוּא striped, type pil, x6 הוּא reth, type reth, x4 הוּא reth וְ־ tav הוּא fibrous
  - opt_b x1 הוּא pil, x5 הוּא zun, type reth, x0 הוּא zun, reth הוּא חָלוּל, x6 הוּא reth, zun פחות pil, pil הוּא glossy, kes הוּא porous, tav הוּא fibrous, type pil, kes פחות tav, type zun, reth פחות tav, x4 הוּא reth, pil פחות kes, type tav, zun הוּא striped וְ־ type kes
יְשׁוּת:
  - x0
  - x1
  - x4
  - x5
  - x6
תַּצְפִּית:
  - x1 observe glossy
  - x6 observe חָלוּל
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe חָלוּל
איזה עקבי ikví אונטולוגיה?

Candidates:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy დო pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun დო x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth დო tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped დო type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology what?

Kandidat:
  - opt_c mengetik zun, kes dikurangi tav, x0 adalah zun, x5 adalah zun, x6 adalah reth, tav adalah fibrous, reth adalah hollow, mengetik tav, reth dikurangi tav, kes adalah porus, mengetik pil, zun adalah berloreng, x4 adalah reth, zun dikurangi tav, x1 adalah pil, mengetik reth, mengetik kes, pil adalah glossy dan pil dikurangi kes
  - opt_d tav adalah fibrous, reth adalah hollow, pil dikurangi kes, x1 adalah pil, mengetik tav, x4 adalah reth, reth dikurangi tav, x0 adalah zun, zun adalah berloreng, mengetik reth, kes adalah porus, pil adalah glossy, zun dikurangi kes, x5 adalah zun, mengetik kes, mengetik pil, kes dikurangi tav, mengetik zun dan x6 adalah reth
  - opt_a zun dikurangi kes, x0 adalah zun, x5 adalah zun, reth adalah hollow, mengetik kes, x1 adalah pil, mengetik zun, tav adalah porus, pil dikurangi kes, mengetik tav, reth dikurangi tav, kes dikurangi tav, pil adalah glossy, zun adalah berloreng, mengetik pil, x6 adalah reth, mengetik reth, x4 adalah reth dan tav adalah fibrous
  - opt_b x1 adalah pil, x5 adalah zun, mengetik reth, x0 adalah zun, reth adalah hollow, x6 adalah reth, zun dikurangi pil, pil adalah glossy, kes adalah porus, tav adalah fibrous, mengetik pil, kes dikurangi tav, mengetik zun, reth dikurangi tav, x4 adalah reth, pil dikurangi kes, mengetik tav, zun adalah berloreng dan mengetik kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe berloreng
  - x5 observe berloreng
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porus
  - x5 observe porus
  - x1 observe fibrous
  - x1 observe porus
  - x4 observe hollow
Panggah ontologi apa?

បេក្ខជន:
  - opt_c:type:zun, kesminustav, x0ត្រូវបានzun, x5ត្រូវបានzun, x6ត្រូវបានreth, tavត្រូវបានfibrous, rethត្រូវបានhollow, type:tav, rethminustav, kesត្រូវបានporous, type:pil, zunត្រូវបានstriped, x4ត្រូវបានreth, zunminustav, x1ត្រូវបានpil, type:reth, type:kes, pilត្រូវបានរលើបនឹងpilminuskes
  - opt_d:tavត្រូវបានfibrous, rethត្រូវបានhollow, pilminuskes, x1ត្រូវបានpil, type:tav, x4ត្រូវបានreth, rethminustav, x0ត្រូវបានzun, zunត្រូវបានstriped, type:reth, kesត្រូវបានporous, pilត្រូវបានរលើប, zunminuskes, x5ត្រូវបានzun, type:kes, type:pil, kesminustav, type:zunនឹងx6ត្រូវបានreth
  - opt_a:zunminuskes, x0ត្រូវបានzun, x5ត្រូវបានzun, rethត្រូវបានhollow, type:kes, x1ត្រូវបានpil, type:zun, tavត្រូវបានporous, pilminuskes, type:tav, rethminustav, kesminustav, pilត្រូវបានរលើប, zunត្រូវបានstriped, type:pil, x6ត្រូវបានreth, type:reth, x4ត្រូវបានrethនឹងtavត្រូវបានfibrous
  - opt_b:x1ត្រូវបានpil, x5ត្រូវបានzun, type:reth, x0ត្រូវបានzun, rethត្រូវបានhollow, x6ត្រូវបានreth, zunminuspil, pilត្រូវបានរលើប, kesត្រូវបានporous, tavត្រូវបានfibrous, type:pil, kesminustav, type:zun, rethminustav, x4ត្រូវបានreth, pilminuskes, type:tav, zunត្រូវបានstripedនឹងtype:kes
entities:
  - x0
  - x1
  - x4
  - x5
  - x6
គំនន់:
  - x1observeរលើប
  - x6observehollow
  - x0observestriped
  - x5observestriped
  - x0observefibrous
  - x5observefibrous
  - x6observefibrous
  - x4observefibrous
  - x0observeporous
  - x5observeporous
  - x1observefibrous
  - x1observeporous
  - x4observehollow
consistent ontologyអី?

ຜູ້ສະໝັກ:
  - opt_c:type:zun, kesminustav, x0ຢູ່zun, x5ຢູ່zun, x6ຢູ່reth, tavຢູ່fibrous, rethຢູ່hollow, type:tav, rethminustav, kesຢູ່porous, type:pil, zunຢູ່striped, x4ຢູ່reth, zunminustav, x1ຢູ່pil, type:reth, type:kes, pilຢູ່glossyແລະpilminuskes
  - opt_d:tavຢູ່fibrous, rethຢູ່hollow, pilminuskes, x1ຢູ່pil, type:tav, x4ຢູ່reth, rethminustav, x0ຢູ່zun, zunຢູ່striped, type:reth, kesຢູ່porous, pilຢູ່glossy, zunminuskes, x5ຢູ່zun, type:kes, type:pil, kesminustav, type:zunແລະx6ຢູ່reth
  - opt_a:zunminuskes, x0ຢູ່zun, x5ຢູ່zun, rethຢູ່hollow, type:kes, x1ຢູ່pil, type:zun, tavຢູ່porous, pilminuskes, type:tav, rethminustav, kesminustav, pilຢູ່glossy, zunຢູ່striped, type:pil, x6ຢູ່reth, type:reth, x4ຢູ່rethແລະtavຢູ່fibrous
  - opt_b:x1ຢູ່pil, x5ຢູ່zun, type:reth, x0ຢູ່zun, rethຢູ່hollow, x6ຢູ່reth, zunminuspil, pilຢູ່glossy, kesຢູ່porous, tavຢູ່fibrous, type:pil, kesminustav, type:zun, rethminustav, x4ຢູ່reth, pilminuskes, type:tav, zunຢູ່stripedແລະtype:kes
entities:
  - x0
  - x1
  - x4
  - x5
  - x6
observations:
  - x1observeglossy
  - x6observehollow
  - x0observestriped
  - x5observestriped
  - x0observefibrous
  - x5observefibrous
  - x6observefibrous
  - x4observefibrous
  - x0observeporous
  - x5observeporous
  - x1observefibrous
  - x1observeporous
  - x4observehollow
consistent ontologyຫຍັງ?

candidates:
  - opt_c type zun, kes tav minus, x0 zun ఉండు, x5 zun ఉండు, x6 reth ఉండు, tav fibrous ఉండు, reth బోలు ఉండు, type tav, reth tav minus, kes porous ఉండు, type pil, zun striped ఉండు, x4 reth ఉండు, zun tav minus, x1 pil ఉండు, type reth, type kes, pil glossy ఉండు మరియు pil kes minus
  - opt_d tav fibrous ఉండు, reth బోలు ఉండు, pil kes minus, x1 pil ఉండు, type tav, x4 reth ఉండు, reth tav minus, x0 zun ఉండు, zun striped ఉండు, type reth, kes porous ఉండు, pil glossy ఉండు, zun kes minus, x5 zun ఉండు, type kes, type pil, kes tav minus, type zun మరియు x6 reth ఉండు
  - opt_a zun kes minus, x0 zun ఉండు, x5 zun ఉండు, reth బోలు ఉండు, type kes, x1 pil ఉండు, type zun, tav porous ఉండు, pil kes minus, type tav, reth tav minus, kes tav minus, pil glossy ఉండు, zun striped ఉండు, type pil, x6 reth ఉండు, type reth, x4 reth ఉండు మరియు tav fibrous ఉండు
  - opt_b x1 pil ఉండు, x5 zun ఉండు, type reth, x0 zun ఉండు, reth బోలు ఉండు, x6 reth ఉండు, zun pil minus, pil glossy ఉండు, kes porous ఉండు, tav fibrous ఉండు, type pil, kes tav minus, type zun, reth tav minus, x4 reth ఉండు, pil kes minus, type tav, zun striped ఉండు మరియు type kes
entities:
  - x0
  - x1
  - x4
  - x5
  - x6
పరిశీలన:
  - x1 glossy పరిశీలించు
  - x6 బోలు పరిశీలించు
  - x0 striped పరిశీలించు
  - x5 striped పరిశీలించు
  - x0 fibrous పరిశీలించు
  - x5 fibrous పరిశీలించు
  - x6 fibrous పరిశీలించు
  - x4 fibrous పరిశీలించు
  - x0 porous పరిశీలించు
  - x5 porous పరిశీలించు
  - x1 fibrous పరిశీలించు
  - x1 porous పరిశీలించు
  - x4 బోలు పరిశీలించు
consistent ontology ఏమిటి?

Candidates:
  - opt_c type zun, kes minus tav, x0 wà zun, x5 wà zun, x6 wà reth, tav wà fibrous, reth wà hollow, type tav, reth minus tav, kes wà porous, type pil, zun wà striped, x4 wà reth, zun minus tav, x1 wà pil, type reth, type kes, pil wà glossy pil minus kes
  - opt_d tav wà fibrous, reth wà hollow, pil minus kes, x1 wà pil, type tav, x4 wà reth, reth minus tav, x0 wà zun, zun wà striped, type reth, kes wà porous, pil wà glossy, zun minus kes, x5 wà zun, type kes, type pil, kes minus tav, type zun x6 wà reth
  - opt_a zun minus kes, x0 wà zun, x5 wà zun, reth wà hollow, type kes, x1 wà pil, type zun, tav wà porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil wà glossy, zun wà striped, type pil, x6 wà reth, type reth, x4 wà reth tav wà fibrous
  - opt_b x1 wà pil, x5 wà zun, type reth, x0 wà zun, reth wà hollow, x6 wà reth, zun minus pil, pil wà glossy, kes wà porous, tav wà fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 wà reth, pil minus kes, type tav, zun wà striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
What consistent ontology?

Candidates:
  - opt_c type zun, kes tav minus, x0 zun naiágúóli, x5 zun naiágúóli, x6 reth naiágúóli, tav fibrous naiágúóli, reth hollow naiágúóli, type tav, reth tav minus, kes porous naiágúóli, type pil, zun striped naiágúóli, x4 reth naiágúóli, zun tav minus, x1 pil naiágúóli, type reth, type kes, pil glossy naiágúóli pil kes minus
  - opt_d tav fibrous naiágúóli, reth hollow naiágúóli, pil kes minus, x1 pil naiágúóli, type tav, x4 reth naiágúóli, reth tav minus, x0 zun naiágúóli, zun striped naiágúóli, type reth, kes porous naiágúóli, pil glossy naiágúóli, zun kes minus, x5 zun naiágúóli, type kes, type pil, kes tav minus, type zun x6 reth naiágúóli
  - opt_a zun kes minus, x0 zun naiágúóli, x5 zun naiágúóli, reth hollow naiágúóli, type kes, x1 pil naiágúóli, type zun, tav porous naiágúóli, pil kes minus, type tav, reth tav minus, kes tav minus, pil glossy naiágúóli, zun striped naiágúóli, type pil, x6 reth naiágúóli, type reth, x4 reth naiágúóli tav fibrous naiágúóli
  - opt_b x1 pil naiágúóli, x5 zun naiágúóli, type reth, x0 zun naiágúóli, reth hollow naiágúóli, x6 reth naiágúóli, zun pil minus, pil glossy naiágúóli, kes porous naiágúóli, tav fibrous naiágúóli, type pil, kes tav minus, type zun, reth tav minus, x4 reth naiágúóli, pil kes minus, type tav, zun striped naiágúóli type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 glossy observe
  - x6 hollow observe
  - x0 striped observe
  - x5 striped observe
  - x0 fibrous observe
  - x5 fibrous observe
  - x6 fibrous observe
  - x4 fibrous observe
  - x0 porous observe
  - x5 porous observe
  - x1 fibrous observe
  - x1 porous observe
  - x4 hollow observe
Consistent ontology what?

candidates:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped type kes
entities:
  - x0
  - x1
  - x4
  - x5
  - x6
observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
consistent ontology what?

Candidates:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology what?

Candidates:
  - opt_c type zun, kes minus tav, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth minus tav, kes porous, type pil, zun striped, x4 reth, zun minus tav, x1 pil, type reth, type kes, pil glossy pil minus kes
  - opt_d tav fibrous, reth hollow, pil minus kes, x1 pil, type tav, x4 reth, reth minus tav, x0 zun, zun striped, type reth, kes porous, pil glossy, zun minus kes, x5 zun, type kes, type pil, kes minus tav, type zun x6 reth
  - opt_a zun minus kes, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil minus kes, type tav, reth minus tav, kes minus tav, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun minus pil, pil glossy, kes porous, tav fibrous, type pil, kes minus tav, type zun, reth minus tav, x4 reth, pil minus kes, type tav, zun striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 observe glossy
  - x6 observe hollow
  - x0 observe striped
  - x5 observe striped
  - x0 observe fibrous
  - x5 observe fibrous
  - x6 observe fibrous
  - x4 observe fibrous
  - x0 observe porous
  - x5 observe porous
  - x1 observe fibrous
  - x1 observe porous
  - x4 observe hollow
Consistent ontology what?

Candidates:
  - opt_c type zun, kes tav minus, x0 zun, x5 zun, x6 reth, tav fibrous, reth hollow, type tav, reth tav minus, kes porous, type pil, zun striped, x4 reth, zun tav minus, x1 pil, type reth, type kes, pil glossy pil kes minus
  - opt_d tav fibrous, reth hollow, pil kes minus, x1 pil, type tav, x4 reth, reth tav minus, x0 zun, zun striped, type reth, kes porous, pil glossy, zun kes minus, x5 zun, type kes, type pil, kes tav minus, type zun x6 reth
  - opt_a zun kes minus, x0 zun, x5 zun, reth hollow, type kes, x1 pil, type zun, tav porous, pil kes minus, type tav, reth tav minus, kes tav minus, pil glossy, zun striped, type pil, x6 reth, type reth, x4 reth tav fibrous
  - opt_b x1 pil, x5 zun, type reth, x0 zun, reth hollow, x6 reth, zun pil minus, pil glossy, kes porous, tav fibrous, type pil, kes tav minus, type zun, reth tav minus, x4 reth, pil kes minus, type tav, zun striped type kes
Entities:
  - x0
  - x1
  - x4
  - x5
  - x6
Observations:
  - x1 glossy observe
  - x6 hollow observe
  - x0 striped observe
  - x5 striped observe
  - x0 fibrous observe
  - x5 fibrous observe
  - x6 fibrous observe
  - x4 fibrous observe
  - x0 porous observe
  - x5 porous observe
  - x1 fibrous observe
  - x1 porous observe
  - x4 hollow observe
Consistent ontology вуч?

The candidates are:
  - opt_d quen minus zun, dov minus zun, type dov, zun is warm, x2 is sam, x0 is tav, type tav, type sam, tav is fibrous, tav minus dov, x3 is sam, sam is porous, quen is heavy, type zun, x8 is sam, x4 is quen, type quen and sam minus dov
  - opt_c dov is rigid, x4 is quen, type quen, x2 is sam, tav is fibrous, type dov, zun is warm, tav minus dov, type sam, type zun, quen is heavy, type tav, sam minus dov, x8 is sam, x3 is sam, sam is porous, quen minus zun, dov minus quen and x0 is tav
  - opt_b type zun, sam minus dov, zun is warm, tav is fibrous, type sam, dov is rigid, type quen, quen is heavy, x0 is tav, x3 is sam, tav minus quen, type dov, type tav, quen minus zun, x4 is quen, sam is porous, x2 is sam, x8 is sam and dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 is sam, quen minus zun, quen is heavy, type tav, x0 is tav, sam is porous, type sam, type quen, zun is warm, dov is rigid, x3 is sam, x4 is quen, tav minus dov, sam minus dov, x2 is sam and tav is fibrous
The entities are:
  - x0
  - x2
  - x3
  - x4
  - x8
The observations are:
  - x4 was observed to be warm
  - x2 was observed to be rigid
  - x8 was observed to be rigid
  - x2 was observed to be porous
  - x2 was observed to be warm
  - x0 was observed to be fibrous
  - x4 was observed to be heavy
  - x3 was observed to be porous
  - x0 was observed to be rigid
  - x8 was observed to be warm
  - x3 was observed to be warm
  - x0 was observed to be warm
  - x8 was observed to be porous
  - x3 was observed to be rigid
What is the consistent ontology?

Los candidatos son:
  - opción D: Quen menos Zun, Dov menos Zun, el tipo: Dov, Zun es cálido, x2 es Samuel, x0 es Tav, el tipo: Tav, el tipo: Samuel, Tav es fibroso, Tav menos Dov, x3 es Samuel, Samuel es poroso, Quen es pesado, el tipo: Zun, x8 es Samuel, x4 es Quen, el tipo: Quen y Samuel menos Dov
  - opción C: Dov es rígido, x4 es Quen, el tipo: Quen, x2 es Samuel, Tav es fibroso, el tipo: Dov, Zun es cálido, Tav menos Dov, el tipo: Samuel, el tipo: Zun, Quen es pesado, el tipo: Tav, Samuel menos Dov, x8 es Samuel, x3 es Samuel, Samuel es poroso, Quen menos Zun, Dov menos Quen y x0 es Tav
  - opción B: el tipo: Zun, Samuel menos Dov, Zun es cálido, Tav es fibroso, el tipo: Samuel, Dov es rígido, el tipo: Quen, Quen es pesado, x0 es Tav, x3 es Samuel, Tav menos Quen, el tipo: Dov, el tipo: Tav, Quen menos Zun, x4 es Quen, Samuel es poroso, x2 es Samuel, x8 es Samuel y Dov menos Zun
  - opción A: el tipo: Dov, Dov menos Zun, el tipo: Zun, x8 es Samuel, Quen menos Zun, Quen es pesado, el tipo: Tav, x0 es Tav, Samuel es poroso, el tipo: Samuel, el tipo: Quen, Zun es cálido, Dov es rígido, x3 es Samuel, x4 es Quen, Tav menos Dov, Samuel menos Dov, x2 es Samuel y Tav es fibroso
Las entidades son:
  - x0
  - x2
  - x3
  - x4
  - x8
Las observaciones son:
  - x4 se observó como cálido
  - x2 se observó como rígido
  - x8 se observó como rígido
  - x2 se observó como poroso
  - x2 se observó como cálido
  - x0 se observó como fibroso
  - x4 se observó como pesado
  - x3 se observó como poroso
  - x0 se observó como rígido
  - x8 se observó como cálido
  - x3 se observó como cálido
  - x0 se observó como cálido
  - x8 se observó como poroso
  - x3 se observó como rígido
¿Qué consistent ontology?

候选项如下：
  - 选项D：昆恩减尊恩、多夫减尊恩、类型：多夫、尊恩是温暖的、x2是萨姆、x0是塔夫、类型：塔夫、类型：萨姆、塔夫是纤维状的、塔夫减多夫、x3是萨姆、萨姆是多孔的、昆恩是重的、类型：尊恩、x8是萨姆、x4是昆恩、类型：昆恩和萨姆减多夫
  - 选项C：多夫是刚性的、x4是昆恩、类型：昆恩、x2是萨姆、塔夫是纤维状的、类型：多夫、尊恩是温暖的、塔夫减多夫、类型：萨姆、类型：尊恩、昆恩是重的、类型：塔夫、萨姆减多夫、x8是萨姆、x3是萨姆、萨姆是多孔的、昆恩减尊恩、多夫减昆恩和x0是塔夫
  - 选项B：类型：尊恩、萨姆减多夫、尊恩是温暖的、塔夫是纤维状的、类型：萨姆、多夫是刚性的、类型：昆恩、昆恩是重的、x0是塔夫、x3是萨姆、塔夫减昆恩、类型：多夫、类型：塔夫、昆恩减尊恩、x4是昆恩、萨姆是多孔的、x2是萨姆、x8是萨姆和多夫减尊恩
  - 选项A：类型：多夫、多夫减尊恩、类型：尊恩、x8是萨姆、昆恩减尊恩、昆恩是重的、类型：塔夫、x0是塔夫、萨姆是多孔的、类型：萨姆、类型：昆恩、尊恩是温暖的、多夫是刚性的、x3是萨姆、x4是昆恩、塔夫减多夫、萨姆减多夫、x2是萨姆和塔夫是纤维状的
实体如下：
  - x0
  - x2
  - x3
  - x4
  - x8
观察如下：
  - x4观察到温暖的
  - x2观察到刚性的
  - x8观察到刚性的
  - x2观察到多孔的
  - x2观察到温暖的
  - x0观察到纤维状的
  - x4观察到重
  - x3观察到多孔的
  - x0观察到刚性的
  - x8观察到温暖的
  - x3观察到温暖的
  - x0观察到温暖的
  - x8观察到多孔的
  - x3观察到刚性的
consistent ontology什么？

Adaylar:
  - opt_d: quen zun eksi, dov zun eksi, tip: dov, zun ılık, x2 sam, x0 tav, tip: tav, tip: sam, tav lifli, tav dov eksi, x3 sam, sam gözenekli, quen ağır, tip: zun, x8 sam, x4 quen, tip: quen ve sam dov eksi
  - opt_c: dov katı, x4 quen, tip: quen, x2 sam, tav lifli, tip: dov, zun ılık, tav dov eksi, tip: sam, tip: zun, quen ağır, tip: tav, sam dov eksi, x8 sam, x3 sam, sam gözenekli, quen zun eksi, dov quen eksi ve x0 tav
  - opt_b: tip: zun, sam dov eksi, zun ılık, tav lifli, tip: sam, dov katı, tip: quen, quen ağır, x0 tav, x3 sam, tav quen eksi, tip: dov, tip: tav, quen zun eksi, x4 quen, sam gözenekli, x2 sam, x8 sam ve dov zun eksi
  - opt_a: tip: dov, dov zun eksi, tip: zun, x8 sam, quen zun eksi, quen ağır, tip: tav, x0 tav, sam gözenekli, tip: sam, tip: quen, zun ılık, dov katı, x3 sam, x4 quen, tav dov eksi, sam dov eksi, x2 sam ve tav lifli
Varlıklar:
  - x0
  - x2
  - x3
  - x4
  - x8
Gözlemler:
  - x4 ılık gözlemlendi
  - x2 katı gözlemlendi
  - x8 katı gözlemlendi
  - x2 gözenekli gözlemlendi
  - x2 ılık gözlemlendi
  - x0 lifli gözlemlendi
  - x4 ağır gözlemlendi
  - x3 gözenekli gözlemlendi
  - x0 katı gözlemlendi
  - x8 ılık gözlemlendi
  - x3 ılık gözlemlendi
  - x0 ılık gözlemlendi
  - x8 gözenekli gözlemlendi
  - x3 katı gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_d: quen minus zun, dov minus zun, type: dov, zun ni vuguvugu, x2 ni sam, x0 ni tav, type: tav, type: sam, tav ni fibrous, tav minus dov, x3 ni sam, sam ni porous, quen ni zito, type: zun, x8 ni sam, x4 ni quen, type: quen na sam minus dov
  - opt_c: dov ni rigid, x4 ni quen, type: quen, x2 ni sam, tav ni fibrous, type: dov, zun ni vuguvugu, tav minus dov, type: sam, type: zun, quen ni zito, type: tav, sam minus dov, x8 ni sam, x3 ni sam, sam ni porous, quen minus zun, dov minus quen na x0 ni tav
  - opt_b: type: zun, sam minus dov, zun ni vuguvugu, tav ni fibrous, type: sam, dov ni rigid, type: quen, quen ni zito, x0 ni tav, x3 ni sam, tav minus quen, type: dov, type: tav, quen minus zun, x4 ni quen, sam ni porous, x2 ni sam, x8 ni sam na dov minus zun
  - opt_a: type: dov, dov minus zun, type: zun, x8 ni sam, quen minus zun, quen ni zito, type: tav, x0 ni tav, sam ni porous, type: sam, type: quen, zun ni vuguvugu, dov ni rigid, x3 ni sam, x4 ni quen, tav minus dov, sam minus dov, x2 ni sam na tav ni fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Uchunguzi:
  - x4 observe vuguvugu
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe vuguvugu
  - x0 observe fibrous
  - x4 observe zito
  - x3 observe porous
  - x0 observe rigid
  - x8 observe vuguvugu
  - x3 observe vuguvugu
  - x0 observe vuguvugu
  - x8 observe porous
  - x3 observe rigid
Consistent ontology nini?

The candidates are:
  - opt_d quen minus zun, dov minus zun, type dov, zun is warm, x2 is sam, x0 is tav, type tav, type sam, tav is fibrous, tav minus dov, x3 is sam, sam is porous, quen is heavy, type zun, x8 is sam, x4 is quen, type quen and sam minus dov
  - opt_c dov is rigid, x4 is quen, type quen, x2 is sam, tav is fibrous, type dov, zun is warm, tav minus dov, type sam, type zun, quen is heavy, type tav, sam minus dov, x8 is sam, x3 is sam, sam is porous, quen minus zun, dov minus quen and x0 is tav
  - opt_b type zun, sam minus dov, zun is warm, tav is fibrous, type sam, dov is rigid, type quen, quen is heavy, x0 is tav, x3 is sam, tav minus quen, type dov, type tav, quen minus zun, x4 is quen, sam is porous, x2 is sam, x8 is sam and dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 is sam, quen minus zun, quen is heavy, type tav, x0 is tav, sam is porous, type sam, type quen, zun is warm, dov is rigid, x3 is sam, x4 is quen, tav minus dov, sam minus dov, x2 is sam and tav is fibrous
The entities are:
  - x0
  - x2
  - x3
  - x4
  - x8
The observations are:
  - x4 was observed to be warm
  - x2 was observed to be rigid
  - x8 was observed to be rigid
  - x2 was observed to be porous
  - x2 was observed to be warm
  - x0 was observed to be fibrous
  - x4 was observed to be heavy
  - x3 was observed to be porous
  - x0 was observed to be rigid
  - x8 was observed to be warm
  - x3 was observed to be warm
  - x0 was observed to be warm
  - x8 was observed to be porous
  - x3 was observed to be rigid
What is the consistent ontology?

{candidates: [(candidate opt_d [(sub quen zun) (sub dov zun) (type dov) (prop zun warm) (inst x2 sam) (inst x0 tav) (type tav) (type sam) (prop tav fibrous) (sub tav dov) (inst x3 sam) (prop sam porous) (prop quen heavy) (type zun) (inst x8 sam) (inst x4 quen) (type quen) (sub sam dov)]) (candidate opt_c [(prop dov rigid) (inst x4 quen) (type quen) (inst x2 sam) (prop tav fibrous) (type dov) (prop zun warm) (sub tav dov) (type sam) (type zun) (prop quen heavy) (type tav) (sub sam dov) (inst x8 sam) (inst x3 sam) (prop sam porous) (sub quen zun) (sub dov quen) (inst x0 tav)]) (candidate opt_b [(type zun) (sub sam dov) (prop zun warm) (prop tav fibrous) (type sam) (prop dov rigid) (type quen) (prop quen heavy) (inst x0 tav) (inst x3 sam) (sub tav quen) (type dov) (type tav) (sub quen zun) (inst x4 quen) (prop sam porous) (inst x2 sam) (inst x8 sam) (sub dov zun)]) (candidate opt_a [(type dov) (sub dov zun) (type zun) (inst x8 sam) (sub quen zun) (prop quen heavy) (type tav) (inst x0 tav) (prop sam porous) (type sam) (type quen) (prop zun warm) (prop dov rigid) (inst x3 sam) (inst x4 quen) (sub tav dov) (sub sam dov) (inst x2 sam) (prop tav fibrous)])], entities: [x0 x2 x3 x4 x8], observations: [(observed x4 warm) (observed x2 rigid) (observed x8 rigid) (observed x2 porous) (observed x2 warm) (observed x0 fibrous) (observed x4 heavy) (observed x3 porous) (observed x0 rigid) (observed x8 warm) (observed x3 warm) (observed x0 warm) (observed x8 porous) (observed x3 rigid)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_d quen weniger zun, dov weniger zun, type dov, zun ist warmer, x2 ist sam, x0 ist tav, type tav, type sam, tav ist fibrous, tav weniger dov, x3 ist sam, sam ist poröser, quen ist schwerer, type zun, x8 ist sam, x4 ist quen, type quen und sam weniger dov
  - opt_c dov ist steifer, x4 ist quen, type quen, x2 ist sam, tav ist fibrous, type dov, zun ist warmer, tav weniger dov, type sam, type zun, quen ist schwerer, type tav, sam weniger dov, x8 ist sam, x3 ist sam, sam ist poröser, quen weniger zun, dov weniger quen und x0 ist tav
  - opt_b type zun, sam weniger dov, zun ist warmer, tav ist fibrous, type sam, dov ist steifer, type quen, quen ist schwerer, x0 ist tav, x3 ist sam, tav weniger quen, type dov, type tav, quen weniger zun, x4 ist quen, sam ist poröser, x2 ist sam, x8 ist sam und dov weniger zun
  - opt_a type dov, dov weniger zun, type zun, x8 ist sam, quen weniger zun, quen ist schwerer, type tav, x0 ist tav, sam ist poröser, type sam, type quen, zun ist warmer, dov ist steifer, x3 ist sam, x4 ist quen, tav weniger dov, sam weniger dov, x2 ist sam und tav ist fibrous
Die Entitäten sind:
  - x0
  - x2
  - x3
  - x4
  - x8
Beobachtungen:
  - x4 beobachten warme
  - x2 beobachten steife
  - x8 beobachten steife
  - x2 beobachten poröse
  - x2 beobachten warme
  - x0 beobachten fibrous
  - x4 beobachten schwere
  - x3 beobachten poröse
  - x0 beobachten steife
  - x8 beobachten warme
  - x3 beobachten warme
  - x0 beobachten warme
  - x8 beobachten poröse
  - x3 beobachten steife
Was beständig Ontologie?

Кандѝда̄т:
  - opt_d quen minus zun, dov minus zun, ти̑п dov, zun би̏ти то̏пао, x2 би̏ти sam, x0 би̏ти tav, ти̑п tav, ти̑п sam, tav би̏ти fibrous, tav minus dov, x3 би̏ти sam, sam би̏ти porous, quen би̏ти те́жак, ти̑п zun, x8 би̏ти sam, x4 би̏ти quen, ти̑п quen и sam minus dov
  - opt_c dov би̏ти rigid, x4 би̏ти quen, ти̑п quen, x2 би̏ти sam, tav би̏ти fibrous, ти̑п dov, zun би̏ти то̏пао, tav minus dov, ти̑п sam, ти̑п zun, quen би̏ти те́жак, ти̑п tav, sam minus dov, x8 би̏ти sam, x3 би̏ти sam, sam би̏ти porous, quen minus zun, dov minus quen и x0 би̏ти tav
  - opt_b ти̑п zun, sam minus dov, zun би̏ти то̏пао, tav би̏ти fibrous, ти̑п sam, dov би̏ти rigid, ти̑п quen, quen би̏ти те́жак, x0 би̏ти tav, x3 би̏ти sam, tav minus quen, ти̑п dov, ти̑п tav, quen minus zun, x4 би̏ти quen, sam би̏ти porous, x2 би̏ти sam, x8 би̏ти sam и dov minus zun
  - opt_a ти̑п dov, dov minus zun, ти̑п zun, x8 би̏ти sam, quen minus zun, quen би̏ти те́жак, ти̑п tav, x0 би̏ти tav, sam би̏ти porous, ти̑п sam, ти̑п quen, zun би̏ти то̏пао, dov би̏ти rigid, x3 би̏ти sam, x4 би̏ти quen, tav minus dov, sam minus dov, x2 би̏ти sam и tav би̏ти fibrous
Ентѝте̄т:
  - x0
  - x2
  - x3
  - x4
  - x8
Опа́жа̄ње:
  - x4 прома́трати то̏пао
  - x2 прома́трати rigid
  - x8 прома́трати rigid
  - x2 прома́трати porous
  - x2 прома́трати то̏пао
  - x0 прома́трати fibrous
  - x4 прома́трати те́жак
  - x3 прома́трати porous
  - x0 прома́трати rigid
  - x8 прома́трати то̏пао
  - x3 прома́трати то̏пао
  - x0 прома́трати то̏пао
  - x8 прома́трати porous
  - x3 прома́трати rigid
Consistent ontològija kakav?

Ehdokkaat:
  - opt_d quen miinus zun, dov miinus zun, luokka dov, zun on lämmin, x2 on sam, x0 on tav, luokka tav, luokka sam, tav on runsaskuituinen, tav miinus dov, x3 on sam, sam on huokoinen, quen on painava, luokka zun, x8 on sam, x4 on quen, luokka quen ja sam miinus dov
  - opt_c dov on jäykkä, x4 on quen, luokka quen, x2 on sam, tav on runsaskuituinen, luokka dov, zun on lämmin, tav miinus dov, luokka sam, luokka zun, quen on painava, luokka tav, sam miinus dov, x8 on sam, x3 on sam, sam on huokoinen, quen miinus zun, dov miinus quen ja x0 on tav
  - opt_b luokka zun, sam miinus dov, zun on lämmin, tav on runsaskuituinen, luokka sam, dov on jäykkä, luokka quen, quen on painava, x0 on tav, x3 on sam, tav miinus quen, luokka dov, luokka tav, quen miinus zun, x4 on quen, sam on huokoinen, x2 on sam, x8 on sam ja dov miinus zun
  - opt_a luokka dov, dov miinus zun, luokka zun, x8 on sam, quen miinus zun, quen on painava, luokka tav, x0 on tav, sam on huokoinen, luokka sam, luokka quen, zun on lämmin, dov on jäykkä, x3 on sam, x4 on quen, tav miinus dov, sam miinus dov, x2 on sam ja tav on runsaskuituinen
Olennot:
  - x0
  - x2
  - x3
  - x4
  - x8
Havainnoinnit:
  - x4 havainnoida lämmin
  - x2 havainnoida jäykkä
  - x8 havainnoida jäykkä
  - x2 havainnoida huokoinen
  - x2 havainnoida lämmin
  - x0 havainnoida runsaskuituinen
  - x4 havainnoida painava
  - x3 havainnoida huokoinen
  - x0 havainnoida jäykkä
  - x8 havainnoida lämmin
  - x3 havainnoida lämmin
  - x0 havainnoida lämmin
  - x8 havainnoida huokoinen
  - x3 havainnoida jäykkä
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项D：昆恩减尊恩、多夫减尊恩、类型：多夫、尊恩是温暖的、x2是萨姆、x0是塔夫、类型：塔夫、类型：萨姆、塔夫是纤维状的、塔夫减多夫、x3是萨姆、萨姆是多孔的、昆恩是重的、类型：尊恩、x8是萨姆、x4是昆恩、类型：昆恩和萨姆减多夫
  - 选项C：多夫是刚性的、x4是昆恩、类型：昆恩、x2是萨姆、塔夫是纤维状的、类型：多夫、尊恩是温暖的、塔夫减多夫、类型：萨姆、类型：尊恩、昆恩是重的、类型：塔夫、萨姆减多夫、x8是萨姆、x3是萨姆、萨姆是多孔的、昆恩减尊恩、多夫减昆恩和x0是塔夫
  - 选项B：类型：尊恩、萨姆减多夫、尊恩是温暖的、塔夫是纤维状的、类型：萨姆、多夫是刚性的、类型：昆恩、昆恩是重的、x0是塔夫、x3是萨姆、塔夫减昆恩、类型：多夫、类型：塔夫、昆恩减尊恩、x4是昆恩、萨姆是多孔的、x2是萨姆、x8是萨姆和多夫减尊恩
  - 选项A：类型：多夫、多夫减尊恩、类型：尊恩、x8是萨姆、昆恩减尊恩、昆恩是重的、类型：塔夫、x0是塔夫、萨姆是多孔的、类型：萨姆、类型：昆恩、尊恩是温暖的、多夫是刚性的、x3是萨姆、x4是昆恩、塔夫减多夫、萨姆减多夫、x2是萨姆和塔夫是纤维状的
实体如下：
  - x0
  - x2
  - x3
  - x4
  - x8
观察如下：
  - x4观察到温暖的
  - x2观察到刚性的
  - x8观察到刚性的
  - x2观察到多孔的
  - x2观察到温暖的
  - x0观察到纤维状的
  - x4观察到重
  - x3观察到多孔的
  - x0观察到刚性的
  - x8观察到温暖的
  - x3观察到温暖的
  - x0观察到温暖的
  - x8观察到多孔的
  - x3观察到刚性的
consistent ontology什么？

候補者:
  - opt_d:quenzunminus, dovzunminus, 種類:dov, zun暖かいです, x2samです, x0tavです, 種類:tav, 種類:sam, tavfibrousです, tavdovminus, x3samです, sam多孔質のです, quen重いです, 種類:zun, x8samです, x4quenです, 種類:quenとsamdovminus
  - opt_c:dov硬いです, x4quenです, 種類:quen, x2samです, tavfibrousです, 種類:dov, zun暖かいです, tavdovminus, 種類:sam, 種類:zun, quen重いです, 種類:tav, samdovminus, x8samです, x3samです, sam多孔質のです, quenzunminus, dovquenminusとx0tavです
  - opt_b:種類:zun, samdovminus, zun暖かいです, tavfibrousです, 種類:sam, dov硬いです, 種類:quen, quen重いです, x0tavです, x3samです, tavquenminus, 種類:dov, 種類:tav, quenzunminus, x4quenです, sam多孔質のです, x2samです, x8samですとdovzunminus
  - opt_a:種類:dov, dovzunminus, 種類:zun, x8samです, quenzunminus, quen重いです, 種類:tav, x0tavです, sam多孔質のです, 種類:sam, 種類:quen, zun暖かいです, dov硬いです, x3samです, x4quenです, tavdovminus, samdovminus, x2samですとtavfibrousです
実体:
  - x0
  - x2
  - x3
  - x4
  - x8
観察:
  - x4暖かい観察する
  - x2硬い観察する
  - x8硬い観察する
  - x2多孔質の観察する
  - x2暖かい観察する
  - x0fibrous観察する
  - x4重い観察する
  - x3多孔質の観察する
  - x0硬い観察する
  - x8暖かい観察する
  - x3暖かい観察する
  - x0暖かい観察する
  - x8多孔質の観察する
  - x3硬い観察する
consistent存在論何と?

Adaylar:
  - opt_d: quen zun eksi, dov zun eksi, tip: dov, zun ılık, x2 sam, x0 tav, tip: tav, tip: sam, tav lifli, tav dov eksi, x3 sam, sam gözenekli, quen ağır, tip: zun, x8 sam, x4 quen, tip: quen ve sam dov eksi
  - opt_c: dov katı, x4 quen, tip: quen, x2 sam, tav lifli, tip: dov, zun ılık, tav dov eksi, tip: sam, tip: zun, quen ağır, tip: tav, sam dov eksi, x8 sam, x3 sam, sam gözenekli, quen zun eksi, dov quen eksi ve x0 tav
  - opt_b: tip: zun, sam dov eksi, zun ılık, tav lifli, tip: sam, dov katı, tip: quen, quen ağır, x0 tav, x3 sam, tav quen eksi, tip: dov, tip: tav, quen zun eksi, x4 quen, sam gözenekli, x2 sam, x8 sam ve dov zun eksi
  - opt_a: tip: dov, dov zun eksi, tip: zun, x8 sam, quen zun eksi, quen ağır, tip: tav, x0 tav, sam gözenekli, tip: sam, tip: quen, zun ılık, dov katı, x3 sam, x4 quen, tav dov eksi, sam dov eksi, x2 sam ve tav lifli
Varlıklar:
  - x0
  - x2
  - x3
  - x4
  - x8
Gözlemler:
  - x4 ılık gözlemlendi
  - x2 katı gözlemlendi
  - x8 katı gözlemlendi
  - x2 gözenekli gözlemlendi
  - x2 ılık gözlemlendi
  - x0 lifli gözlemlendi
  - x4 ağır gözlemlendi
  - x3 gözenekli gözlemlendi
  - x0 katı gözlemlendi
  - x8 ılık gözlemlendi
  - x3 ılık gözlemlendi
  - x0 ılık gözlemlendi
  - x8 gözenekli gözlemlendi
  - x3 katı gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_d نَاقَص quen zun، نَاقَص dov zun، type dov، zun دَافِئ، x2 sam، x0 tav، type tav، type sam، tav fibrous، نَاقَص tav dov، x3 sam، sam porous، quen ثَقِيل، type zun، x8 sam، x4 quen، type quen وَـ نَاقَص sam dov
  - opt_c dov rigid، x4 quen، type quen، x2 sam، tav fibrous، type dov، zun دَافِئ، نَاقَص tav dov، type sam، type zun، quen ثَقِيل، type tav، نَاقَص sam dov، x8 sam، x3 sam، sam porous، نَاقَص quen zun، نَاقَص dov quen وَـ x0 tav
  - opt_b type zun، نَاقَص sam dov، zun دَافِئ، tav fibrous، type sam، dov rigid، type quen، quen ثَقِيل، x0 tav، x3 sam، نَاقَص tav quen، type dov، type tav، نَاقَص quen zun، x4 quen، sam porous، x2 sam، x8 sam وَـ نَاقَص dov zun
  - opt_a type dov، نَاقَص dov zun، type zun، x8 sam، نَاقَص quen zun، quen ثَقِيل، type tav، x0 tav، sam porous، type sam، type quen، zun دَافِئ، dov rigid، x3 sam، x4 quen، نَاقَص tav dov، نَاقَص sam dov، x2 sam وَـ tav fibrous
كِيَان:
  - x0
  - x2
  - x3
  - x4
  - x8
رَصْد:
  - لَاحَظَ x4 دَافِئ
  - لَاحَظَ x2 rigid
  - لَاحَظَ x8 rigid
  - لَاحَظَ x2 porous
  - لَاحَظَ x2 دَافِئ
  - لَاحَظَ x0 fibrous
  - لَاحَظَ x4 ثَقِيل
  - لَاحَظَ x3 porous
  - لَاحَظَ x0 rigid
  - لَاحَظَ x8 دَافِئ
  - لَاحَظَ x3 دَافِئ
  - لَاحَظَ x0 دَافِئ
  - لَاحَظَ x8 porous
  - لَاحَظَ x3 rigid
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_d quen zun minus, dov zun minus, type dov, zun თბილი ყოფნა, x2 sam ყოფნა, x0 tav ყოფნა, type tav, type sam, tav fibrous ყოფნა, tav dov minus, x3 sam ყოფნა, sam porous ყოფნა, quen მძიმე ყოფნა, type zun, x8 sam ყოფნა, x4 quen ყოფნა, type quen და sam dov minus
  - opt_c dov მაგარი ყოფნა, x4 quen ყოფნა, type quen, x2 sam ყოფნა, tav fibrous ყოფნა, type dov, zun თბილი ყოფნა, tav dov minus, type sam, type zun, quen მძიმე ყოფნა, type tav, sam dov minus, x8 sam ყოფნა, x3 sam ყოფნა, sam porous ყოფნა, quen zun minus, dov quen minus და x0 tav ყოფნა
  - opt_b type zun, sam dov minus, zun თბილი ყოფნა, tav fibrous ყოფნა, type sam, dov მაგარი ყოფნა, type quen, quen მძიმე ყოფნა, x0 tav ყოფნა, x3 sam ყოფნა, tav quen minus, type dov, type tav, quen zun minus, x4 quen ყოფნა, sam porous ყოფნა, x2 sam ყოფნა, x8 sam ყოფნა და dov zun minus
  - opt_a type dov, dov zun minus, type zun, x8 sam ყოფნა, quen zun minus, quen მძიმე ყოფნა, type tav, x0 tav ყოფნა, sam porous ყოფნა, type sam, type quen, zun თბილი ყოფნა, dov მაგარი ყოფნა, x3 sam ყოფნა, x4 quen ყოფნა, tav dov minus, sam dov minus, x2 sam ყოფნა და tav fibrous ყოფნა
Არსებები:
  - x0
  - x2
  - x3
  - x4
  - x8
Დაკვირვება:
  - x4 თბილი აკვირდება
  - x2 მაგარი აკვირდება
  - x8 მაგარი აკვირდება
  - x2 porous აკვირდება
  - x2 თბილი აკვირდება
  - x0 fibrous აკვირდება
  - x4 მძიმე აკვირდება
  - x3 porous აკვირდება
  - x0 მაგარი აკვირდება
  - x8 თბილი აკვირდება
  - x3 თბილი აკვირდება
  - x0 თბილი აკვირდება
  - x8 porous აკვირდება
  - x3 მაგარი აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_d minus quen zun, minus dov zun, pato dov, zun mahana, x2 sam, x0 tav, pato tav, pato sam, tav akaaka, minus tav dov, x3 sam, sam pōareare, quen makerewhatu, pato zun, x8 sam, x4 quen, pato quen me minus sam dov
  - opt_c dov torotika, x4 quen, pato quen, x2 sam, tav akaaka, pato dov, zun mahana, minus tav dov, pato sam, pato zun, quen makerewhatu, pato tav, minus sam dov, x8 sam, x3 sam, sam pōareare, minus quen zun, minus dov quen me x0 tav
  - opt_b pato zun, minus sam dov, zun mahana, tav akaaka, pato sam, dov torotika, pato quen, quen makerewhatu, x0 tav, x3 sam, minus tav quen, pato dov, pato tav, minus quen zun, x4 quen, sam pōareare, x2 sam, x8 sam me minus dov zun
  - opt_a pato dov, minus dov zun, pato zun, x8 sam, minus quen zun, quen makerewhatu, pato tav, x0 tav, sam pōareare, pato sam, pato quen, zun mahana, dov torotika, x3 sam, x4 quen, minus tav dov, minus sam dov, x2 sam me tav akaaka
Hinonga:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - observe x4 mahana
  - observe x2 torotika
  - observe x8 torotika
  - observe x2 pōareare
  - observe x2 mahana
  - observe x0 akaaka
  - observe x4 makerewhatu
  - observe x3 pōareare
  - observe x0 torotika
  - observe x8 mahana
  - observe x3 mahana
  - observe x0 mahana
  - observe x8 pōareare
  - observe x3 torotika
Consistent ontology unutai?

Candidates:
  - opt_d quen trừ zun, dov trừ zun, loại dov, zun là warm, x2 là sam, x0 là tav, loại tav, loại sam, tav là fibrous, tav trừ dov, x3 là sam, sam là porous, quen là nặng, loại zun, x8 là sam, x4 là quen, loại quen và sam trừ dov
  - opt_c dov là cứng ngắc, x4 là quen, loại quen, x2 là sam, tav là fibrous, loại dov, zun là warm, tav trừ dov, loại sam, loại zun, quen là nặng, loại tav, sam trừ dov, x8 là sam, x3 là sam, sam là porous, quen trừ zun, dov trừ quen và x0 là tav
  - opt_b loại zun, sam trừ dov, zun là warm, tav là fibrous, loại sam, dov là cứng ngắc, loại quen, quen là nặng, x0 là tav, x3 là sam, tav trừ quen, loại dov, loại tav, quen trừ zun, x4 là quen, sam là porous, x2 là sam, x8 là sam và dov trừ zun
  - opt_a loại dov, dov trừ zun, loại zun, x8 là sam, quen trừ zun, quen là nặng, loại tav, x0 là tav, sam là porous, loại sam, loại quen, zun là warm, dov là cứng ngắc, x3 là sam, x4 là quen, tav trừ dov, sam trừ dov, x2 là sam và tav là fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 quan sát warm
  - x2 quan sát cứng ngắc
  - x8 quan sát cứng ngắc
  - x2 quan sát porous
  - x2 quan sát warm
  - x0 quan sát fibrous
  - x4 quan sát nặng
  - x3 quan sát porous
  - x0 quan sát cứng ngắc
  - x8 quan sát warm
  - x3 quan sát warm
  - x0 quan sát warm
  - x8 quan sát porous
  - x3 quan sát cứng ngắc
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_d:quenminuszun, dovminuszun, ประเภท:dov, zunถูกอุ่น, x2ถูกsam, x0ถูกtav, ประเภท:tav, ประเภท:sam, tavถูกfibrous, tavminusdov, x3ถูกsam, samถูกporous, quenถูกหนัก, ประเภท:zun, x8ถูกsam, x4ถูกquen, ประเภท:quenและsamminusdov
  - opt_c:dovถูกrigid, x4ถูกquen, ประเภท:quen, x2ถูกsam, tavถูกfibrous, ประเภท:dov, zunถูกอุ่น, tavminusdov, ประเภท:sam, ประเภท:zun, quenถูกหนัก, ประเภท:tav, samminusdov, x8ถูกsam, x3ถูกsam, samถูกporous, quenminuszun, dovminusquenและx0ถูกtav
  - opt_b:ประเภท:zun, samminusdov, zunถูกอุ่น, tavถูกfibrous, ประเภท:sam, dovถูกrigid, ประเภท:quen, quenถูกหนัก, x0ถูกtav, x3ถูกsam, tavminusquen, ประเภท:dov, ประเภท:tav, quenminuszun, x4ถูกquen, samถูกporous, x2ถูกsam, x8ถูกsamและdovminuszun
  - opt_a:ประเภท:dov, dovminuszun, ประเภท:zun, x8ถูกsam, quenminuszun, quenถูกหนัก, ประเภท:tav, x0ถูกtav, samถูกporous, ประเภท:sam, ประเภท:quen, zunถูกอุ่น, dovถูกrigid, x3ถูกsam, x4ถูกquen, tavminusdov, samminusdov, x2ถูกsamและtavถูกfibrous
entities:
  - x0
  - x2
  - x3
  - x4
  - x8
การสังเกต:
  - x4สังเกตอุ่น
  - x2สังเกตrigid
  - x8สังเกตrigid
  - x2สังเกตporous
  - x2สังเกตอุ่น
  - x0สังเกตfibrous
  - x4สังเกตหนัก
  - x3สังเกตporous
  - x0สังเกตrigid
  - x8สังเกตอุ่น
  - x3สังเกตอุ่น
  - x0สังเกตอุ่น
  - x8สังเกตporous
  - x3สังเกตrigid
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_d quen zun கழித்தல், dov zun கழித்தல், type dov, zun இதமாக, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav dov கழித்தல், x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen மற்றும் sam dov கழித்தல்
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun இதமாக, tav dov கழித்தல், type sam, type zun, quen heavy, type tav, sam dov கழித்தல், x8 sam, x3 sam, sam porous, quen zun கழித்தல், dov quen கழித்தல் மற்றும் x0 tav
  - opt_b type zun, sam dov கழித்தல், zun இதமாக, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav quen கழித்தல், type dov, type tav, quen zun கழித்தல், x4 quen, sam porous, x2 sam, x8 sam மற்றும் dov zun கழித்தல்
  - opt_a type dov, dov zun கழித்தல், type zun, x8 sam, quen zun கழித்தல், quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun இதமாக, dov rigid, x3 sam, x4 quen, tav dov கழித்தல், sam dov கழித்தல், x2 sam மற்றும் tav fibrous
entities:
  - x0
  - x2
  - x3
  - x4
  - x8
observations:
  - x4 இதமாக observe
  - x2 rigid observe
  - x8 rigid observe
  - x2 porous observe
  - x2 இதமாக observe
  - x0 fibrous observe
  - x4 heavy observe
  - x3 porous observe
  - x0 rigid observe
  - x8 இதமாக observe
  - x3 இதமாக observe
  - x0 இதமாக observe
  - x8 porous observe
  - x3 rigid observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_d: quen minus zun, dov minus zun, type: dov, zun ni vuguvugu, x2 ni sam, x0 ni tav, type: tav, type: sam, tav ni fibrous, tav minus dov, x3 ni sam, sam ni porous, quen ni zito, type: zun, x8 ni sam, x4 ni quen, type: quen na sam minus dov
  - opt_c: dov ni rigid, x4 ni quen, type: quen, x2 ni sam, tav ni fibrous, type: dov, zun ni vuguvugu, tav minus dov, type: sam, type: zun, quen ni zito, type: tav, sam minus dov, x8 ni sam, x3 ni sam, sam ni porous, quen minus zun, dov minus quen na x0 ni tav
  - opt_b: type: zun, sam minus dov, zun ni vuguvugu, tav ni fibrous, type: sam, dov ni rigid, type: quen, quen ni zito, x0 ni tav, x3 ni sam, tav minus quen, type: dov, type: tav, quen minus zun, x4 ni quen, sam ni porous, x2 ni sam, x8 ni sam na dov minus zun
  - opt_a: type: dov, dov minus zun, type: zun, x8 ni sam, quen minus zun, quen ni zito, type: tav, x0 ni tav, sam ni porous, type: sam, type: quen, zun ni vuguvugu, dov ni rigid, x3 ni sam, x4 ni quen, tav minus dov, sam minus dov, x2 ni sam na tav ni fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Uchunguzi:
  - x4 observe vuguvugu
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe vuguvugu
  - x0 observe fibrous
  - x4 observe zito
  - x3 observe porous
  - x0 observe rigid
  - x8 observe vuguvugu
  - x3 observe vuguvugu
  - x0 observe vuguvugu
  - x8 observe porous
  - x3 observe rigid
Consistent ontology nini?

Candidates:
  - opt_d quen zun minus, dov zun minus, type dov, zun warm átʼé, x2 sam átʼé, x0 tav átʼé, type tav, type sam, tav fibrous átʼé, tav dov minus, x3 sam átʼé, sam porous átʼé, quen nisdaaz átʼé, type zun, x8 sam átʼé, x4 quen átʼé, type quen dóó sam dov minus
  - opt_c dov rigid átʼé, x4 quen átʼé, type quen, x2 sam átʼé, tav fibrous átʼé, type dov, zun warm átʼé, tav dov minus, type sam, type zun, quen nisdaaz átʼé, type tav, sam dov minus, x8 sam átʼé, x3 sam átʼé, sam porous átʼé, quen zun minus, dov quen minus dóó x0 tav átʼé
  - opt_b type zun, sam dov minus, zun warm átʼé, tav fibrous átʼé, type sam, dov rigid átʼé, type quen, quen nisdaaz átʼé, x0 tav átʼé, x3 sam átʼé, tav quen minus, type dov, type tav, quen zun minus, x4 quen átʼé, sam porous átʼé, x2 sam átʼé, x8 sam átʼé dóó dov zun minus
  - opt_a type dov, dov zun minus, type zun, x8 sam átʼé, quen zun minus, quen nisdaaz átʼé, type tav, x0 tav átʼé, sam porous átʼé, type sam, type quen, zun warm átʼé, dov rigid átʼé, x3 sam átʼé, x4 quen átʼé, tav dov minus, sam dov minus, x2 sam átʼé dóó tav fibrous átʼé
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 warm observe
  - x2 rigid observe
  - x8 rigid observe
  - x2 porous observe
  - x2 warm observe
  - x0 fibrous observe
  - x4 nisdaaz observe
  - x3 porous observe
  - x0 rigid observe
  - x8 warm observe
  - x3 warm observe
  - x0 warm observe
  - x8 porous observe
  - x3 rigid observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_d quen zun minus, dov zun minus, type dov, zun warm a, x2 sam a, x0 tav a, type tav, type sam, tav fibrous a, tav dov minus, x3 sam a, sam porous a, quen heavy a, type zun, x8 sam a, x4 quen a, type quen aamma sam dov minus
  - opt_c dov rigid a, x4 quen a, type quen, x2 sam a, tav fibrous a, type dov, zun warm a, tav dov minus, type sam, type zun, quen heavy a, type tav, sam dov minus, x8 sam a, x3 sam a, sam porous a, quen zun minus, dov quen minus aamma x0 tav a
  - opt_b type zun, sam dov minus, zun warm a, tav fibrous a, type sam, dov rigid a, type quen, quen heavy a, x0 tav a, x3 sam a, tav quen minus, type dov, type tav, quen zun minus, x4 quen a, sam porous a, x2 sam a, x8 sam a aamma dov zun minus
  - opt_a type dov, dov zun minus, type zun, x8 sam a, quen zun minus, quen heavy a, type tav, x0 tav a, sam porous a, type sam, type quen, zun warm a, dov rigid a, x3 sam a, x4 quen a, tav dov minus, sam dov minus, x2 sam a aamma tav fibrous a
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 warm observe
  - x2 rigid observe
  - x8 rigid observe
  - x2 porous observe
  - x2 warm observe
  - x0 fibrous observe
  - x4 heavy observe
  - x3 porous observe
  - x0 rigid observe
  - x8 warm observe
  - x3 warm observe
  - x0 warm observe
  - x8 porous observe
  - x3 rigid observe
Consistent ontology what?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen na sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav minus dov, type sam, type zun, quen heavy, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen na x0 tav
  - opt_b type zun, sam minus dov, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam na dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam na tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology what?

Candidates:
  - opt_d quen minus zun, dov minus zun, sësàphitehike dov, zun warm, x2 sam, x0 tav, sësàphitehike tav, sësàphitehike sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen heavy, sësàphitehike zun, x8 sam, x4 quen, sësàphitehike quen sam minus dov
  - opt_c dov rigid, x4 quen, sësàphitehike quen, x2 sam, tav fibrous, sësàphitehike dov, zun warm, tav minus dov, sësàphitehike sam, sësàphitehike zun, quen heavy, sësàphitehike tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen x0 tav
  - opt_b sësàphitehike zun, sam minus dov, zun warm, tav fibrous, sësàphitehike sam, dov rigid, sësàphitehike quen, quen heavy, x0 tav, x3 sam, tav minus quen, sësàphitehike dov, sësàphitehike tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam dov minus zun
  - opt_a sësàphitehike dov, dov minus zun, sësàphitehike zun, x8 sam, quen minus zun, quen heavy, sësàphitehike tav, x0 tav, sam porous, sësàphitehike sam, sësàphitehike quen, zun warm, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology kwèch?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun хила мела, x2 хила sam, x0 хила tav, type tav, type sam, tav хила fibrous, tav minus dov, x3 хила sam, sam хила porous, quen хила деза, type zun, x8 хила sam, x4 хила quen, type quen а sam minus dov
  - opt_c dov хила rigid, x4 хила quen, type quen, x2 хила sam, tav хила fibrous, type dov, zun хила мела, tav minus dov, type sam, type zun, quen хила деза, type tav, sam minus dov, x8 хила sam, x3 хила sam, sam хила porous, quen minus zun, dov minus quen а x0 хила tav
  - opt_b type zun, sam minus dov, zun хила мела, tav хила fibrous, type sam, dov хила rigid, type quen, quen хила деза, x0 хила tav, x3 хила sam, tav minus quen, type dov, type tav, quen minus zun, x4 хила quen, sam хила porous, x2 хила sam, x8 хила sam а dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 хила sam, quen minus zun, quen хила деза, type tav, x0 хила tav, sam хила porous, type sam, type quen, zun хила мела, dov хила rigid, x3 хила sam, x4 хила quen, tav minus dov, sam minus dov, x2 хила sam а tav хила fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe мела
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe мела
  - x0 observe fibrous
  - x4 observe деза
  - x3 observe porous
  - x0 observe rigid
  - x8 observe мела
  - x3 observe мела
  - x0 observe мела
  - x8 observe porous
  - x3 observe rigid
Consistent ontology фу?

후보자:
  - opt_d quen zun 빼기, dov zun 빼기, 유형 dov, zun 따뜻하다, x2 sam, x0 tav, 유형 tav, 유형 sam, tav fibrous, tav dov 빼기, x3 sam, sam porous, quen 무겁다, 유형 zun, x8 sam, x4 quen, 유형 quen sam dov 빼기
  - opt_c dov rigid, x4 quen, 유형 quen, x2 sam, tav fibrous, 유형 dov, zun 따뜻하다, tav dov 빼기, 유형 sam, 유형 zun, quen 무겁다, 유형 tav, sam dov 빼기, x8 sam, x3 sam, sam porous, quen zun 빼기, dov quen 빼기 x0 tav
  - opt_b 유형 zun, sam dov 빼기, zun 따뜻하다, tav fibrous, 유형 sam, dov rigid, 유형 quen, quen 무겁다, x0 tav, x3 sam, tav quen 빼기, 유형 dov, 유형 tav, quen zun 빼기, x4 quen, sam porous, x2 sam, x8 sam dov zun 빼기
  - opt_a 유형 dov, dov zun 빼기, 유형 zun, x8 sam, quen zun 빼기, quen 무겁다, 유형 tav, x0 tav, sam porous, 유형 sam, 유형 quen, zun 따뜻하다, dov rigid, x3 sam, x4 quen, tav dov 빼기, sam dov 빼기, x2 sam tav fibrous
실재:
  - x0
  - x2
  - x3
  - x4
  - x8
관찰:
  - x4 따뜻하다 관찰하다
  - x2 rigid 관찰하다
  - x8 rigid 관찰하다
  - x2 porous 관찰하다
  - x2 따뜻하다 관찰하다
  - x0 fibrous 관찰하다
  - x4 무겁다 관찰하다
  - x3 porous 관찰하다
  - x0 rigid 관찰하다
  - x8 따뜻하다 관찰하다
  - x3 따뜻하다 관찰하다
  - x0 따뜻하다 관찰하다
  - x8 porous 관찰하다
  - x3 rigid 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_d quen zun ken, dov zun ken, mota dov, zun warm dago, x2 sam dago, x0 tav dago, mota tav, mota sam, tav fibrous dago, tav dov ken, x3 sam dago, sam porous dago, quen astun dago, mota zun, x8 sam dago, x4 quen dago, mota quen eta sam dov ken
  - opt_c dov rigid dago, x4 quen dago, mota quen, x2 sam dago, tav fibrous dago, mota dov, zun warm dago, tav dov ken, mota sam, mota zun, quen astun dago, mota tav, sam dov ken, x8 sam dago, x3 sam dago, sam porous dago, quen zun ken, dov quen ken eta x0 tav dago
  - opt_b mota zun, sam dov ken, zun warm dago, tav fibrous dago, mota sam, dov rigid dago, mota quen, quen astun dago, x0 tav dago, x3 sam dago, tav quen ken, mota dov, mota tav, quen zun ken, x4 quen dago, sam porous dago, x2 sam dago, x8 sam dago eta dov zun ken
  - opt_a mota dov, dov zun ken, mota zun, x8 sam dago, quen zun ken, quen astun dago, mota tav, x0 tav dago, sam porous dago, mota sam, mota quen, zun warm dago, dov rigid dago, x3 sam dago, x4 quen dago, tav dov ken, sam dov ken, x2 sam dago eta tav fibrous dago
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 warm observe
  - x2 rigid observe
  - x8 rigid observe
  - x2 porous observe
  - x2 warm observe
  - x0 fibrous observe
  - x4 astun observe
  - x3 porous observe
  - x0 rigid observe
  - x8 warm observe
  - x3 warm observe
  - x0 warm observe
  - x8 porous observe
  - x3 rigid observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_d quen minus zun, dov minus zun, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen ᎦᎨᏓ, type zun, x8 sam, x4 quen, type quen ᎠᎴ sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav minus dov, type sam, type zun, quen ᎦᎨᏓ, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen ᎠᎴ x0 tav
  - opt_b type zun, sam minus dov, zun warm, tav fibrous, type sam, dov rigid, type quen, quen ᎦᎨᏓ, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam ᎠᎴ dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen ᎦᎨᏓ, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam ᎠᎴ tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe ᎦᎨᏓ
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
What consistent ontology?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun tiyay q’uñi, x2 tiyay sam, x0 tiyay tav, type tav, type sam, tav tiyay fibrous, tav minus dov, x3 tiyay sam, sam tiyay porous, quen tiyay llasaq, type zun, x8 tiyay sam, x4 tiyay quen, type quen sam minus dov
  - opt_c dov tiyay rigid, x4 tiyay quen, type quen, x2 tiyay sam, tav tiyay fibrous, type dov, zun tiyay q’uñi, tav minus dov, type sam, type zun, quen tiyay llasaq, type tav, sam minus dov, x8 tiyay sam, x3 tiyay sam, sam tiyay porous, quen minus zun, dov minus quen x0 tiyay tav
  - opt_b type zun, sam minus dov, zun tiyay q’uñi, tav tiyay fibrous, type sam, dov tiyay rigid, type quen, quen tiyay llasaq, x0 tiyay tav, x3 tiyay sam, tav minus quen, type dov, type tav, quen minus zun, x4 tiyay quen, sam tiyay porous, x2 tiyay sam, x8 tiyay sam dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 tiyay sam, quen minus zun, quen tiyay llasaq, type tav, x0 tiyay tav, sam tiyay porous, type sam, type quen, zun tiyay q’uñi, dov tiyay rigid, x3 tiyay sam, x4 tiyay quen, tav minus dov, sam minus dov, x2 tiyay sam tav tiyay fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 qhaway q’uñi
  - x2 qhaway rigid
  - x8 qhaway rigid
  - x2 qhaway porous
  - x2 qhaway q’uñi
  - x0 qhaway fibrous
  - x4 qhaway llasaq
  - x3 qhaway porous
  - x0 qhaway rigid
  - x8 qhaway q’uñi
  - x3 qhaway q’uñi
  - x0 qhaway q’uñi
  - x8 qhaway porous
  - x3 qhaway rigid
Consistent ontology what?

Candidates:
  - opt_d quen zun minus, dov zun minus, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav dov minus, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen ыкӏи sam dov minus
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav dov minus, type sam, type zun, quen heavy, type tav, sam dov minus, x8 sam, x3 sam, sam porous, quen zun minus, dov quen minus ыкӏи x0 tav
  - opt_b type zun, sam dov minus, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav quen minus, type dov, type tav, quen zun minus, x4 quen, sam porous, x2 sam, x8 sam ыкӏи dov zun minus
  - opt_a type dov, dov zun minus, type zun, x8 sam, quen zun minus, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav dov minus, sam dov minus, x2 sam ыкӏи tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 warm observe
  - x2 rigid observe
  - x8 rigid observe
  - x2 porous observe
  - x2 warm observe
  - x0 fibrous observe
  - x4 heavy observe
  - x3 porous observe
  - x0 rigid observe
  - x8 warm observe
  - x3 warm observe
  - x0 warm observe
  - x8 porous observe
  - x3 rigid observe
Consistent ontology сыд?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun kub, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen nyhav, type zun, x8 sam, x4 quen, type quen thiab sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun kub, tav minus dov, type sam, type zun, quen nyhav, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen thiab x0 tav
  - opt_b type zun, sam minus dov, zun kub, tav fibrous, type sam, dov rigid, type quen, quen nyhav, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam thiab dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen nyhav, type tav, x0 tav, sam porous, type sam, type quen, zun kub, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam thiab tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe kub
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe kub
  - x0 observe fibrous
  - x4 observe nyhav
  - x3 observe porous
  - x0 observe rigid
  - x8 observe kub
  - x3 observe kub
  - x0 observe kub
  - x8 observe porous
  - x3 observe rigid
Consistent ontology what?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav minus dov, type sam, type zun, quen heavy, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen x0 tav
  - opt_b type zun, sam minus dov, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology ining-jak?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen micha' sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav minus dov, type sam, type zun, quen heavy, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen micha' x0 tav
  - opt_b type zun, sam minus dov, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam micha' dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam micha' tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology nanta?

Candidates:
  - opt_d quen zun minus, dov zun minus, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav dov minus, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen カ sam dov minus
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav dov minus, type sam, type zun, quen heavy, type tav, sam dov minus, x8 sam, x3 sam, sam porous, quen zun minus, dov quen minus カ x0 tav
  - opt_b type zun, sam dov minus, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav quen minus, type dov, type tav, quen zun minus, x4 quen, sam porous, x2 sam, x8 sam カ dov zun minus
  - opt_a type dov, dov zun minus, type zun, x8 sam, quen zun minus, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav dov minus, sam dov minus, x2 sam カ tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 warm observe
  - x2 rigid observe
  - x8 rigid observe
  - x2 porous observe
  - x2 warm observe
  - x0 fibrous observe
  - x4 heavy observe
  - x3 porous observe
  - x0 rigid observe
  - x8 warm observe
  - x3 warm observe
  - x0 warm observe
  - x8 porous observe
  - x3 rigid observe
Consistent ontology what?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen ынкъам sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav minus dov, type sam, type zun, quen heavy, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen ынкъам x0 tav
  - opt_b type zun, sam minus dov, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam ынкъам dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam ынкъам tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology what?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun yan warm, x2 yan sam, x0 yan tav, type tav, type sam, tav yan fibrous, tav minus dov, x3 yan sam, sam yan porous, quen yan aal, type zun, x8 yan sam, x4 yan quen, type quen yéetel sam minus dov
  - opt_c dov yan rigid, x4 yan quen, type quen, x2 yan sam, tav yan fibrous, type dov, zun yan warm, tav minus dov, type sam, type zun, quen yan aal, type tav, sam minus dov, x8 yan sam, x3 yan sam, sam yan porous, quen minus zun, dov minus quen yéetel x0 yan tav
  - opt_b type zun, sam minus dov, zun yan warm, tav yan fibrous, type sam, dov yan rigid, type quen, quen yan aal, x0 yan tav, x3 yan sam, tav minus quen, type dov, type tav, quen minus zun, x4 yan quen, sam yan porous, x2 yan sam, x8 yan sam yéetel dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 yan sam, quen minus zun, quen yan aal, type tav, x0 yan tav, sam yan porous, type sam, type quen, zun yan warm, dov yan rigid, x3 yan sam, x4 yan quen, tav minus dov, sam minus dov, x2 yan sam yéetel tav yan fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe aal
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology what?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav minus dov, type sam, type zun, quen heavy, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen x0 tav
  - opt_b type zun, sam minus dov, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology híli?

Candidates:
  - opt_d quen zun minus, dov zun minus, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav dov minus, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen na sam dov minus
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav dov minus, type sam, type zun, quen heavy, type tav, sam dov minus, x8 sam, x3 sam, sam porous, quen zun minus, dov quen minus na x0 tav
  - opt_b type zun, sam dov minus, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav quen minus, type dov, type tav, quen zun minus, x4 quen, sam porous, x2 sam, x8 sam na dov zun minus
  - opt_a type dov, dov zun minus, type zun, x8 sam, quen zun minus, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav dov minus, sam dov minus, x2 sam na tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 warm observe
  - x2 rigid observe
  - x8 rigid observe
  - x2 porous observe
  - x2 warm observe
  - x0 fibrous observe
  - x4 heavy observe
  - x3 porous observe
  - x0 rigid observe
  - x8 warm observe
  - x3 warm observe
  - x0 warm observe
  - x8 porous observe
  - x3 rigid observe
Consistent ontology what?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun aku, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun aku, tav minus dov, type sam, type zun, quen heavy, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen x0 tav
  - opt_b type zun, sam minus dov, zun aku, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun aku, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe aku
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe aku
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe aku
  - x3 observe aku
  - x0 observe aku
  - x8 observe porous
  - x3 observe rigid
Consistent ontology what?

Candidates:
  - opt_d quen zun minus, dov zun minus, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav dov minus, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen sam dov minus
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav dov minus, type sam, type zun, quen heavy, type tav, sam dov minus, x8 sam, x3 sam, sam porous, quen zun minus, dov quen minus x0 tav
  - opt_b type zun, sam dov minus, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav quen minus, type dov, type tav, quen zun minus, x4 quen, sam porous, x2 sam, x8 sam dov zun minus
  - opt_a type dov, dov zun minus, type zun, x8 sam, quen zun minus, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav dov minus, sam dov minus, x2 sam tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 warm observe
  - x2 rigid observe
  - x8 rigid observe
  - x2 porous observe
  - x2 warm observe
  - x0 fibrous observe
  - x4 heavy observe
  - x3 porous observe
  - x0 rigid observe
  - x8 warm observe
  - x3 warm observe
  - x0 warm observe
  - x8 porous observe
  - x3 rigid observe
Consistent ontology what?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun ǀîi ǁqhàã, x2 ǀîi sam, x0 ǀîi tav, type tav, type sam, tav ǀîi fibrous, tav minus dov, x3 ǀîi sam, sam ǀîi porous, quen ǀîi heavy, type zun, x8 ǀîi sam, x4 ǀîi quen, type quen ǂʻá sam minus dov
  - opt_c dov ǀîi rigid, x4 ǀîi quen, type quen, x2 ǀîi sam, tav ǀîi fibrous, type dov, zun ǀîi ǁqhàã, tav minus dov, type sam, type zun, quen ǀîi heavy, type tav, sam minus dov, x8 ǀîi sam, x3 ǀîi sam, sam ǀîi porous, quen minus zun, dov minus quen ǂʻá x0 ǀîi tav
  - opt_b type zun, sam minus dov, zun ǀîi ǁqhàã, tav ǀîi fibrous, type sam, dov ǀîi rigid, type quen, quen ǀîi heavy, x0 ǀîi tav, x3 ǀîi sam, tav minus quen, type dov, type tav, quen minus zun, x4 ǀîi quen, sam ǀîi porous, x2 ǀîi sam, x8 ǀîi sam ǂʻá dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 ǀîi sam, quen minus zun, quen ǀîi heavy, type tav, x0 ǀîi tav, sam ǀîi porous, type sam, type quen, zun ǀîi ǁqhàã, dov ǀîi rigid, x3 ǀîi sam, x4 ǀîi quen, tav minus dov, sam minus dov, x2 ǀîi sam ǂʻá tav ǀîi fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe ǁqhàã
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe ǁqhàã
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe ǁqhàã
  - x3 observe ǁqhàã
  - x0 observe ǁqhàã
  - x8 observe porous
  - x3 observe rigid
Consistent ontology what?

Candidates:
  - opt_d quen zun minus, dov zun minus, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav dov minus, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen sam dov minus
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav dov minus, type sam, type zun, quen heavy, type tav, sam dov minus, x8 sam, x3 sam, sam porous, quen zun minus, dov quen minus x0 tav
  - opt_b type zun, sam dov minus, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav quen minus, type dov, type tav, quen zun minus, x4 quen, sam porous, x2 sam, x8 sam dov zun minus
  - opt_a type dov, dov zun minus, type zun, x8 sam, quen zun minus, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav dov minus, sam dov minus, x2 sam tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 warm observe
  - x2 rigid observe
  - x8 rigid observe
  - x2 porous observe
  - x2 warm observe
  - x0 fibrous observe
  - x4 heavy observe
  - x3 porous observe
  - x0 rigid observe
  - x8 warm observe
  - x3 warm observe
  - x0 warm observe
  - x8 porous observe
  - x3 rigid observe
Consistent ontology what?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav minus dov, type sam, type zun, quen heavy, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen x0 tav
  - opt_b type zun, sam minus dov, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology what?

Candidates:
  - opt_d quen zun minus, dov zun minus, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav dov minus, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen sam dov minus
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav dov minus, type sam, type zun, quen heavy, type tav, sam dov minus, x8 sam, x3 sam, sam porous, quen zun minus, dov quen minus x0 tav
  - opt_b type zun, sam dov minus, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav quen minus, type dov, type tav, quen zun minus, x4 quen, sam porous, x2 sam, x8 sam dov zun minus
  - opt_a type dov, dov zun minus, type zun, x8 sam, quen zun minus, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav dov minus, sam dov minus, x2 sam tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 warm observe
  - x2 rigid observe
  - x8 rigid observe
  - x2 porous observe
  - x2 warm observe
  - x0 fibrous observe
  - x4 heavy observe
  - x3 porous observe
  - x0 rigid observe
  - x8 warm observe
  - x3 warm observe
  - x0 warm observe
  - x8 porous observe
  - x3 rigid observe
Consistent ontology what?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav minus dov, type sam, type zun, quen heavy, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen x0 tav
  - opt_b type zun, sam minus dov, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology what?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun nemi warm, x2 nemi sam, x0 nemi tav, type tav, type sam, tav nemi fibrous, tav minus dov, x3 nemi sam, sam nemi porous, quen nemi heavy, type zun, x8 nemi sam, x4 nemi quen, type quen sam minus dov
  - opt_c dov nemi rigid, x4 nemi quen, type quen, x2 nemi sam, tav nemi fibrous, type dov, zun nemi warm, tav minus dov, type sam, type zun, quen nemi heavy, type tav, sam minus dov, x8 nemi sam, x3 nemi sam, sam nemi porous, quen minus zun, dov minus quen x0 nemi tav
  - opt_b type zun, sam minus dov, zun nemi warm, tav nemi fibrous, type sam, dov nemi rigid, type quen, quen nemi heavy, x0 nemi tav, x3 nemi sam, tav minus quen, type dov, type tav, quen minus zun, x4 nemi quen, sam nemi porous, x2 nemi sam, x8 nemi sam dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 nemi sam, quen minus zun, quen nemi heavy, type tav, x0 nemi tav, sam nemi porous, type sam, type quen, zun nemi warm, dov nemi rigid, x3 nemi sam, x4 nemi quen, tav minus dov, sam minus dov, x2 nemi sam tav nemi fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology tay?

Les candidats sont:
  - opt_d quen moins zun, dov moins zun, type dov, zun est chaud, x2 est sam, x0 est tav, type tav, type sam, tav est fibreux, tav moins dov, x3 est sam, sam est poreux, quen est lourd, type zun, x8 est sam, x4 est quen, type quen et sam moins dov
  - opt_c dov est rigide, x4 est quen, type quen, x2 est sam, tav est fibreux, type dov, zun est chaud, tav moins dov, type sam, type zun, quen est lourd, type tav, sam moins dov, x8 est sam, x3 est sam, sam est poreux, quen moins zun, dov moins quen et x0 est tav
  - opt_b type zun, sam moins dov, zun est chaud, tav est fibreux, type sam, dov est rigide, type quen, quen est lourd, x0 est tav, x3 est sam, tav moins quen, type dov, type tav, quen moins zun, x4 est quen, sam est poreux, x2 est sam, x8 est sam et dov moins zun
  - opt_a type dov, dov moins zun, type zun, x8 est sam, quen moins zun, quen est lourd, type tav, x0 est tav, sam est poreux, type sam, type quen, zun est chaud, dov est rigide, x3 est sam, x4 est quen, tav moins dov, sam moins dov, x2 est sam et tav est fibreux
Les entités sont:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations :
  - x4 observer chaud
  - x2 observer rigide
  - x8 observer rigide
  - x2 observer poreux
  - x2 observer chaud
  - x0 observer fibreux
  - x4 observer lourd
  - x3 observer poreux
  - x0 observer rigide
  - x8 observer chaud
  - x3 observer chaud
  - x0 observer chaud
  - x8 observer poreux
  - x3 observer rigide
Quoi constant ontologie ?

Kandidato:
  - opt_d quen minus zun, dov minus zun, tipo dov, zun egali varma, x2 egali sam, x0 egali tav, tipo tav, tipo sam, tav egali fibrous, tav minus dov, x3 egali sam, sam egali pora, quen egali peza, tipo zun, x8 egali sam, x4 egali quen, tipo quen kaj sam minus dov
  - opt_c dov egali rigida, x4 egali quen, tipo quen, x2 egali sam, tav egali fibrous, tipo dov, zun egali varma, tav minus dov, tipo sam, tipo zun, quen egali peza, tipo tav, sam minus dov, x8 egali sam, x3 egali sam, sam egali pora, quen minus zun, dov minus quen kaj x0 egali tav
  - opt_b tipo zun, sam minus dov, zun egali varma, tav egali fibrous, tipo sam, dov egali rigida, tipo quen, quen egali peza, x0 egali tav, x3 egali sam, tav minus quen, tipo dov, tipo tav, quen minus zun, x4 egali quen, sam egali pora, x2 egali sam, x8 egali sam kaj dov minus zun
  - opt_a tipo dov, dov minus zun, tipo zun, x8 egali sam, quen minus zun, quen egali peza, tipo tav, x0 egali tav, sam egali pora, tipo sam, tipo quen, zun egali varma, dov egali rigida, x3 egali sam, x4 egali quen, tav minus dov, sam minus dov, x2 egali sam kaj tav egali fibrous
Ento:
  - x0
  - x2
  - x3
  - x4
  - x8
Observo:
  - x4 observi varma
  - x2 observi rigida
  - x8 observi rigida
  - x2 observi pora
  - x2 observi varma
  - x0 observi fibrous
  - x4 observi peza
  - x3 observi pora
  - x0 observi rigida
  - x8 observi varma
  - x3 observi varma
  - x0 observi varma
  - x8 observi pora
  - x3 observi rigida
Konsekvenca ontology kio?

Indulók:
  - opt_d quen mínusz zun, dov mínusz zun, típus dov, zun meleg, x2 sam, x0 tav, típus tav, típus sam, tav fibrous, tav mínusz dov, x3 sam, sam porous, quen nehéz, típus zun, x8 sam, x4 quen, típus quen és sam mínusz dov
  - opt_c dov merev, x4 quen, típus quen, x2 sam, tav fibrous, típus dov, zun meleg, tav mínusz dov, típus sam, típus zun, quen nehéz, típus tav, sam mínusz dov, x8 sam, x3 sam, sam porous, quen mínusz zun, dov mínusz quen és x0 tav
  - opt_b típus zun, sam mínusz dov, zun meleg, tav fibrous, típus sam, dov merev, típus quen, quen nehéz, x0 tav, x3 sam, tav mínusz quen, típus dov, típus tav, quen mínusz zun, x4 quen, sam porous, x2 sam, x8 sam és dov mínusz zun
  - opt_a típus dov, dov mínusz zun, típus zun, x8 sam, quen mínusz zun, quen nehéz, típus tav, x0 tav, sam porous, típus sam, típus quen, zun meleg, dov merev, x3 sam, x4 quen, tav mínusz dov, sam mínusz dov, x2 sam és tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Megfigyelések:
  - x4 észlel meleget
  - x2 észlel merevet
  - x8 észlel merevet
  - x2 észlel porous
  - x2 észlel meleget
  - x0 észlel fibrous
  - x4 észlel nehezet
  - x3 észlel porous
  - x0 észlel merevet
  - x8 észlel meleget
  - x3 észlel meleget
  - x0 észlel meleget
  - x8 észlel porous
  - x3 észlel merevet
Következetes ontológia melyik?

候選人:
  - opt_d:quen減zun, dov減zun, 款:dov, zun是暖, x2是sam, x0是tav, 款:tav, 款:sam, tav是fibrous, tav減dov, x3是sam, sam是porous, quen是重, 款:zun, x8是sam, x4是quen, 款:quen及sam減dov
  - opt_c:dov是rigid, x4是quen, 款:quen, x2是sam, tav是fibrous, 款:dov, zun是暖, tav減dov, 款:sam, 款:zun, quen是重, 款:tav, sam減dov, x8是sam, x3是sam, sam是porous, quen減zun, dov減quen及x0是tav
  - opt_b:款:zun, sam減dov, zun是暖, tav是fibrous, 款:sam, dov是rigid, 款:quen, quen是重, x0是tav, x3是sam, tav減quen, 款:dov, 款:tav, quen減zun, x4是quen, sam是porous, x2是sam, x8是sam及dov減zun
  - opt_a:款:dov, dov減zun, 款:zun, x8是sam, quen減zun, quen是重, 款:tav, x0是tav, sam是porous, 款:sam, 款:quen, zun是暖, dov是rigid, x3是sam, x4是quen, tav減dov, sam減dov, x2是sam及tav是fibrous
entities:
  - x0
  - x2
  - x3
  - x4
  - x8
observations:
  - x4observe暖
  - x2observerigid
  - x8observerigid
  - x2observeporous
  - x2observe暖
  - x0observefibrous
  - x4observe重
  - x3observeporous
  - x0observerigid
  - x8observe暖
  - x3observe暖
  - x0observe暖
  - x8observeporous
  - x3observerigid
consistent ontology乜嘢?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun 有ん warm, x2 有ん sam, x0 有ん tav, type tav, type sam, tav 有ん fibrous, tav minus dov, x3 有ん sam, sam 有ん porous, quen 有ん heavy, type zun, x8 有ん sam, x4 有ん quen, type quen とぅ sam minus dov
  - opt_c dov 有ん rigid, x4 有ん quen, type quen, x2 有ん sam, tav 有ん fibrous, type dov, zun 有ん warm, tav minus dov, type sam, type zun, quen 有ん heavy, type tav, sam minus dov, x8 有ん sam, x3 有ん sam, sam 有ん porous, quen minus zun, dov minus quen とぅ x0 有ん tav
  - opt_b type zun, sam minus dov, zun 有ん warm, tav 有ん fibrous, type sam, dov 有ん rigid, type quen, quen 有ん heavy, x0 有ん tav, x3 有ん sam, tav minus quen, type dov, type tav, quen minus zun, x4 有ん quen, sam 有ん porous, x2 有ん sam, x8 有ん sam とぅ dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 有ん sam, quen minus zun, quen 有ん heavy, type tav, x0 有ん tav, sam 有ん porous, type sam, type quen, zun 有ん warm, dov 有ん rigid, x3 有ん sam, x4 有ん quen, tav minus dov, sam minus dov, x2 有ん sam とぅ tav 有ん fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology what?

Үміткер:
  - opt_d quen minus zun, dov minus zun, тип dov, zun жылы, x2 sam, x0 tav, тип tav, тип sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen ауыр, тип zun, x8 sam, x4 quen, тип quen және sam minus dov
  - opt_c dov rigid, x4 quen, тип quen, x2 sam, tav fibrous, тип dov, zun жылы, tav minus dov, тип sam, тип zun, quen ауыр, тип tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen және x0 tav
  - opt_b тип zun, sam minus dov, zun жылы, tav fibrous, тип sam, dov rigid, тип quen, quen ауыр, x0 tav, x3 sam, tav minus quen, тип dov, тип tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam және dov minus zun
  - opt_a тип dov, dov minus zun, тип zun, x8 sam, quen minus zun, quen ауыр, тип tav, x0 tav, sam porous, тип sam, тип quen, zun жылы, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam және tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Бақылау:
  - x4 observe жылы
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe жылы
  - x0 observe fibrous
  - x4 observe ауыр
  - x3 observe porous
  - x0 observe rigid
  - x8 observe жылы
  - x3 observe жылы
  - x0 observe жылы
  - x8 observe porous
  - x3 observe rigid
Consistent онтология не?

מועמדת:
  - opt_d quen פחות zun, dov פחות zun, type dov, zun הוּא חָמִים, x2 הוּא sam, x0 הוּא tav, type tav, type sam, tav הוּא fibrous, tav פחות dov, x3 הוּא sam, sam הוּא porous, quen הוּא כָּבֵד, type zun, x8 הוּא sam, x4 הוּא quen, type quen וְ־ sam פחות dov
  - opt_c dov הוּא נוקשה, x4 הוּא quen, type quen, x2 הוּא sam, tav הוּא fibrous, type dov, zun הוּא חָמִים, tav פחות dov, type sam, type zun, quen הוּא כָּבֵד, type tav, sam פחות dov, x8 הוּא sam, x3 הוּא sam, sam הוּא porous, quen פחות zun, dov פחות quen וְ־ x0 הוּא tav
  - opt_b type zun, sam פחות dov, zun הוּא חָמִים, tav הוּא fibrous, type sam, dov הוּא נוקשה, type quen, quen הוּא כָּבֵד, x0 הוּא tav, x3 הוּא sam, tav פחות quen, type dov, type tav, quen פחות zun, x4 הוּא quen, sam הוּא porous, x2 הוּא sam, x8 הוּא sam וְ־ dov פחות zun
  - opt_a type dov, dov פחות zun, type zun, x8 הוּא sam, quen פחות zun, quen הוּא כָּבֵד, type tav, x0 הוּא tav, sam הוּא porous, type sam, type quen, zun הוּא חָמִים, dov הוּא נוקשה, x3 הוּא sam, x4 הוּא quen, tav פחות dov, sam פחות dov, x2 הוּא sam וְ־ tav הוּא fibrous
יְשׁוּת:
  - x0
  - x2
  - x3
  - x4
  - x8
תַּצְפִּית:
  - x4 observe חָמִים
  - x2 observe נוקשה
  - x8 observe נוקשה
  - x2 observe porous
  - x2 observe חָמִים
  - x0 observe fibrous
  - x4 observe כָּבֵד
  - x3 observe porous
  - x0 observe נוקשה
  - x8 observe חָמִים
  - x3 observe חָמִים
  - x0 observe חָמִים
  - x8 observe porous
  - x3 observe נוקשה
איזה עקבי ikví אונטולוגיה?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen დო sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav minus dov, type sam, type zun, quen heavy, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen დო x0 tav
  - opt_b type zun, sam minus dov, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam დო dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam დო tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology what?

Kandidat:
  - opt_d quen dikurangi zun, dov dikurangi zun, mengetik dov, zun adalah hangat, x2 adalah sam, x0 adalah tav, mengetik tav, mengetik sam, tav adalah fibrous, tav dikurangi dov, x3 adalah sam, sam adalah porus, quen adalah heavy, mengetik zun, x8 adalah sam, x4 adalah quen, mengetik quen dan sam dikurangi dov
  - opt_c dov adalah rigid, x4 adalah quen, mengetik quen, x2 adalah sam, tav adalah fibrous, mengetik dov, zun adalah hangat, tav dikurangi dov, mengetik sam, mengetik zun, quen adalah heavy, mengetik tav, sam dikurangi dov, x8 adalah sam, x3 adalah sam, sam adalah porus, quen dikurangi zun, dov dikurangi quen dan x0 adalah tav
  - opt_b mengetik zun, sam dikurangi dov, zun adalah hangat, tav adalah fibrous, mengetik sam, dov adalah rigid, mengetik quen, quen adalah heavy, x0 adalah tav, x3 adalah sam, tav dikurangi quen, mengetik dov, mengetik tav, quen dikurangi zun, x4 adalah quen, sam adalah porus, x2 adalah sam, x8 adalah sam dan dov dikurangi zun
  - opt_a mengetik dov, dov dikurangi zun, mengetik zun, x8 adalah sam, quen dikurangi zun, quen adalah heavy, mengetik tav, x0 adalah tav, sam adalah porus, mengetik sam, mengetik quen, zun adalah hangat, dov adalah rigid, x3 adalah sam, x4 adalah quen, tav dikurangi dov, sam dikurangi dov, x2 adalah sam dan tav adalah fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe hangat
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porus
  - x2 observe hangat
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porus
  - x0 observe rigid
  - x8 observe hangat
  - x3 observe hangat
  - x0 observe hangat
  - x8 observe porus
  - x3 observe rigid
Panggah ontologi apa?

បេក្ខជន:
  - opt_d:quenminuszun, dovminuszun, type:dov, zunត្រូវបានក្ដៅ, x2ត្រូវបានsam, x0ត្រូវបានtav, type:tav, type:sam, tavត្រូវបានfibrous, tavminusdov, x3ត្រូវបានsam, samត្រូវបានporous, quenត្រូវបានធ្ងន់, type:zun, x8ត្រូវបានsam, x4ត្រូវបានquen, type:quenនឹងsamminusdov
  - opt_c:dovត្រូវបានrigid, x4ត្រូវបានquen, type:quen, x2ត្រូវបានsam, tavត្រូវបានfibrous, type:dov, zunត្រូវបានក្ដៅ, tavminusdov, type:sam, type:zun, quenត្រូវបានធ្ងន់, type:tav, samminusdov, x8ត្រូវបានsam, x3ត្រូវបានsam, samត្រូវបានporous, quenminuszun, dovminusquenនឹងx0ត្រូវបានtav
  - opt_b:type:zun, samminusdov, zunត្រូវបានក្ដៅ, tavត្រូវបានfibrous, type:sam, dovត្រូវបានrigid, type:quen, quenត្រូវបានធ្ងន់, x0ត្រូវបានtav, x3ត្រូវបានsam, tavminusquen, type:dov, type:tav, quenminuszun, x4ត្រូវបានquen, samត្រូវបានporous, x2ត្រូវបានsam, x8ត្រូវបានsamនឹងdovminuszun
  - opt_a:type:dov, dovminuszun, type:zun, x8ត្រូវបានsam, quenminuszun, quenត្រូវបានធ្ងន់, type:tav, x0ត្រូវបានtav, samត្រូវបានporous, type:sam, type:quen, zunត្រូវបានក្ដៅ, dovត្រូវបានrigid, x3ត្រូវបានsam, x4ត្រូវបានquen, tavminusdov, samminusdov, x2ត្រូវបានsamនឹងtavត្រូវបានfibrous
entities:
  - x0
  - x2
  - x3
  - x4
  - x8
គំនន់:
  - x4observeក្ដៅ
  - x2observerigid
  - x8observerigid
  - x2observeporous
  - x2observeក្ដៅ
  - x0observefibrous
  - x4observeធ្ងន់
  - x3observeporous
  - x0observerigid
  - x8observeក្ដៅ
  - x3observeក្ដៅ
  - x0observeក្ដៅ
  - x8observeporous
  - x3observerigid
consistent ontologyអី?

ຜູ້ສະໝັກ:
  - opt_d:quenminuszun, dovminuszun, type:dov, zunຢູ່ອຸ່ນ, x2ຢູ່sam, x0ຢູ່tav, type:tav, type:sam, tavຢູ່fibrous, tavminusdov, x3ຢູ່sam, samຢູ່porous, quenຢູ່ຫນັກ, type:zun, x8ຢູ່sam, x4ຢູ່quen, type:quenແລະsamminusdov
  - opt_c:dovຢູ່rigid, x4ຢູ່quen, type:quen, x2ຢູ່sam, tavຢູ່fibrous, type:dov, zunຢູ່ອຸ່ນ, tavminusdov, type:sam, type:zun, quenຢູ່ຫນັກ, type:tav, samminusdov, x8ຢູ່sam, x3ຢູ່sam, samຢູ່porous, quenminuszun, dovminusquenແລະx0ຢູ່tav
  - opt_b:type:zun, samminusdov, zunຢູ່ອຸ່ນ, tavຢູ່fibrous, type:sam, dovຢູ່rigid, type:quen, quenຢູ່ຫນັກ, x0ຢູ່tav, x3ຢູ່sam, tavminusquen, type:dov, type:tav, quenminuszun, x4ຢູ່quen, samຢູ່porous, x2ຢູ່sam, x8ຢູ່samແລະdovminuszun
  - opt_a:type:dov, dovminuszun, type:zun, x8ຢູ່sam, quenminuszun, quenຢູ່ຫນັກ, type:tav, x0ຢູ່tav, samຢູ່porous, type:sam, type:quen, zunຢູ່ອຸ່ນ, dovຢູ່rigid, x3ຢູ່sam, x4ຢູ່quen, tavminusdov, samminusdov, x2ຢູ່samແລະtavຢູ່fibrous
entities:
  - x0
  - x2
  - x3
  - x4
  - x8
observations:
  - x4observeອຸ່ນ
  - x2observerigid
  - x8observerigid
  - x2observeporous
  - x2observeອຸ່ນ
  - x0observefibrous
  - x4observeຫນັກ
  - x3observeporous
  - x0observerigid
  - x8observeອຸ່ນ
  - x3observeອຸ່ນ
  - x0observeອຸ່ນ
  - x8observeporous
  - x3observerigid
consistent ontologyຫຍັງ?

candidates:
  - opt_d quen zun minus, dov zun minus, type dov, zun వెచ్చని ఉండు, x2 sam ఉండు, x0 tav ఉండు, type tav, type sam, tav fibrous ఉండు, tav dov minus, x3 sam ఉండు, sam porous ఉండు, quen బరువైన ఉండు, type zun, x8 sam ఉండు, x4 quen ఉండు, type quen మరియు sam dov minus
  - opt_c dov rigid ఉండు, x4 quen ఉండు, type quen, x2 sam ఉండు, tav fibrous ఉండు, type dov, zun వెచ్చని ఉండు, tav dov minus, type sam, type zun, quen బరువైన ఉండు, type tav, sam dov minus, x8 sam ఉండు, x3 sam ఉండు, sam porous ఉండు, quen zun minus, dov quen minus మరియు x0 tav ఉండు
  - opt_b type zun, sam dov minus, zun వెచ్చని ఉండు, tav fibrous ఉండు, type sam, dov rigid ఉండు, type quen, quen బరువైన ఉండు, x0 tav ఉండు, x3 sam ఉండు, tav quen minus, type dov, type tav, quen zun minus, x4 quen ఉండు, sam porous ఉండు, x2 sam ఉండు, x8 sam ఉండు మరియు dov zun minus
  - opt_a type dov, dov zun minus, type zun, x8 sam ఉండు, quen zun minus, quen బరువైన ఉండు, type tav, x0 tav ఉండు, sam porous ఉండు, type sam, type quen, zun వెచ్చని ఉండు, dov rigid ఉండు, x3 sam ఉండు, x4 quen ఉండు, tav dov minus, sam dov minus, x2 sam ఉండు మరియు tav fibrous ఉండు
entities:
  - x0
  - x2
  - x3
  - x4
  - x8
పరిశీలన:
  - x4 వెచ్చని పరిశీలించు
  - x2 rigid పరిశీలించు
  - x8 rigid పరిశీలించు
  - x2 porous పరిశీలించు
  - x2 వెచ్చని పరిశీలించు
  - x0 fibrous పరిశీలించు
  - x4 బరువైన పరిశీలించు
  - x3 porous పరిశీలించు
  - x0 rigid పరిశీలించు
  - x8 వెచ్చని పరిశీలించు
  - x3 వెచ్చని పరిశీలించు
  - x0 వెచ్చని పరిశీలించు
  - x8 porous పరిశీలించు
  - x3 rigid పరిశీలించు
consistent ontology ఏమిటి?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun wà warm, x2 wà sam, x0 wà tav, type tav, type sam, tav wà fibrous, tav minus dov, x3 wà sam, sam wà porous, quen wà heavy, type zun, x8 wà sam, x4 wà quen, type quen sam minus dov
  - opt_c dov wà rigid, x4 wà quen, type quen, x2 wà sam, tav wà fibrous, type dov, zun wà warm, tav minus dov, type sam, type zun, quen wà heavy, type tav, sam minus dov, x8 wà sam, x3 wà sam, sam wà porous, quen minus zun, dov minus quen x0 wà tav
  - opt_b type zun, sam minus dov, zun wà warm, tav wà fibrous, type sam, dov wà rigid, type quen, quen wà heavy, x0 wà tav, x3 wà sam, tav minus quen, type dov, type tav, quen minus zun, x4 wà quen, sam wà porous, x2 wà sam, x8 wà sam dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 wà sam, quen minus zun, quen wà heavy, type tav, x0 wà tav, sam wà porous, type sam, type quen, zun wà warm, dov wà rigid, x3 wà sam, x4 wà quen, tav minus dov, sam minus dov, x2 wà sam tav wà fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
What consistent ontology?

Candidates:
  - opt_d quen zun minus, dov zun minus, type dov, zun warm naiágúóli, x2 sam naiágúóli, x0 tav naiágúóli, type tav, type sam, tav fibrous naiágúóli, tav dov minus, x3 sam naiágúóli, sam porous naiágúóli, quen heavy naiágúóli, type zun, x8 sam naiágúóli, x4 quen naiágúóli, type quen sam dov minus
  - opt_c dov rigid naiágúóli, x4 quen naiágúóli, type quen, x2 sam naiágúóli, tav fibrous naiágúóli, type dov, zun warm naiágúóli, tav dov minus, type sam, type zun, quen heavy naiágúóli, type tav, sam dov minus, x8 sam naiágúóli, x3 sam naiágúóli, sam porous naiágúóli, quen zun minus, dov quen minus x0 tav naiágúóli
  - opt_b type zun, sam dov minus, zun warm naiágúóli, tav fibrous naiágúóli, type sam, dov rigid naiágúóli, type quen, quen heavy naiágúóli, x0 tav naiágúóli, x3 sam naiágúóli, tav quen minus, type dov, type tav, quen zun minus, x4 quen naiágúóli, sam porous naiágúóli, x2 sam naiágúóli, x8 sam naiágúóli dov zun minus
  - opt_a type dov, dov zun minus, type zun, x8 sam naiágúóli, quen zun minus, quen heavy naiágúóli, type tav, x0 tav naiágúóli, sam porous naiágúóli, type sam, type quen, zun warm naiágúóli, dov rigid naiágúóli, x3 sam naiágúóli, x4 quen naiágúóli, tav dov minus, sam dov minus, x2 sam naiágúóli tav fibrous naiágúóli
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 warm observe
  - x2 rigid observe
  - x8 rigid observe
  - x2 porous observe
  - x2 warm observe
  - x0 fibrous observe
  - x4 heavy observe
  - x3 porous observe
  - x0 rigid observe
  - x8 warm observe
  - x3 warm observe
  - x0 warm observe
  - x8 porous observe
  - x3 rigid observe
Consistent ontology what?

candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav minus dov, type sam, type zun, quen heavy, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen x0 tav
  - opt_b type zun, sam minus dov, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam tav fibrous
entities:
  - x0
  - x2
  - x3
  - x4
  - x8
observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
consistent ontology what?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav minus dov, type sam, type zun, quen heavy, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen x0 tav
  - opt_b type zun, sam minus dov, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology what?

Candidates:
  - opt_d quen minus zun, dov minus zun, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav minus dov, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen sam minus dov
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav minus dov, type sam, type zun, quen heavy, type tav, sam minus dov, x8 sam, x3 sam, sam porous, quen minus zun, dov minus quen x0 tav
  - opt_b type zun, sam minus dov, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav minus quen, type dov, type tav, quen minus zun, x4 quen, sam porous, x2 sam, x8 sam dov minus zun
  - opt_a type dov, dov minus zun, type zun, x8 sam, quen minus zun, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav minus dov, sam minus dov, x2 sam tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 observe warm
  - x2 observe rigid
  - x8 observe rigid
  - x2 observe porous
  - x2 observe warm
  - x0 observe fibrous
  - x4 observe heavy
  - x3 observe porous
  - x0 observe rigid
  - x8 observe warm
  - x3 observe warm
  - x0 observe warm
  - x8 observe porous
  - x3 observe rigid
Consistent ontology what?

Candidates:
  - opt_d quen zun minus, dov zun minus, type dov, zun warm, x2 sam, x0 tav, type tav, type sam, tav fibrous, tav dov minus, x3 sam, sam porous, quen heavy, type zun, x8 sam, x4 quen, type quen sam dov minus
  - opt_c dov rigid, x4 quen, type quen, x2 sam, tav fibrous, type dov, zun warm, tav dov minus, type sam, type zun, quen heavy, type tav, sam dov minus, x8 sam, x3 sam, sam porous, quen zun minus, dov quen minus x0 tav
  - opt_b type zun, sam dov minus, zun warm, tav fibrous, type sam, dov rigid, type quen, quen heavy, x0 tav, x3 sam, tav quen minus, type dov, type tav, quen zun minus, x4 quen, sam porous, x2 sam, x8 sam dov zun minus
  - opt_a type dov, dov zun minus, type zun, x8 sam, quen zun minus, quen heavy, type tav, x0 tav, sam porous, type sam, type quen, zun warm, dov rigid, x3 sam, x4 quen, tav dov minus, sam dov minus, x2 sam tav fibrous
Entities:
  - x0
  - x2
  - x3
  - x4
  - x8
Observations:
  - x4 warm observe
  - x2 rigid observe
  - x8 rigid observe
  - x2 porous observe
  - x2 warm observe
  - x0 fibrous observe
  - x4 heavy observe
  - x3 porous observe
  - x0 rigid observe
  - x8 warm observe
  - x3 warm observe
  - x0 warm observe
  - x8 porous observe
  - x3 rigid observe
Consistent ontology вуч?

The candidates are:
  - opt_a x2 is zun, type tav, type zun, x8 is zun, tav is porous, quen is fibrous, type quen, tav is warm, zun minus quen, x3 is zun, zun is heavy, tav minus quen and x1 is tav
  - opt_d zun is heavy, tav minus quen, type quen, type zun, x3 is zun, x2 is zun, x8 is zun, quen is fibrous, zun minus quen, type tav, x1 is tav and quen is porous
  - opt_b x1 is tav, type zun, x8 is zun, zun is heavy, quen is fibrous, type quen, tav minus quen, zun minus quen, x3 is zun, tav is porous, type tav and x2 is zun
  - opt_c tav minus quen, x8 is zun, zun is heavy, type zun, x3 is zun, quen is fibrous, zun minus quen, type tav, x1 is tav, x2 is zun, tav is porous, tav is striped and type quen
The entities are: x1; x2; x3; x8.
The observations are:
  - x1 was observed to be porous
  - x8 was observed to be fibrous
  - x8 was observed to be heavy
  - x3 was observed to be heavy
  - x2 was observed to be heavy
  - x1 was observed to be fibrous
  - x2 was observed to be fibrous
  - x3 was observed to be fibrous
What is the consistent ontology?

Los candidatos son:
  - opción A: x2 es Zun, el tipo: Tav, el tipo: Zun, x8 es Zun, Tav es poroso, Quen es fibroso, el tipo: Quen, Tav es cálido, Zun menos Quen, x3 es Zun, Zun es pesado, Tav menos Quen y x1 es Tav
  - opción D: Zun es pesado, Tav menos Quen, el tipo: Quen, el tipo: Zun, x3 es Zun, x2 es Zun, x8 es Zun, Quen es fibroso, Zun menos Quen, el tipo: Tav, x1 es Tav y Quen es poroso
  - opción B: x1 es Tav, el tipo: Zun, x8 es Zun, Zun es pesado, Quen es fibroso, el tipo: Quen, Tav menos Quen, Zun menos Quen, x3 es Zun, Tav es poroso, el tipo: Tav y x2 es Zun
  - opción C: Tav menos Quen, x8 es Zun, Zun es pesado, el tipo: Zun, x3 es Zun, Quen es fibroso, Zun menos Quen, el tipo: Tav, x1 es Tav, x2 es Zun, Tav es poroso, Tav es rayado y el tipo: Quen
Las entidades son: x1; x2; x3; x8.
Las observaciones son:
  - x1 se observó como poroso
  - x8 se observó como fibroso
  - x8 se observó como pesado
  - x3 se observó como pesado
  - x2 se observó como pesado
  - x1 se observó como fibroso
  - x2 se observó como fibroso
  - x3 se observó como fibroso
¿Qué consistent ontology?

候选项如下：
  - 选项A：x2是尊恩、类型：塔夫、类型：尊恩、x8是尊恩、塔夫是多孔的、昆恩是纤维状的、类型：昆恩、塔夫是温暖的、尊恩减昆恩、x3是尊恩、尊恩是重的、塔夫减昆恩和x1是塔夫
  - 选项D：尊恩是重的、塔夫减昆恩、类型：昆恩、类型：尊恩、x3是尊恩、x2是尊恩、x8是尊恩、昆恩是纤维状的、尊恩减昆恩、类型：塔夫、x1是塔夫和昆恩是多孔的
  - 选项B：x1是塔夫、类型：尊恩、x8是尊恩、尊恩是重的、昆恩是纤维状的、类型：昆恩、塔夫减昆恩、尊恩减昆恩、x3是尊恩、塔夫是多孔的、类型：塔夫和x2是尊恩
  - 选项C：塔夫减昆恩、x8是尊恩、尊恩是重的、类型：尊恩、x3是尊恩、昆恩是纤维状的、尊恩减昆恩、类型：塔夫、x1是塔夫、x2是尊恩、塔夫是多孔的、塔夫是条纹的和类型：昆恩
实体如下：x1；x2；x3；x8。
观察如下：
  - x1观察到多孔的
  - x8观察到纤维状的
  - x8观察到重
  - x3观察到重
  - x2观察到重
  - x1观察到纤维状的
  - x2观察到纤维状的
  - x3观察到纤维状的
consistent ontology什么？

Adaylar:
  - opt_a: x2 zun, tip: tav, tip: zun, x8 zun, tav gözenekli, quen lifli, tip: quen, tav ılık, zun quen eksi, x3 zun, zun ağır, tav quen eksi ve x1 tav
  - opt_d: zun ağır, tav quen eksi, tip: quen, tip: zun, x3 zun, x2 zun, x8 zun, quen lifli, zun quen eksi, tip: tav, x1 tav ve quen gözenekli
  - opt_b: x1 tav, tip: zun, x8 zun, zun ağır, quen lifli, tip: quen, tav quen eksi, zun quen eksi, x3 zun, tav gözenekli, tip: tav ve x2 zun
  - opt_c: tav quen eksi, x8 zun, zun ağır, tip: zun, x3 zun, quen lifli, zun quen eksi, tip: tav, x1 tav, x2 zun, tav gözenekli, tav çizgili ve tip: quen
Varlıklar: x1; x2; x3; x8.
Gözlemler:
  - x1 gözenekli gözlemlendi
  - x8 lifli gözlemlendi
  - x8 ağır gözlemlendi
  - x3 ağır gözlemlendi
  - x2 ağır gözlemlendi
  - x1 lifli gözlemlendi
  - x2 lifli gözlemlendi
  - x3 lifli gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_a: x2 ni zun, type: tav, type: zun, x8 ni zun, tav ni porous, quen ni fibrous, type: quen, tav ni vuguvugu, zun minus quen, x3 ni zun, zun ni zito, tav minus quen na x1 ni tav
  - opt_d: zun ni zito, tav minus quen, type: quen, type: zun, x3 ni zun, x2 ni zun, x8 ni zun, quen ni fibrous, zun minus quen, type: tav, x1 ni tav na quen ni porous
  - opt_b: x1 ni tav, type: zun, x8 ni zun, zun ni zito, quen ni fibrous, type: quen, tav minus quen, zun minus quen, x3 ni zun, tav ni porous, type: tav na x2 ni zun
  - opt_c: tav minus quen, x8 ni zun, zun ni zito, type: zun, x3 ni zun, quen ni fibrous, zun minus quen, type: tav, x1 ni tav, x2 ni zun, tav ni porous, tav ni striped na type: quen
Entities: x1; x2; x3; x8.
Uchunguzi:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe zito
  - x3 observe zito
  - x2 observe zito
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology nini?

The candidates are:
  - opt_a x2 is zun, type tav, type zun, x8 is zun, tav is porous, quen is fibrous, type quen, tav is warm, zun minus quen, x3 is zun, zun is heavy, tav minus quen and x1 is tav
  - opt_d zun is heavy, tav minus quen, type quen, type zun, x3 is zun, x2 is zun, x8 is zun, quen is fibrous, zun minus quen, type tav, x1 is tav and quen is porous
  - opt_b x1 is tav, type zun, x8 is zun, zun is heavy, quen is fibrous, type quen, tav minus quen, zun minus quen, x3 is zun, tav is porous, type tav and x2 is zun
  - opt_c tav minus quen, x8 is zun, zun is heavy, type zun, x3 is zun, quen is fibrous, zun minus quen, type tav, x1 is tav, x2 is zun, tav is porous, tav is striped and type quen
The entities are: x1; x2; x3; x8.
The observations are:
  - x1 was observed to be porous
  - x8 was observed to be fibrous
  - x8 was observed to be heavy
  - x3 was observed to be heavy
  - x2 was observed to be heavy
  - x1 was observed to be fibrous
  - x2 was observed to be fibrous
  - x3 was observed to be fibrous
What is the consistent ontology?

{candidates: [(candidate opt_a [(inst x2 zun) (type tav) (type zun) (inst x8 zun) (prop tav porous) (prop quen fibrous) (type quen) (prop tav warm) (sub zun quen) (inst x3 zun) (prop zun heavy) (sub tav quen) (inst x1 tav)]) (candidate opt_d [(prop zun heavy) (sub tav quen) (type quen) (type zun) (inst x3 zun) (inst x2 zun) (inst x8 zun) (prop quen fibrous) (sub zun quen) (type tav) (inst x1 tav) (prop quen porous)]) (candidate opt_b [(inst x1 tav) (type zun) (inst x8 zun) (prop zun heavy) (prop quen fibrous) (type quen) (sub tav quen) (sub zun quen) (inst x3 zun) (prop tav porous) (type tav) (inst x2 zun)]) (candidate opt_c [(sub tav quen) (inst x8 zun) (prop zun heavy) (type zun) (inst x3 zun) (prop quen fibrous) (sub zun quen) (type tav) (inst x1 tav) (inst x2 zun) (prop tav porous) (prop tav striped) (type quen)])], entities: [x1 x2 x3 x8], observations: [(observed x1 porous) (observed x8 fibrous) (observed x8 heavy) (observed x3 heavy) (observed x2 heavy) (observed x1 fibrous) (observed x2 fibrous) (observed x3 fibrous)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_a x2 ist zun, type tav, type zun, x8 ist zun, tav ist poröser, quen ist fibrous, type quen, tav ist warmer, zun weniger quen, x3 ist zun, zun ist schwerer, tav weniger quen und x1 ist tav
  - opt_d zun ist schwerer, tav weniger quen, type quen, type zun, x3 ist zun, x2 ist zun, x8 ist zun, quen ist fibrous, zun weniger quen, type tav, x1 ist tav und quen ist poröser
  - opt_b x1 ist tav, type zun, x8 ist zun, zun ist schwerer, quen ist fibrous, type quen, tav weniger quen, zun weniger quen, x3 ist zun, tav ist poröser, type tav und x2 ist zun
  - opt_c tav weniger quen, x8 ist zun, zun ist schwerer, type zun, x3 ist zun, quen ist fibrous, zun weniger quen, type tav, x1 ist tav, x2 ist zun, tav ist poröser, tav ist gestreifter und type quen
Die Entitäten sind: x1; x2; x3; x8.
Beobachtungen:
  - x1 beobachten poröse
  - x8 beobachten fibrous
  - x8 beobachten schwere
  - x3 beobachten schwere
  - x2 beobachten schwere
  - x1 beobachten fibrous
  - x2 beobachten fibrous
  - x3 beobachten fibrous
Was beständig Ontologie?

Кандѝда̄т:
  - opt_a x2 би̏ти zun, ти̑п tav, ти̑п zun, x8 би̏ти zun, tav би̏ти porous, quen би̏ти fibrous, ти̑п quen, tav би̏ти то̏пао, zun minus quen, x3 би̏ти zun, zun би̏ти те́жак, tav minus quen и x1 би̏ти tav
  - opt_d zun би̏ти те́жак, tav minus quen, ти̑п quen, ти̑п zun, x3 би̏ти zun, x2 би̏ти zun, x8 би̏ти zun, quen би̏ти fibrous, zun minus quen, ти̑п tav, x1 би̏ти tav и quen би̏ти porous
  - opt_b x1 би̏ти tav, ти̑п zun, x8 би̏ти zun, zun би̏ти те́жак, quen би̏ти fibrous, ти̑п quen, tav minus quen, zun minus quen, x3 би̏ти zun, tav би̏ти porous, ти̑п tav и x2 би̏ти zun
  - opt_c tav minus quen, x8 би̏ти zun, zun би̏ти те́жак, ти̑п zun, x3 би̏ти zun, quen би̏ти fibrous, zun minus quen, ти̑п tav, x1 би̏ти tav, x2 би̏ти zun, tav би̏ти porous, tav би̏ти striped и ти̑п quen
Ентѝте̄т: x1; x2; x3; x8.
Опа́жа̄ње:
  - x1 прома́трати porous
  - x8 прома́трати fibrous
  - x8 прома́трати те́жак
  - x3 прома́трати те́жак
  - x2 прома́трати те́жак
  - x1 прома́трати fibrous
  - x2 прома́трати fibrous
  - x3 прома́трати fibrous
Consistent ontològija kakav?

Ehdokkaat:
  - opt_a x2 on zun, luokka tav, luokka zun, x8 on zun, tav on huokoinen, quen on runsaskuituinen, luokka quen, tav on lämmin, zun miinus quen, x3 on zun, zun on painava, tav miinus quen ja x1 on tav
  - opt_d zun on painava, tav miinus quen, luokka quen, luokka zun, x3 on zun, x2 on zun, x8 on zun, quen on runsaskuituinen, zun miinus quen, luokka tav, x1 on tav ja quen on huokoinen
  - opt_b x1 on tav, luokka zun, x8 on zun, zun on painava, quen on runsaskuituinen, luokka quen, tav miinus quen, zun miinus quen, x3 on zun, tav on huokoinen, luokka tav ja x2 on zun
  - opt_c tav miinus quen, x8 on zun, zun on painava, luokka zun, x3 on zun, quen on runsaskuituinen, zun miinus quen, luokka tav, x1 on tav, x2 on zun, tav on huokoinen, tav on raidallinen ja luokka quen
Olennot: x1; x2; x3; x8.
Havainnoinnit:
  - x1 havainnoida huokoinen
  - x8 havainnoida runsaskuituinen
  - x8 havainnoida painava
  - x3 havainnoida painava
  - x2 havainnoida painava
  - x1 havainnoida runsaskuituinen
  - x2 havainnoida runsaskuituinen
  - x3 havainnoida runsaskuituinen
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项A：x2是尊恩、类型：塔夫、类型：尊恩、x8是尊恩、塔夫是多孔的、昆恩是纤维状的、类型：昆恩、塔夫是温暖的、尊恩减昆恩、x3是尊恩、尊恩是重的、塔夫减昆恩和x1是塔夫
  - 选项D：尊恩是重的、塔夫减昆恩、类型：昆恩、类型：尊恩、x3是尊恩、x2是尊恩、x8是尊恩、昆恩是纤维状的、尊恩减昆恩、类型：塔夫、x1是塔夫和昆恩是多孔的
  - 选项B：x1是塔夫、类型：尊恩、x8是尊恩、尊恩是重的、昆恩是纤维状的、类型：昆恩、塔夫减昆恩、尊恩减昆恩、x3是尊恩、塔夫是多孔的、类型：塔夫和x2是尊恩
  - 选项C：塔夫减昆恩、x8是尊恩、尊恩是重的、类型：尊恩、x3是尊恩、昆恩是纤维状的、尊恩减昆恩、类型：塔夫、x1是塔夫、x2是尊恩、塔夫是多孔的、塔夫是条纹的和类型：昆恩
实体如下：x1；x2；x3；x8。
观察如下：
  - x1观察到多孔的
  - x8观察到纤维状的
  - x8观察到重
  - x3观察到重
  - x2观察到重
  - x1观察到纤维状的
  - x2观察到纤维状的
  - x3观察到纤维状的
consistent ontology什么？

候補者:
  - opt_a:x2zunです, 種類:tav, 種類:zun, x8zunです, tav多孔質のです, quenfibrousです, 種類:quen, tav暖かいです, zunquenminus, x3zunです, zun重いです, tavquenminusとx1tavです
  - opt_d:zun重いです, tavquenminus, 種類:quen, 種類:zun, x3zunです, x2zunです, x8zunです, quenfibrousです, zunquenminus, 種類:tav, x1tavですとquen多孔質のです
  - opt_b:x1tavです, 種類:zun, x8zunです, zun重いです, quenfibrousです, 種類:quen, tavquenminus, zunquenminus, x3zunです, tav多孔質のです, 種類:tavとx2zunです
  - opt_c:tavquenminus, x8zunです, zun重いです, 種類:zun, x3zunです, quenfibrousです, zunquenminus, 種類:tav, x1tavです, x2zunです, tav多孔質のです, tav縞模様のですと種類:quen
実体:x1; x2; x3; x8.
観察:
  - x1多孔質の観察する
  - x8fibrous観察する
  - x8重い観察する
  - x3重い観察する
  - x2重い観察する
  - x1fibrous観察する
  - x2fibrous観察する
  - x3fibrous観察する
consistent存在論何と?

Adaylar:
  - opt_a: x2 zun, tip: tav, tip: zun, x8 zun, tav gözenekli, quen lifli, tip: quen, tav ılık, zun quen eksi, x3 zun, zun ağır, tav quen eksi ve x1 tav
  - opt_d: zun ağır, tav quen eksi, tip: quen, tip: zun, x3 zun, x2 zun, x8 zun, quen lifli, zun quen eksi, tip: tav, x1 tav ve quen gözenekli
  - opt_b: x1 tav, tip: zun, x8 zun, zun ağır, quen lifli, tip: quen, tav quen eksi, zun quen eksi, x3 zun, tav gözenekli, tip: tav ve x2 zun
  - opt_c: tav quen eksi, x8 zun, zun ağır, tip: zun, x3 zun, quen lifli, zun quen eksi, tip: tav, x1 tav, x2 zun, tav gözenekli, tav çizgili ve tip: quen
Varlıklar: x1; x2; x3; x8.
Gözlemler:
  - x1 gözenekli gözlemlendi
  - x8 lifli gözlemlendi
  - x8 ağır gözlemlendi
  - x3 ağır gözlemlendi
  - x2 ağır gözlemlendi
  - x1 lifli gözlemlendi
  - x2 lifli gözlemlendi
  - x3 lifli gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_a x2 zun، type tav، type zun، x8 zun، tav porous، quen fibrous، type quen، tav دَافِئ، نَاقَص zun quen، x3 zun، zun ثَقِيل، نَاقَص tav quen وَـ x1 tav
  - opt_d zun ثَقِيل، نَاقَص tav quen، type quen، type zun، x3 zun، x2 zun، x8 zun، quen fibrous، نَاقَص zun quen، type tav، x1 tav وَـ quen porous
  - opt_b x1 tav، type zun، x8 zun، zun ثَقِيل، quen fibrous، type quen، نَاقَص tav quen، نَاقَص zun quen، x3 zun، tav porous، type tav وَـ x2 zun
  - opt_c نَاقَص tav quen، x8 zun، zun ثَقِيل، type zun، x3 zun، quen fibrous، نَاقَص zun quen، type tav، x1 tav، x2 zun، tav porous، tav مُخَطَّط وَـ type quen
كِيَان: x1؛ x2؛ x3؛ x8.
رَصْد:
  - لَاحَظَ x1 porous
  - لَاحَظَ x8 fibrous
  - لَاحَظَ x8 ثَقِيل
  - لَاحَظَ x3 ثَقِيل
  - لَاحَظَ x2 ثَقِيل
  - لَاحَظَ x1 fibrous
  - لَاحَظَ x2 fibrous
  - لَاحَظَ x3 fibrous
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_a x2 zun ყოფნა, type tav, type zun, x8 zun ყოფნა, tav porous ყოფნა, quen fibrous ყოფნა, type quen, tav თბილი ყოფნა, zun quen minus, x3 zun ყოფნა, zun მძიმე ყოფნა, tav quen minus და x1 tav ყოფნა
  - opt_d zun მძიმე ყოფნა, tav quen minus, type quen, type zun, x3 zun ყოფნა, x2 zun ყოფნა, x8 zun ყოფნა, quen fibrous ყოფნა, zun quen minus, type tav, x1 tav ყოფნა და quen porous ყოფნა
  - opt_b x1 tav ყოფნა, type zun, x8 zun ყოფნა, zun მძიმე ყოფნა, quen fibrous ყოფნა, type quen, tav quen minus, zun quen minus, x3 zun ყოფნა, tav porous ყოფნა, type tav და x2 zun ყოფნა
  - opt_c tav quen minus, x8 zun ყოფნა, zun მძიმე ყოფნა, type zun, x3 zun ყოფნა, quen fibrous ყოფნა, zun quen minus, type tav, x1 tav ყოფნა, x2 zun ყოფნა, tav porous ყოფნა, tav striped ყოფნა და type quen
Არსებები: x1; x2; x3; x8.
Დაკვირვება:
  - x1 porous აკვირდება
  - x8 fibrous აკვირდება
  - x8 მძიმე აკვირდება
  - x3 მძიმე აკვირდება
  - x2 მძიმე აკვირდება
  - x1 fibrous აკვირდება
  - x2 fibrous აკვირდება
  - x3 fibrous აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_a x2 zun, pato tav, pato zun, x8 zun, tav pōareare, quen akaaka, pato quen, tav mahana, minus zun quen, x3 zun, zun makerewhatu, minus tav quen me x1 tav
  - opt_d zun makerewhatu, minus tav quen, pato quen, pato zun, x3 zun, x2 zun, x8 zun, quen akaaka, minus zun quen, pato tav, x1 tav me quen pōareare
  - opt_b x1 tav, pato zun, x8 zun, zun makerewhatu, quen akaaka, pato quen, minus tav quen, minus zun quen, x3 zun, tav pōareare, pato tav me x2 zun
  - opt_c minus tav quen, x8 zun, zun makerewhatu, pato zun, x3 zun, quen akaaka, minus zun quen, pato tav, x1 tav, x2 zun, tav pōareare, tav tāwakawaka me pato quen
Hinonga: x1; x2; x3; x8.
Observations:
  - observe x1 pōareare
  - observe x8 akaaka
  - observe x8 makerewhatu
  - observe x3 makerewhatu
  - observe x2 makerewhatu
  - observe x1 akaaka
  - observe x2 akaaka
  - observe x3 akaaka
Consistent ontology unutai?

Candidates:
  - opt_a x2 là zun, loại tav, loại zun, x8 là zun, tav là porous, quen là fibrous, loại quen, tav là warm, zun trừ quen, x3 là zun, zun là nặng, tav trừ quen và x1 là tav
  - opt_d zun là nặng, tav trừ quen, loại quen, loại zun, x3 là zun, x2 là zun, x8 là zun, quen là fibrous, zun trừ quen, loại tav, x1 là tav và quen là porous
  - opt_b x1 là tav, loại zun, x8 là zun, zun là nặng, quen là fibrous, loại quen, tav trừ quen, zun trừ quen, x3 là zun, tav là porous, loại tav và x2 là zun
  - opt_c tav trừ quen, x8 là zun, zun là nặng, loại zun, x3 là zun, quen là fibrous, zun trừ quen, loại tav, x1 là tav, x2 là zun, tav là porous, tav là striped và loại quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 quan sát porous
  - x8 quan sát fibrous
  - x8 quan sát nặng
  - x3 quan sát nặng
  - x2 quan sát nặng
  - x1 quan sát fibrous
  - x2 quan sát fibrous
  - x3 quan sát fibrous
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_a:x2ถูกzun, ประเภท:tav, ประเภท:zun, x8ถูกzun, tavถูกporous, quenถูกfibrous, ประเภท:quen, tavถูกอุ่น, zunminusquen, x3ถูกzun, zunถูกหนัก, tavminusquenและx1ถูกtav
  - opt_d:zunถูกหนัก, tavminusquen, ประเภท:quen, ประเภท:zun, x3ถูกzun, x2ถูกzun, x8ถูกzun, quenถูกfibrous, zunminusquen, ประเภท:tav, x1ถูกtavและquenถูกporous
  - opt_b:x1ถูกtav, ประเภท:zun, x8ถูกzun, zunถูกหนัก, quenถูกfibrous, ประเภท:quen, tavminusquen, zunminusquen, x3ถูกzun, tavถูกporous, ประเภท:tavและx2ถูกzun
  - opt_c:tavminusquen, x8ถูกzun, zunถูกหนัก, ประเภท:zun, x3ถูกzun, quenถูกfibrous, zunminusquen, ประเภท:tav, x1ถูกtav, x2ถูกzun, tavถูกporous, tavถูกstripedและประเภท:quen
entities:x1; x2; x3; x8.
การสังเกต:
  - x1สังเกตporous
  - x8สังเกตfibrous
  - x8สังเกตหนัก
  - x3สังเกตหนัก
  - x2สังเกตหนัก
  - x1สังเกตfibrous
  - x2สังเกตfibrous
  - x3สังเกตfibrous
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav இதமாக, zun quen கழித்தல், x3 zun, zun heavy, tav quen கழித்தல் மற்றும் x1 tav
  - opt_d zun heavy, tav quen கழித்தல், type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun quen கழித்தல், type tav, x1 tav மற்றும் quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav quen கழித்தல், zun quen கழித்தல், x3 zun, tav porous, type tav மற்றும் x2 zun
  - opt_c tav quen கழித்தல், x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun quen கழித்தல், type tav, x1 tav, x2 zun, tav porous, tav striped மற்றும் type quen
entities: x1; x2; x3; x8.
observations:
  - x1 porous observe
  - x8 fibrous observe
  - x8 heavy observe
  - x3 heavy observe
  - x2 heavy observe
  - x1 fibrous observe
  - x2 fibrous observe
  - x3 fibrous observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_a: x2 ni zun, type: tav, type: zun, x8 ni zun, tav ni porous, quen ni fibrous, type: quen, tav ni vuguvugu, zun minus quen, x3 ni zun, zun ni zito, tav minus quen na x1 ni tav
  - opt_d: zun ni zito, tav minus quen, type: quen, type: zun, x3 ni zun, x2 ni zun, x8 ni zun, quen ni fibrous, zun minus quen, type: tav, x1 ni tav na quen ni porous
  - opt_b: x1 ni tav, type: zun, x8 ni zun, zun ni zito, quen ni fibrous, type: quen, tav minus quen, zun minus quen, x3 ni zun, tav ni porous, type: tav na x2 ni zun
  - opt_c: tav minus quen, x8 ni zun, zun ni zito, type: zun, x3 ni zun, quen ni fibrous, zun minus quen, type: tav, x1 ni tav, x2 ni zun, tav ni porous, tav ni striped na type: quen
Entities: x1; x2; x3; x8.
Uchunguzi:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe zito
  - x3 observe zito
  - x2 observe zito
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology nini?

Candidates:
  - opt_a x2 zun átʼé, type tav, type zun, x8 zun átʼé, tav porous átʼé, quen fibrous átʼé, type quen, tav warm átʼé, zun quen minus, x3 zun átʼé, zun nisdaaz átʼé, tav quen minus dóó x1 tav átʼé
  - opt_d zun nisdaaz átʼé, tav quen minus, type quen, type zun, x3 zun átʼé, x2 zun átʼé, x8 zun átʼé, quen fibrous átʼé, zun quen minus, type tav, x1 tav átʼé dóó quen porous átʼé
  - opt_b x1 tav átʼé, type zun, x8 zun átʼé, zun nisdaaz átʼé, quen fibrous átʼé, type quen, tav quen minus, zun quen minus, x3 zun átʼé, tav porous átʼé, type tav dóó x2 zun átʼé
  - opt_c tav quen minus, x8 zun átʼé, zun nisdaaz átʼé, type zun, x3 zun átʼé, quen fibrous átʼé, zun quen minus, type tav, x1 tav átʼé, x2 zun átʼé, tav porous átʼé, tav striped átʼé dóó type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 porous observe
  - x8 fibrous observe
  - x8 nisdaaz observe
  - x3 nisdaaz observe
  - x2 nisdaaz observe
  - x1 fibrous observe
  - x2 fibrous observe
  - x3 fibrous observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_a x2 zun a, type tav, type zun, x8 zun a, tav porous a, quen fibrous a, type quen, tav warm a, zun quen minus, x3 zun a, zun heavy a, tav quen minus aamma x1 tav a
  - opt_d zun heavy a, tav quen minus, type quen, type zun, x3 zun a, x2 zun a, x8 zun a, quen fibrous a, zun quen minus, type tav, x1 tav a aamma quen porous a
  - opt_b x1 tav a, type zun, x8 zun a, zun heavy a, quen fibrous a, type quen, tav quen minus, zun quen minus, x3 zun a, tav porous a, type tav aamma x2 zun a
  - opt_c tav quen minus, x8 zun a, zun heavy a, type zun, x3 zun a, quen fibrous a, zun quen minus, type tav, x1 tav a, x2 zun a, tav porous a, tav striped a aamma type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 porous observe
  - x8 fibrous observe
  - x8 heavy observe
  - x3 heavy observe
  - x2 heavy observe
  - x1 fibrous observe
  - x2 fibrous observe
  - x3 fibrous observe
Consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun minus quen, x3 zun, zun heavy, tav minus quen na x1 tav
  - opt_d zun heavy, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav na quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav na x2 zun
  - opt_c tav minus quen, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped na type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology what?

Candidates:
  - opt_a x2 zun, sësàphitehike tav, sësàphitehike zun, x8 zun, tav porous, quen fibrous, sësàphitehike quen, tav warm, zun minus quen, x3 zun, zun heavy, tav minus quen x1 tav
  - opt_d zun heavy, tav minus quen, sësàphitehike quen, sësàphitehike zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, sësàphitehike tav, x1 tav quen porous
  - opt_b x1 tav, sësàphitehike zun, x8 zun, zun heavy, quen fibrous, sësàphitehike quen, tav minus quen, zun minus quen, x3 zun, tav porous, sësàphitehike tav x2 zun
  - opt_c tav minus quen, x8 zun, zun heavy, sësàphitehike zun, x3 zun, quen fibrous, zun minus quen, sësàphitehike tav, x1 tav, x2 zun, tav porous, tav mamalsi sësàphitehike quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology kwèch?

Candidates:
  - opt_a x2 хила zun, type tav, type zun, x8 хила zun, tav хила porous, quen хила fibrous, type quen, tav хила мела, zun minus quen, x3 хила zun, zun хила деза, tav minus quen а x1 хила tav
  - opt_d zun хила деза, tav minus quen, type quen, type zun, x3 хила zun, x2 хила zun, x8 хила zun, quen хила fibrous, zun minus quen, type tav, x1 хила tav а quen хила porous
  - opt_b x1 хила tav, type zun, x8 хила zun, zun хила деза, quen хила fibrous, type quen, tav minus quen, zun minus quen, x3 хила zun, tav хила porous, type tav а x2 хила zun
  - opt_c tav minus quen, x8 хила zun, zun хила деза, type zun, x3 хила zun, quen хила fibrous, zun minus quen, type tav, x1 хила tav, x2 хила zun, tav хила porous, tav хила striped а type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe деза
  - x3 observe деза
  - x2 observe деза
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology фу?

후보자:
  - opt_a x2 zun, 유형 tav, 유형 zun, x8 zun, tav porous, quen fibrous, 유형 quen, tav 따뜻하다, zun quen 빼기, x3 zun, zun 무겁다, tav quen 빼기 x1 tav
  - opt_d zun 무겁다, tav quen 빼기, 유형 quen, 유형 zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun quen 빼기, 유형 tav, x1 tav quen porous
  - opt_b x1 tav, 유형 zun, x8 zun, zun 무겁다, quen fibrous, 유형 quen, tav quen 빼기, zun quen 빼기, x3 zun, tav porous, 유형 tav x2 zun
  - opt_c tav quen 빼기, x8 zun, zun 무겁다, 유형 zun, x3 zun, quen fibrous, zun quen 빼기, 유형 tav, x1 tav, x2 zun, tav porous, tav striped 유형 quen
실재: x1; x2; x3; x8.
관찰:
  - x1 porous 관찰하다
  - x8 fibrous 관찰하다
  - x8 무겁다 관찰하다
  - x3 무겁다 관찰하다
  - x2 무겁다 관찰하다
  - x1 fibrous 관찰하다
  - x2 fibrous 관찰하다
  - x3 fibrous 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_a x2 zun dago, mota tav, mota zun, x8 zun dago, tav porous dago, quen fibrous dago, mota quen, tav warm dago, zun quen ken, x3 zun dago, zun astun dago, tav quen ken eta x1 tav dago
  - opt_d zun astun dago, tav quen ken, mota quen, mota zun, x3 zun dago, x2 zun dago, x8 zun dago, quen fibrous dago, zun quen ken, mota tav, x1 tav dago eta quen porous dago
  - opt_b x1 tav dago, mota zun, x8 zun dago, zun astun dago, quen fibrous dago, mota quen, tav quen ken, zun quen ken, x3 zun dago, tav porous dago, mota tav eta x2 zun dago
  - opt_c tav quen ken, x8 zun dago, zun astun dago, mota zun, x3 zun dago, quen fibrous dago, zun quen ken, mota tav, x1 tav dago, x2 zun dago, tav porous dago, tav striped dago eta mota quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 porous observe
  - x8 fibrous observe
  - x8 astun observe
  - x3 astun observe
  - x2 astun observe
  - x1 fibrous observe
  - x2 fibrous observe
  - x3 fibrous observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun minus quen, x3 zun, zun ᎦᎨᏓ, tav minus quen ᎠᎴ x1 tav
  - opt_d zun ᎦᎨᏓ, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav ᎠᎴ quen porous
  - opt_b x1 tav, type zun, x8 zun, zun ᎦᎨᏓ, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav ᎠᎴ x2 zun
  - opt_c tav minus quen, x8 zun, zun ᎦᎨᏓ, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped ᎠᎴ type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe ᎦᎨᏓ
  - x3 observe ᎦᎨᏓ
  - x2 observe ᎦᎨᏓ
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
What consistent ontology?

Candidates:
  - opt_a x2 tiyay zun, type tav, type zun, x8 tiyay zun, tav tiyay porous, quen tiyay fibrous, type quen, tav tiyay q’uñi, zun minus quen, x3 tiyay zun, zun tiyay llasaq, tav minus quen x1 tiyay tav
  - opt_d zun tiyay llasaq, tav minus quen, type quen, type zun, x3 tiyay zun, x2 tiyay zun, x8 tiyay zun, quen tiyay fibrous, zun minus quen, type tav, x1 tiyay tav quen tiyay porous
  - opt_b x1 tiyay tav, type zun, x8 tiyay zun, zun tiyay llasaq, quen tiyay fibrous, type quen, tav minus quen, zun minus quen, x3 tiyay zun, tav tiyay porous, type tav x2 tiyay zun
  - opt_c tav minus quen, x8 tiyay zun, zun tiyay llasaq, type zun, x3 tiyay zun, quen tiyay fibrous, zun minus quen, type tav, x1 tiyay tav, x2 tiyay zun, tav tiyay porous, tav tiyay striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 qhaway porous
  - x8 qhaway fibrous
  - x8 qhaway llasaq
  - x3 qhaway llasaq
  - x2 qhaway llasaq
  - x1 qhaway fibrous
  - x2 qhaway fibrous
  - x3 qhaway fibrous
Consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun quen minus, x3 zun, zun heavy, tav quen minus ыкӏи x1 tav
  - opt_d zun heavy, tav quen minus, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun quen minus, type tav, x1 tav ыкӏи quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav quen minus, zun quen minus, x3 zun, tav porous, type tav ыкӏи x2 zun
  - opt_c tav quen minus, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun quen minus, type tav, x1 tav, x2 zun, tav porous, tav striped ыкӏи type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 porous observe
  - x8 fibrous observe
  - x8 heavy observe
  - x3 heavy observe
  - x2 heavy observe
  - x1 fibrous observe
  - x2 fibrous observe
  - x3 fibrous observe
Consistent ontology сыд?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav kub, zun minus quen, x3 zun, zun nyhav, tav minus quen thiab x1 tav
  - opt_d zun nyhav, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav thiab quen porous
  - opt_b x1 tav, type zun, x8 zun, zun nyhav, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav thiab x2 zun
  - opt_c tav minus quen, x8 zun, zun nyhav, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped thiab type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe nyhav
  - x3 observe nyhav
  - x2 observe nyhav
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun minus quen, x3 zun, zun heavy, tav minus quen x1 tav
  - opt_d zun heavy, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav x2 zun
  - opt_c tav minus quen, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology ining-jak?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun minus quen, x3 zun, zun heavy, tav minus quen micha' x1 tav
  - opt_d zun heavy, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav micha' quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav micha' x2 zun
  - opt_c tav minus quen, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped micha' type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology nanta?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun quen minus, x3 zun, zun heavy, tav quen minus カ x1 tav
  - opt_d zun heavy, tav quen minus, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun quen minus, type tav, x1 tav カ quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav quen minus, zun quen minus, x3 zun, tav porous, type tav カ x2 zun
  - opt_c tav quen minus, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun quen minus, type tav, x1 tav, x2 zun, tav porous, tav striped カ type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 porous observe
  - x8 fibrous observe
  - x8 heavy observe
  - x3 heavy observe
  - x2 heavy observe
  - x1 fibrous observe
  - x2 fibrous observe
  - x3 fibrous observe
Consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun minus quen, x3 zun, zun heavy, tav minus quen ынкъам x1 tav
  - opt_d zun heavy, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav ынкъам quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav ынкъам x2 zun
  - opt_c tav minus quen, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped ынкъам type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology what?

Candidates:
  - opt_a x2 yan zun, type tav, type zun, x8 yan zun, tav yan porous, quen yan fibrous, type quen, tav yan warm, zun minus quen, x3 yan zun, zun yan aal, tav minus quen yéetel x1 yan tav
  - opt_d zun yan aal, tav minus quen, type quen, type zun, x3 yan zun, x2 yan zun, x8 yan zun, quen yan fibrous, zun minus quen, type tav, x1 yan tav yéetel quen yan porous
  - opt_b x1 yan tav, type zun, x8 yan zun, zun yan aal, quen yan fibrous, type quen, tav minus quen, zun minus quen, x3 yan zun, tav yan porous, type tav yéetel x2 yan zun
  - opt_c tav minus quen, x8 yan zun, zun yan aal, type zun, x3 yan zun, quen yan fibrous, zun minus quen, type tav, x1 yan tav, x2 yan zun, tav yan porous, tav yan striped yéetel type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe aal
  - x3 observe aal
  - x2 observe aal
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun minus quen, x3 zun, zun heavy, tav minus quen x1 tav
  - opt_d zun heavy, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav x2 zun
  - opt_c tav minus quen, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology híli?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun quen minus, x3 zun, zun heavy, tav quen minus na x1 tav
  - opt_d zun heavy, tav quen minus, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun quen minus, type tav, x1 tav na quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav quen minus, zun quen minus, x3 zun, tav porous, type tav na x2 zun
  - opt_c tav quen minus, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun quen minus, type tav, x1 tav, x2 zun, tav porous, tav striped na type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 porous observe
  - x8 fibrous observe
  - x8 heavy observe
  - x3 heavy observe
  - x2 heavy observe
  - x1 fibrous observe
  - x2 fibrous observe
  - x3 fibrous observe
Consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav aku, zun minus quen, x3 zun, zun heavy, tav minus quen x1 tav
  - opt_d zun heavy, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav x2 zun
  - opt_c tav minus quen, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun quen minus, x3 zun, zun heavy, tav quen minus x1 tav
  - opt_d zun heavy, tav quen minus, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun quen minus, type tav, x1 tav quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav quen minus, zun quen minus, x3 zun, tav porous, type tav x2 zun
  - opt_c tav quen minus, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun quen minus, type tav, x1 tav, x2 zun, tav porous, tav striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 porous observe
  - x8 fibrous observe
  - x8 heavy observe
  - x3 heavy observe
  - x2 heavy observe
  - x1 fibrous observe
  - x2 fibrous observe
  - x3 fibrous observe
Consistent ontology what?

Candidates:
  - opt_a x2 ǀîi zun, type tav, type zun, x8 ǀîi zun, tav ǀîi porous, quen ǀîi fibrous, type quen, tav ǀîi ǁqhàã, zun minus quen, x3 ǀîi zun, zun ǀîi heavy, tav minus quen ǂʻá x1 ǀîi tav
  - opt_d zun ǀîi heavy, tav minus quen, type quen, type zun, x3 ǀîi zun, x2 ǀîi zun, x8 ǀîi zun, quen ǀîi fibrous, zun minus quen, type tav, x1 ǀîi tav ǂʻá quen ǀîi porous
  - opt_b x1 ǀîi tav, type zun, x8 ǀîi zun, zun ǀîi heavy, quen ǀîi fibrous, type quen, tav minus quen, zun minus quen, x3 ǀîi zun, tav ǀîi porous, type tav ǂʻá x2 ǀîi zun
  - opt_c tav minus quen, x8 ǀîi zun, zun ǀîi heavy, type zun, x3 ǀîi zun, quen ǀîi fibrous, zun minus quen, type tav, x1 ǀîi tav, x2 ǀîi zun, tav ǀîi porous, tav ǀîi striped ǂʻá type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun quen minus, x3 zun, zun heavy, tav quen minus x1 tav
  - opt_d zun heavy, tav quen minus, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun quen minus, type tav, x1 tav quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav quen minus, zun quen minus, x3 zun, tav porous, type tav x2 zun
  - opt_c tav quen minus, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun quen minus, type tav, x1 tav, x2 zun, tav porous, tav striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 porous observe
  - x8 fibrous observe
  - x8 heavy observe
  - x3 heavy observe
  - x2 heavy observe
  - x1 fibrous observe
  - x2 fibrous observe
  - x3 fibrous observe
Consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun minus quen, x3 zun, zun heavy, tav minus quen x1 tav
  - opt_d zun heavy, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav x2 zun
  - opt_c tav minus quen, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun quen minus, x3 zun, zun heavy, tav quen minus x1 tav
  - opt_d zun heavy, tav quen minus, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun quen minus, type tav, x1 tav quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav quen minus, zun quen minus, x3 zun, tav porous, type tav x2 zun
  - opt_c tav quen minus, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun quen minus, type tav, x1 tav, x2 zun, tav porous, tav striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 porous observe
  - x8 fibrous observe
  - x8 heavy observe
  - x3 heavy observe
  - x2 heavy observe
  - x1 fibrous observe
  - x2 fibrous observe
  - x3 fibrous observe
Consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun minus quen, x3 zun, zun heavy, tav minus quen x1 tav
  - opt_d zun heavy, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav x2 zun
  - opt_c tav minus quen, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology what?

Candidates:
  - opt_a x2 nemi zun, type tav, type zun, x8 nemi zun, tav nemi porous, quen nemi fibrous, type quen, tav nemi warm, zun minus quen, x3 nemi zun, zun nemi heavy, tav minus quen x1 nemi tav
  - opt_d zun nemi heavy, tav minus quen, type quen, type zun, x3 nemi zun, x2 nemi zun, x8 nemi zun, quen nemi fibrous, zun minus quen, type tav, x1 nemi tav quen nemi porous
  - opt_b x1 nemi tav, type zun, x8 nemi zun, zun nemi heavy, quen nemi fibrous, type quen, tav minus quen, zun minus quen, x3 nemi zun, tav nemi porous, type tav x2 nemi zun
  - opt_c tav minus quen, x8 nemi zun, zun nemi heavy, type zun, x3 nemi zun, quen nemi fibrous, zun minus quen, type tav, x1 nemi tav, x2 nemi zun, tav nemi porous, tav nemi striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology tay?

Les candidats sont:
  - opt_a x2 est zun, type tav, type zun, x8 est zun, tav est poreux, quen est fibreux, type quen, tav est chaud, zun moins quen, x3 est zun, zun est lourd, tav moins quen et x1 est tav
  - opt_d zun est lourd, tav moins quen, type quen, type zun, x3 est zun, x2 est zun, x8 est zun, quen est fibreux, zun moins quen, type tav, x1 est tav et quen est poreux
  - opt_b x1 est tav, type zun, x8 est zun, zun est lourd, quen est fibreux, type quen, tav moins quen, zun moins quen, x3 est zun, tav est poreux, type tav et x2 est zun
  - opt_c tav moins quen, x8 est zun, zun est lourd, type zun, x3 est zun, quen est fibreux, zun moins quen, type tav, x1 est tav, x2 est zun, tav est poreux, tav est rayé et type quen
Les entités sont : x1 ; x2 ; x3 ; x8.
Observations :
  - x1 observer poreux
  - x8 observer fibreux
  - x8 observer lourd
  - x3 observer lourd
  - x2 observer lourd
  - x1 observer fibreux
  - x2 observer fibreux
  - x3 observer fibreux
Quoi constant ontologie ?

Kandidato:
  - opt_a x2 egali zun, tipo tav, tipo zun, x8 egali zun, tav egali pora, quen egali fibrous, tipo quen, tav egali varma, zun minus quen, x3 egali zun, zun egali peza, tav minus quen kaj x1 egali tav
  - opt_d zun egali peza, tav minus quen, tipo quen, tipo zun, x3 egali zun, x2 egali zun, x8 egali zun, quen egali fibrous, zun minus quen, tipo tav, x1 egali tav kaj quen egali pora
  - opt_b x1 egali tav, tipo zun, x8 egali zun, zun egali peza, quen egali fibrous, tipo quen, tav minus quen, zun minus quen, x3 egali zun, tav egali pora, tipo tav kaj x2 egali zun
  - opt_c tav minus quen, x8 egali zun, zun egali peza, tipo zun, x3 egali zun, quen egali fibrous, zun minus quen, tipo tav, x1 egali tav, x2 egali zun, tav egali pora, tav egali striita kaj tipo quen
Ento: x1; x2; x3; x8.
Observo:
  - x1 observi pora
  - x8 observi fibrous
  - x8 observi peza
  - x3 observi peza
  - x2 observi peza
  - x1 observi fibrous
  - x2 observi fibrous
  - x3 observi fibrous
Konsekvenca ontology kio?

Indulók:
  - opt_a x2 zun, típus tav, típus zun, x8 zun, tav porous, quen fibrous, típus quen, tav meleg, zun mínusz quen, x3 zun, zun nehéz, tav mínusz quen és x1 tav
  - opt_d zun nehéz, tav mínusz quen, típus quen, típus zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun mínusz quen, típus tav, x1 tav és quen porous
  - opt_b x1 tav, típus zun, x8 zun, zun nehéz, quen fibrous, típus quen, tav mínusz quen, zun mínusz quen, x3 zun, tav porous, típus tav és x2 zun
  - opt_c tav mínusz quen, x8 zun, zun nehéz, típus zun, x3 zun, quen fibrous, zun mínusz quen, típus tav, x1 tav, x2 zun, tav porous, tav csíkos és típus quen
Entities: x1; x2; x3; x8.
Megfigyelések:
  - x1 észlel porous
  - x8 észlel fibrous
  - x8 észlel nehezet
  - x3 észlel nehezet
  - x2 észlel nehezet
  - x1 észlel fibrous
  - x2 észlel fibrous
  - x3 észlel fibrous
Következetes ontológia melyik?

候選人:
  - opt_a:x2是zun, 款:tav, 款:zun, x8是zun, tav是porous, quen是fibrous, 款:quen, tav是暖, zun減quen, x3是zun, zun是重, tav減quen及x1是tav
  - opt_d:zun是重, tav減quen, 款:quen, 款:zun, x3是zun, x2是zun, x8是zun, quen是fibrous, zun減quen, 款:tav, x1是tav及quen是porous
  - opt_b:x1是tav, 款:zun, x8是zun, zun是重, quen是fibrous, 款:quen, tav減quen, zun減quen, x3是zun, tav是porous, 款:tav及x2是zun
  - opt_c:tav減quen, x8是zun, zun是重, 款:zun, x3是zun, quen是fibrous, zun減quen, 款:tav, x1是tav, x2是zun, tav是porous, tav是striped及款:quen
entities:x1; x2; x3; x8.
observations:
  - x1observeporous
  - x8observefibrous
  - x8observe重
  - x3observe重
  - x2observe重
  - x1observefibrous
  - x2observefibrous
  - x3observefibrous
consistent ontology乜嘢?

Candidates:
  - opt_a x2 有ん zun, type tav, type zun, x8 有ん zun, tav 有ん porous, quen 有ん fibrous, type quen, tav 有ん warm, zun minus quen, x3 有ん zun, zun 有ん heavy, tav minus quen とぅ x1 有ん tav
  - opt_d zun 有ん heavy, tav minus quen, type quen, type zun, x3 有ん zun, x2 有ん zun, x8 有ん zun, quen 有ん fibrous, zun minus quen, type tav, x1 有ん tav とぅ quen 有ん porous
  - opt_b x1 有ん tav, type zun, x8 有ん zun, zun 有ん heavy, quen 有ん fibrous, type quen, tav minus quen, zun minus quen, x3 有ん zun, tav 有ん porous, type tav とぅ x2 有ん zun
  - opt_c tav minus quen, x8 有ん zun, zun 有ん heavy, type zun, x3 有ん zun, quen 有ん fibrous, zun minus quen, type tav, x1 有ん tav, x2 有ん zun, tav 有ん porous, tav 有ん striped とぅ type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology what?

Үміткер:
  - opt_a x2 zun, тип tav, тип zun, x8 zun, tav porous, quen fibrous, тип quen, tav жылы, zun minus quen, x3 zun, zun ауыр, tav minus quen және x1 tav
  - opt_d zun ауыр, tav minus quen, тип quen, тип zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, тип tav, x1 tav және quen porous
  - opt_b x1 tav, тип zun, x8 zun, zun ауыр, quen fibrous, тип quen, tav minus quen, zun minus quen, x3 zun, tav porous, тип tav және x2 zun
  - opt_c tav minus quen, x8 zun, zun ауыр, тип zun, x3 zun, quen fibrous, zun minus quen, тип tav, x1 tav, x2 zun, tav porous, tav striped және тип quen
Entities: x1; x2; x3; x8.
Бақылау:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe ауыр
  - x3 observe ауыр
  - x2 observe ауыр
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent онтология не?

מועמדת:
  - opt_a x2 הוּא zun, type tav, type zun, x8 הוּא zun, tav הוּא porous, quen הוּא fibrous, type quen, tav הוּא חָמִים, zun פחות quen, x3 הוּא zun, zun הוּא כָּבֵד, tav פחות quen וְ־ x1 הוּא tav
  - opt_d zun הוּא כָּבֵד, tav פחות quen, type quen, type zun, x3 הוּא zun, x2 הוּא zun, x8 הוּא zun, quen הוּא fibrous, zun פחות quen, type tav, x1 הוּא tav וְ־ quen הוּא porous
  - opt_b x1 הוּא tav, type zun, x8 הוּא zun, zun הוּא כָּבֵד, quen הוּא fibrous, type quen, tav פחות quen, zun פחות quen, x3 הוּא zun, tav הוּא porous, type tav וְ־ x2 הוּא zun
  - opt_c tav פחות quen, x8 הוּא zun, zun הוּא כָּבֵד, type zun, x3 הוּא zun, quen הוּא fibrous, zun פחות quen, type tav, x1 הוּא tav, x2 הוּא zun, tav הוּא porous, tav הוּא striped וְ־ type quen
יְשׁוּת: x1; x2; x3; x8.
תַּצְפִּית:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe כָּבֵד
  - x3 observe כָּבֵד
  - x2 observe כָּבֵד
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
איזה עקבי ikví אונטולוגיה?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun minus quen, x3 zun, zun heavy, tav minus quen დო x1 tav
  - opt_d zun heavy, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav დო quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav დო x2 zun
  - opt_c tav minus quen, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped დო type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology what?

Kandidat:
  - opt_a x2 adalah zun, mengetik tav, mengetik zun, x8 adalah zun, tav adalah porus, quen adalah fibrous, mengetik quen, tav adalah hangat, zun dikurangi quen, x3 adalah zun, zun adalah heavy, tav dikurangi quen dan x1 adalah tav
  - opt_d zun adalah heavy, tav dikurangi quen, mengetik quen, mengetik zun, x3 adalah zun, x2 adalah zun, x8 adalah zun, quen adalah fibrous, zun dikurangi quen, mengetik tav, x1 adalah tav dan quen adalah porus
  - opt_b x1 adalah tav, mengetik zun, x8 adalah zun, zun adalah heavy, quen adalah fibrous, mengetik quen, tav dikurangi quen, zun dikurangi quen, x3 adalah zun, tav adalah porus, mengetik tav dan x2 adalah zun
  - opt_c tav dikurangi quen, x8 adalah zun, zun adalah heavy, mengetik zun, x3 adalah zun, quen adalah fibrous, zun dikurangi quen, mengetik tav, x1 adalah tav, x2 adalah zun, tav adalah porus, tav adalah berloreng dan mengetik quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porus
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Panggah ontologi apa?

បេក្ខជន:
  - opt_a:x2ត្រូវបានzun, type:tav, type:zun, x8ត្រូវបានzun, tavត្រូវបានporous, quenត្រូវបានfibrous, type:quen, tavត្រូវបានក្ដៅ, zunminusquen, x3ត្រូវបានzun, zunត្រូវបានធ្ងន់, tavminusquenនឹងx1ត្រូវបានtav
  - opt_d:zunត្រូវបានធ្ងន់, tavminusquen, type:quen, type:zun, x3ត្រូវបានzun, x2ត្រូវបានzun, x8ត្រូវបានzun, quenត្រូវបានfibrous, zunminusquen, type:tav, x1ត្រូវបានtavនឹងquenត្រូវបានporous
  - opt_b:x1ត្រូវបានtav, type:zun, x8ត្រូវបានzun, zunត្រូវបានធ្ងន់, quenត្រូវបានfibrous, type:quen, tavminusquen, zunminusquen, x3ត្រូវបានzun, tavត្រូវបានporous, type:tavនឹងx2ត្រូវបានzun
  - opt_c:tavminusquen, x8ត្រូវបានzun, zunត្រូវបានធ្ងន់, type:zun, x3ត្រូវបានzun, quenត្រូវបានfibrous, zunminusquen, type:tav, x1ត្រូវបានtav, x2ត្រូវបានzun, tavត្រូវបានporous, tavត្រូវបានstripedនឹងtype:quen
entities:x1; x2; x3; x8.
គំនន់:
  - x1observeporous
  - x8observefibrous
  - x8observeធ្ងន់
  - x3observeធ្ងន់
  - x2observeធ្ងន់
  - x1observefibrous
  - x2observefibrous
  - x3observefibrous
consistent ontologyអី?

ຜູ້ສະໝັກ:
  - opt_a:x2ຢູ່zun, type:tav, type:zun, x8ຢູ່zun, tavຢູ່porous, quenຢູ່fibrous, type:quen, tavຢູ່ອຸ່ນ, zunminusquen, x3ຢູ່zun, zunຢູ່ຫນັກ, tavminusquenແລະx1ຢູ່tav
  - opt_d:zunຢູ່ຫນັກ, tavminusquen, type:quen, type:zun, x3ຢູ່zun, x2ຢູ່zun, x8ຢູ່zun, quenຢູ່fibrous, zunminusquen, type:tav, x1ຢູ່tavແລະquenຢູ່porous
  - opt_b:x1ຢູ່tav, type:zun, x8ຢູ່zun, zunຢູ່ຫນັກ, quenຢູ່fibrous, type:quen, tavminusquen, zunminusquen, x3ຢູ່zun, tavຢູ່porous, type:tavແລະx2ຢູ່zun
  - opt_c:tavminusquen, x8ຢູ່zun, zunຢູ່ຫນັກ, type:zun, x3ຢູ່zun, quenຢູ່fibrous, zunminusquen, type:tav, x1ຢູ່tav, x2ຢູ່zun, tavຢູ່porous, tavຢູ່stripedແລະtype:quen
entities:x1; x2; x3; x8.
observations:
  - x1observeporous
  - x8observefibrous
  - x8observeຫນັກ
  - x3observeຫນັກ
  - x2observeຫນັກ
  - x1observefibrous
  - x2observefibrous
  - x3observefibrous
consistent ontologyຫຍັງ?

candidates:
  - opt_a x2 zun ఉండు, type tav, type zun, x8 zun ఉండు, tav porous ఉండు, quen fibrous ఉండు, type quen, tav వెచ్చని ఉండు, zun quen minus, x3 zun ఉండు, zun బరువైన ఉండు, tav quen minus మరియు x1 tav ఉండు
  - opt_d zun బరువైన ఉండు, tav quen minus, type quen, type zun, x3 zun ఉండు, x2 zun ఉండు, x8 zun ఉండు, quen fibrous ఉండు, zun quen minus, type tav, x1 tav ఉండు మరియు quen porous ఉండు
  - opt_b x1 tav ఉండు, type zun, x8 zun ఉండు, zun బరువైన ఉండు, quen fibrous ఉండు, type quen, tav quen minus, zun quen minus, x3 zun ఉండు, tav porous ఉండు, type tav మరియు x2 zun ఉండు
  - opt_c tav quen minus, x8 zun ఉండు, zun బరువైన ఉండు, type zun, x3 zun ఉండు, quen fibrous ఉండు, zun quen minus, type tav, x1 tav ఉండు, x2 zun ఉండు, tav porous ఉండు, tav striped ఉండు మరియు type quen
entities: x1; x2; x3; x8.
పరిశీలన:
  - x1 porous పరిశీలించు
  - x8 fibrous పరిశీలించు
  - x8 బరువైన పరిశీలించు
  - x3 బరువైన పరిశీలించు
  - x2 బరువైన పరిశీలించు
  - x1 fibrous పరిశీలించు
  - x2 fibrous పరిశీలించు
  - x3 fibrous పరిశీలించు
consistent ontology ఏమిటి?

Candidates:
  - opt_a x2 wà zun, type tav, type zun, x8 wà zun, tav wà porous, quen wà fibrous, type quen, tav wà warm, zun minus quen, x3 wà zun, zun wà heavy, tav minus quen x1 wà tav
  - opt_d zun wà heavy, tav minus quen, type quen, type zun, x3 wà zun, x2 wà zun, x8 wà zun, quen wà fibrous, zun minus quen, type tav, x1 wà tav quen wà porous
  - opt_b x1 wà tav, type zun, x8 wà zun, zun wà heavy, quen wà fibrous, type quen, tav minus quen, zun minus quen, x3 wà zun, tav wà porous, type tav x2 wà zun
  - opt_c tav minus quen, x8 wà zun, zun wà heavy, type zun, x3 wà zun, quen wà fibrous, zun minus quen, type tav, x1 wà tav, x2 wà zun, tav wà porous, tav wà striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
What consistent ontology?

Candidates:
  - opt_a x2 zun naiágúóli, type tav, type zun, x8 zun naiágúóli, tav porous naiágúóli, quen fibrous naiágúóli, type quen, tav warm naiágúóli, zun quen minus, x3 zun naiágúóli, zun heavy naiágúóli, tav quen minus x1 tav naiágúóli
  - opt_d zun heavy naiágúóli, tav quen minus, type quen, type zun, x3 zun naiágúóli, x2 zun naiágúóli, x8 zun naiágúóli, quen fibrous naiágúóli, zun quen minus, type tav, x1 tav naiágúóli quen porous naiágúóli
  - opt_b x1 tav naiágúóli, type zun, x8 zun naiágúóli, zun heavy naiágúóli, quen fibrous naiágúóli, type quen, tav quen minus, zun quen minus, x3 zun naiágúóli, tav porous naiágúóli, type tav x2 zun naiágúóli
  - opt_c tav quen minus, x8 zun naiágúóli, zun heavy naiágúóli, type zun, x3 zun naiágúóli, quen fibrous naiágúóli, zun quen minus, type tav, x1 tav naiágúóli, x2 zun naiágúóli, tav porous naiágúóli, tav striped naiágúóli type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 porous observe
  - x8 fibrous observe
  - x8 heavy observe
  - x3 heavy observe
  - x2 heavy observe
  - x1 fibrous observe
  - x2 fibrous observe
  - x3 fibrous observe
Consistent ontology what?

candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun minus quen, x3 zun, zun heavy, tav minus quen x1 tav
  - opt_d zun heavy, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav x2 zun
  - opt_c tav minus quen, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped type quen
entities: x1; x2; x3; x8.
observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun minus quen, x3 zun, zun heavy, tav minus quen x1 tav
  - opt_d zun heavy, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav x2 zun
  - opt_c tav minus quen, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun minus quen, x3 zun, zun heavy, tav minus quen x1 tav
  - opt_d zun heavy, tav minus quen, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun minus quen, type tav, x1 tav quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav minus quen, zun minus quen, x3 zun, tav porous, type tav x2 zun
  - opt_c tav minus quen, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun minus quen, type tav, x1 tav, x2 zun, tav porous, tav striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 observe porous
  - x8 observe fibrous
  - x8 observe heavy
  - x3 observe heavy
  - x2 observe heavy
  - x1 observe fibrous
  - x2 observe fibrous
  - x3 observe fibrous
Consistent ontology what?

Candidates:
  - opt_a x2 zun, type tav, type zun, x8 zun, tav porous, quen fibrous, type quen, tav warm, zun quen minus, x3 zun, zun heavy, tav quen minus x1 tav
  - opt_d zun heavy, tav quen minus, type quen, type zun, x3 zun, x2 zun, x8 zun, quen fibrous, zun quen minus, type tav, x1 tav quen porous
  - opt_b x1 tav, type zun, x8 zun, zun heavy, quen fibrous, type quen, tav quen minus, zun quen minus, x3 zun, tav porous, type tav x2 zun
  - opt_c tav quen minus, x8 zun, zun heavy, type zun, x3 zun, quen fibrous, zun quen minus, type tav, x1 tav, x2 zun, tav porous, tav striped type quen
Entities: x1; x2; x3; x8.
Observations:
  - x1 porous observe
  - x8 fibrous observe
  - x8 heavy observe
  - x3 heavy observe
  - x2 heavy observe
  - x1 fibrous observe
  - x2 fibrous observe
  - x3 fibrous observe
Consistent ontology вуч?

The candidates are:
  - opt_a kes minus tav, tav is fibrous, tav is glossy, type sam, sam minus tav, type kes, x3 is kes, x7 is sam, x4 is sam, sam is hollow, x0 is kes and type tav
  - opt_c type sam, sam is hollow, type tav, type kes, x3 is kes, sam minus tav, kes minus tav, x0 is kes, x7 is sam, x4 is sam and tav is fibrous
  - opt_d x4 is sam, type sam, type kes, type tav, x7 is sam, x0 is kes, tav is fibrous, x3 is kes, kes is glossy, sam minus tav and kes minus tav
  - opt_b type sam, sam minus tav, tav is fibrous, sam is hollow, x0 is kes, x7 is sam, type kes, type tav, x3 is kes, x4 is sam, kes is glossy and kes minus tav
The entities are: x0; x3; x4; x7.
The observations are:
  - x0 was observed to be glossy
  - x3 was observed to be fibrous
  - x4 was observed to be fibrous
  - x7 was observed to be fibrous
  - x0 was observed to be fibrous
  - x7 was observed to be hollow
  - x4 was observed to be hollow
  - x3 was observed to be glossy
What is the consistent ontology?

Los candidatos son:
  - opción A: Kes menos Tav, Tav es fibroso, Tav es brillante, el tipo: Samuel, Samuel menos Tav, el tipo: Kes, x3 es Kes, x7 es Samuel, x4 es Samuel, Samuel es hueco, x0 es Kes y el tipo: Tav
  - opción C: el tipo: Samuel, Samuel es hueco, el tipo: Tav, el tipo: Kes, x3 es Kes, Samuel menos Tav, Kes menos Tav, x0 es Kes, x7 es Samuel, x4 es Samuel y Tav es fibroso
  - opción D: x4 es Samuel, el tipo: Samuel, el tipo: Kes, el tipo: Tav, x7 es Samuel, x0 es Kes, Tav es fibroso, x3 es Kes, Kes es brillante, Samuel menos Tav y Kes menos Tav
  - opción B: el tipo: Samuel, Samuel menos Tav, Tav es fibroso, Samuel es hueco, x0 es Kes, x7 es Samuel, el tipo: Kes, el tipo: Tav, x3 es Kes, x4 es Samuel, Kes es brillante y Kes menos Tav
Las entidades son: x0; x3; x4; x7.
Las observaciones son:
  - x0 se observó como brillante
  - x3 se observó como fibroso
  - x4 se observó como fibroso
  - x7 se observó como fibroso
  - x0 se observó como fibroso
  - x7 se observó como hueco
  - x4 se observó como hueco
  - x3 se observó como brillante
¿Qué consistent ontology?

候选项如下：
  - 选项A：凯斯减塔夫、塔夫是纤维状的、塔夫是有光泽的、类型：萨姆、萨姆减塔夫、类型：凯斯、x3是凯斯、x7是萨姆、x4是萨姆、萨姆是空心的、x0是凯斯和类型：塔夫
  - 选项C：类型：萨姆、萨姆是空心的、类型：塔夫、类型：凯斯、x3是凯斯、萨姆减塔夫、凯斯减塔夫、x0是凯斯、x7是萨姆、x4是萨姆和塔夫是纤维状的
  - 选项D：x4是萨姆、类型：萨姆、类型：凯斯、类型：塔夫、x7是萨姆、x0是凯斯、塔夫是纤维状的、x3是凯斯、凯斯是有光泽的、萨姆减塔夫和凯斯减塔夫
  - 选项B：类型：萨姆、萨姆减塔夫、塔夫是纤维状的、萨姆是空心的、x0是凯斯、x7是萨姆、类型：凯斯、类型：塔夫、x3是凯斯、x4是萨姆、凯斯是有光泽的和凯斯减塔夫
实体如下：x0；x3；x4；x7。
观察如下：
  - x0观察到有光泽的
  - x3观察到纤维状的
  - x4观察到纤维状的
  - x7观察到纤维状的
  - x0观察到纤维状的
  - x7观察到空心的
  - x4观察到空心的
  - x3观察到有光泽的
consistent ontology什么？

Adaylar:
  - opt_a: kes tav eksi, tav lifli, tav parlak, tip: sam, sam tav eksi, tip: kes, x3 kes, x7 sam, x4 sam, sam içi boş, x0 kes ve tip: tav
  - opt_c: tip: sam, sam içi boş, tip: tav, tip: kes, x3 kes, sam tav eksi, kes tav eksi, x0 kes, x7 sam, x4 sam ve tav lifli
  - opt_d: x4 sam, tip: sam, tip: kes, tip: tav, x7 sam, x0 kes, tav lifli, x3 kes, kes parlak, sam tav eksi ve kes tav eksi
  - opt_b: tip: sam, sam tav eksi, tav lifli, sam içi boş, x0 kes, x7 sam, tip: kes, tip: tav, x3 kes, x4 sam, kes parlak ve kes tav eksi
Varlıklar: x0; x3; x4; x7.
Gözlemler:
  - x0 parlak gözlemlendi
  - x3 lifli gözlemlendi
  - x4 lifli gözlemlendi
  - x7 lifli gözlemlendi
  - x0 lifli gözlemlendi
  - x7 içi boş gözlemlendi
  - x4 içi boş gözlemlendi
  - x3 parlak gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_a: kes minus tav, tav ni fibrous, tav ni zuri, type: sam, sam minus tav, type: kes, x3 ni kes, x7 ni sam, x4 ni sam, sam ni hollow, x0 ni kes na type: tav
  - opt_c: type: sam, sam ni hollow, type: tav, type: kes, x3 ni kes, sam minus tav, kes minus tav, x0 ni kes, x7 ni sam, x4 ni sam na tav ni fibrous
  - opt_d: x4 ni sam, type: sam, type: kes, type: tav, x7 ni sam, x0 ni kes, tav ni fibrous, x3 ni kes, kes ni zuri, sam minus tav na kes minus tav
  - opt_b: type: sam, sam minus tav, tav ni fibrous, sam ni hollow, x0 ni kes, x7 ni sam, type: kes, type: tav, x3 ni kes, x4 ni sam, kes ni zuri na kes minus tav
Entities: x0; x3; x4; x7.
Uchunguzi:
  - x0 observe zuri
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe zuri
Consistent ontology nini?

The candidates are:
  - opt_a kes minus tav, tav is fibrous, tav is glossy, type sam, sam minus tav, type kes, x3 is kes, x7 is sam, x4 is sam, sam is hollow, x0 is kes and type tav
  - opt_c type sam, sam is hollow, type tav, type kes, x3 is kes, sam minus tav, kes minus tav, x0 is kes, x7 is sam, x4 is sam and tav is fibrous
  - opt_d x4 is sam, type sam, type kes, type tav, x7 is sam, x0 is kes, tav is fibrous, x3 is kes, kes is glossy, sam minus tav and kes minus tav
  - opt_b type sam, sam minus tav, tav is fibrous, sam is hollow, x0 is kes, x7 is sam, type kes, type tav, x3 is kes, x4 is sam, kes is glossy and kes minus tav
The entities are: x0; x3; x4; x7.
The observations are:
  - x0 was observed to be glossy
  - x3 was observed to be fibrous
  - x4 was observed to be fibrous
  - x7 was observed to be fibrous
  - x0 was observed to be fibrous
  - x7 was observed to be hollow
  - x4 was observed to be hollow
  - x3 was observed to be glossy
What is the consistent ontology?

{candidates: [(candidate opt_a [(sub kes tav) (prop tav fibrous) (prop tav glossy) (type sam) (sub sam tav) (type kes) (inst x3 kes) (inst x7 sam) (inst x4 sam) (prop sam hollow) (inst x0 kes) (type tav)]) (candidate opt_c [(type sam) (prop sam hollow) (type tav) (type kes) (inst x3 kes) (sub sam tav) (sub kes tav) (inst x0 kes) (inst x7 sam) (inst x4 sam) (prop tav fibrous)]) (candidate opt_d [(inst x4 sam) (type sam) (type kes) (type tav) (inst x7 sam) (inst x0 kes) (prop tav fibrous) (inst x3 kes) (prop kes glossy) (sub sam tav) (sub kes tav)]) (candidate opt_b [(type sam) (sub sam tav) (prop tav fibrous) (prop sam hollow) (inst x0 kes) (inst x7 sam) (type kes) (type tav) (inst x3 kes) (inst x4 sam) (prop kes glossy) (sub kes tav)])], entities: [x0 x3 x4 x7], observations: [(observed x0 glossy) (observed x3 fibrous) (observed x4 fibrous) (observed x7 fibrous) (observed x0 fibrous) (observed x7 hollow) (observed x4 hollow) (observed x3 glossy)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_a kes weniger tav, tav ist fibrous, tav ist glänzender, type sam, sam weniger tav, type kes, x3 ist kes, x7 ist sam, x4 ist sam, sam ist hohler, x0 ist kes und type tav
  - opt_c type sam, sam ist hohler, type tav, type kes, x3 ist kes, sam weniger tav, kes weniger tav, x0 ist kes, x7 ist sam, x4 ist sam und tav ist fibrous
  - opt_d x4 ist sam, type sam, type kes, type tav, x7 ist sam, x0 ist kes, tav ist fibrous, x3 ist kes, kes ist glänzender, sam weniger tav und kes weniger tav
  - opt_b type sam, sam weniger tav, tav ist fibrous, sam ist hohler, x0 ist kes, x7 ist sam, type kes, type tav, x3 ist kes, x4 ist sam, kes ist glänzender und kes weniger tav
Die Entitäten sind: x0; x3; x4; x7.
Beobachtungen:
  - x0 beobachten glänzende
  - x3 beobachten fibrous
  - x4 beobachten fibrous
  - x7 beobachten fibrous
  - x0 beobachten fibrous
  - x7 beobachten hohle
  - x4 beobachten hohle
  - x3 beobachten glänzende
Was beständig Ontologie?

Кандѝда̄т:
  - opt_a kes minus tav, tav би̏ти fibrous, tav би̏ти glossy, ти̑п sam, sam minus tav, ти̑п kes, x3 би̏ти kes, x7 би̏ти sam, x4 би̏ти sam, sam би̏ти hollow, x0 би̏ти kes и ти̑п tav
  - opt_c ти̑п sam, sam би̏ти hollow, ти̑п tav, ти̑п kes, x3 би̏ти kes, sam minus tav, kes minus tav, x0 би̏ти kes, x7 би̏ти sam, x4 би̏ти sam и tav би̏ти fibrous
  - opt_d x4 би̏ти sam, ти̑п sam, ти̑п kes, ти̑п tav, x7 би̏ти sam, x0 би̏ти kes, tav би̏ти fibrous, x3 би̏ти kes, kes би̏ти glossy, sam minus tav и kes minus tav
  - opt_b ти̑п sam, sam minus tav, tav би̏ти fibrous, sam би̏ти hollow, x0 би̏ти kes, x7 би̏ти sam, ти̑п kes, ти̑п tav, x3 би̏ти kes, x4 би̏ти sam, kes би̏ти glossy и kes minus tav
Ентѝте̄т: x0; x3; x4; x7.
Опа́жа̄ње:
  - x0 прома́трати glossy
  - x3 прома́трати fibrous
  - x4 прома́трати fibrous
  - x7 прома́трати fibrous
  - x0 прома́трати fibrous
  - x7 прома́трати hollow
  - x4 прома́трати hollow
  - x3 прома́трати glossy
Consistent ontològija kakav?

Ehdokkaat:
  - opt_a kes miinus tav, tav on runsaskuituinen, tav on kiiltävä, luokka sam, sam miinus tav, luokka kes, x3 on kes, x7 on sam, x4 on sam, sam on ontto, x0 on kes ja luokka tav
  - opt_c luokka sam, sam on ontto, luokka tav, luokka kes, x3 on kes, sam miinus tav, kes miinus tav, x0 on kes, x7 on sam, x4 on sam ja tav on runsaskuituinen
  - opt_d x4 on sam, luokka sam, luokka kes, luokka tav, x7 on sam, x0 on kes, tav on runsaskuituinen, x3 on kes, kes on kiiltävä, sam miinus tav ja kes miinus tav
  - opt_b luokka sam, sam miinus tav, tav on runsaskuituinen, sam on ontto, x0 on kes, x7 on sam, luokka kes, luokka tav, x3 on kes, x4 on sam, kes on kiiltävä ja kes miinus tav
Olennot: x0; x3; x4; x7.
Havainnoinnit:
  - x0 havainnoida kiiltävä
  - x3 havainnoida runsaskuituinen
  - x4 havainnoida runsaskuituinen
  - x7 havainnoida runsaskuituinen
  - x0 havainnoida runsaskuituinen
  - x7 havainnoida ontto
  - x4 havainnoida ontto
  - x3 havainnoida kiiltävä
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项A：凯斯减塔夫、塔夫是纤维状的、塔夫是有光泽的、类型：萨姆、萨姆减塔夫、类型：凯斯、x3是凯斯、x7是萨姆、x4是萨姆、萨姆是空心的、x0是凯斯和类型：塔夫
  - 选项C：类型：萨姆、萨姆是空心的、类型：塔夫、类型：凯斯、x3是凯斯、萨姆减塔夫、凯斯减塔夫、x0是凯斯、x7是萨姆、x4是萨姆和塔夫是纤维状的
  - 选项D：x4是萨姆、类型：萨姆、类型：凯斯、类型：塔夫、x7是萨姆、x0是凯斯、塔夫是纤维状的、x3是凯斯、凯斯是有光泽的、萨姆减塔夫和凯斯减塔夫
  - 选项B：类型：萨姆、萨姆减塔夫、塔夫是纤维状的、萨姆是空心的、x0是凯斯、x7是萨姆、类型：凯斯、类型：塔夫、x3是凯斯、x4是萨姆、凯斯是有光泽的和凯斯减塔夫
实体如下：x0；x3；x4；x7。
观察如下：
  - x0观察到有光泽的
  - x3观察到纤维状的
  - x4观察到纤维状的
  - x7观察到纤维状的
  - x0观察到纤维状的
  - x7观察到空心的
  - x4观察到空心的
  - x3观察到有光泽的
consistent ontology什么？

候補者:
  - opt_a:kestavminus, tavfibrousです, tav艶やかです, 種類:sam, samtavminus, 種類:kes, x3kesです, x7samです, x4samです, sam空っぽです, x0kesですと種類:tav
  - opt_c:種類:sam, sam空っぽです, 種類:tav, 種類:kes, x3kesです, samtavminus, kestavminus, x0kesです, x7samです, x4samですとtavfibrousです
  - opt_d:x4samです, 種類:sam, 種類:kes, 種類:tav, x7samです, x0kesです, tavfibrousです, x3kesです, kes艶やかです, samtavminusとkestavminus
  - opt_b:種類:sam, samtavminus, tavfibrousです, sam空っぽです, x0kesです, x7samです, 種類:kes, 種類:tav, x3kesです, x4samです, kes艶やかですとkestavminus
実体:x0; x3; x4; x7.
観察:
  - x0艶やか観察する
  - x3fibrous観察する
  - x4fibrous観察する
  - x7fibrous観察する
  - x0fibrous観察する
  - x7空っぽ観察する
  - x4空っぽ観察する
  - x3艶やか観察する
consistent存在論何と?

Adaylar:
  - opt_a: kes tav eksi, tav lifli, tav parlak, tip: sam, sam tav eksi, tip: kes, x3 kes, x7 sam, x4 sam, sam içi boş, x0 kes ve tip: tav
  - opt_c: tip: sam, sam içi boş, tip: tav, tip: kes, x3 kes, sam tav eksi, kes tav eksi, x0 kes, x7 sam, x4 sam ve tav lifli
  - opt_d: x4 sam, tip: sam, tip: kes, tip: tav, x7 sam, x0 kes, tav lifli, x3 kes, kes parlak, sam tav eksi ve kes tav eksi
  - opt_b: tip: sam, sam tav eksi, tav lifli, sam içi boş, x0 kes, x7 sam, tip: kes, tip: tav, x3 kes, x4 sam, kes parlak ve kes tav eksi
Varlıklar: x0; x3; x4; x7.
Gözlemler:
  - x0 parlak gözlemlendi
  - x3 lifli gözlemlendi
  - x4 lifli gözlemlendi
  - x7 lifli gözlemlendi
  - x0 lifli gözlemlendi
  - x7 içi boş gözlemlendi
  - x4 içi boş gözlemlendi
  - x3 parlak gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_a نَاقَص kes tav، tav fibrous، tav glossy، type sam، نَاقَص sam tav، type kes، x3 kes، x7 sam، x4 sam، sam أَجْوَف، x0 kes وَـ type tav
  - opt_c type sam، sam أَجْوَف، type tav، type kes، x3 kes، نَاقَص sam tav، نَاقَص kes tav، x0 kes، x7 sam، x4 sam وَـ tav fibrous
  - opt_d x4 sam، type sam، type kes، type tav، x7 sam، x0 kes، tav fibrous، x3 kes، kes glossy، نَاقَص sam tav وَـ نَاقَص kes tav
  - opt_b type sam، نَاقَص sam tav، tav fibrous، sam أَجْوَف، x0 kes، x7 sam، type kes، type tav، x3 kes، x4 sam، kes glossy وَـ نَاقَص kes tav
كِيَان: x0؛ x3؛ x4؛ x7.
رَصْد:
  - لَاحَظَ x0 glossy
  - لَاحَظَ x3 fibrous
  - لَاحَظَ x4 fibrous
  - لَاحَظَ x7 fibrous
  - لَاحَظَ x0 fibrous
  - لَاحَظَ x7 أَجْوَف
  - لَاحَظَ x4 أَجْوَف
  - لَاحَظَ x3 glossy
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_a kes tav minus, tav fibrous ყოფნა, tav glossy ყოფნა, type sam, sam tav minus, type kes, x3 kes ყოფნა, x7 sam ყოფნა, x4 sam ყოფნა, sam ცარიელი ყოფნა, x0 kes ყოფნა და type tav
  - opt_c type sam, sam ცარიელი ყოფნა, type tav, type kes, x3 kes ყოფნა, sam tav minus, kes tav minus, x0 kes ყოფნა, x7 sam ყოფნა, x4 sam ყოფნა და tav fibrous ყოფნა
  - opt_d x4 sam ყოფნა, type sam, type kes, type tav, x7 sam ყოფნა, x0 kes ყოფნა, tav fibrous ყოფნა, x3 kes ყოფნა, kes glossy ყოფნა, sam tav minus და kes tav minus
  - opt_b type sam, sam tav minus, tav fibrous ყოფნა, sam ცარიელი ყოფნა, x0 kes ყოფნა, x7 sam ყოფნა, type kes, type tav, x3 kes ყოფნა, x4 sam ყოფნა, kes glossy ყოფნა და kes tav minus
Არსებები: x0; x3; x4; x7.
Დაკვირვება:
  - x0 glossy აკვირდება
  - x3 fibrous აკვირდება
  - x4 fibrous აკვირდება
  - x7 fibrous აკვირდება
  - x0 fibrous აკვირდება
  - x7 ცარიელი აკვირდება
  - x4 ცარიელი აკვირდება
  - x3 glossy აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_a minus kes tav, tav akaaka, tav whakahinuhinu, pato sam, minus sam tav, pato kes, x3 kes, x7 sam, x4 sam, sam kaiwaka, x0 kes me pato tav
  - opt_c pato sam, sam kaiwaka, pato tav, pato kes, x3 kes, minus sam tav, minus kes tav, x0 kes, x7 sam, x4 sam me tav akaaka
  - opt_d x4 sam, pato sam, pato kes, pato tav, x7 sam, x0 kes, tav akaaka, x3 kes, kes whakahinuhinu, minus sam tav me minus kes tav
  - opt_b pato sam, minus sam tav, tav akaaka, sam kaiwaka, x0 kes, x7 sam, pato kes, pato tav, x3 kes, x4 sam, kes whakahinuhinu me minus kes tav
Hinonga: x0; x3; x4; x7.
Observations:
  - observe x0 whakahinuhinu
  - observe x3 akaaka
  - observe x4 akaaka
  - observe x7 akaaka
  - observe x0 akaaka
  - observe x7 kaiwaka
  - observe x4 kaiwaka
  - observe x3 whakahinuhinu
Consistent ontology unutai?

Candidates:
  - opt_a kes trừ tav, tav là fibrous, tav là glossy, loại sam, sam trừ tav, loại kes, x3 là kes, x7 là sam, x4 là sam, sam là rỗng, x0 là kes và loại tav
  - opt_c loại sam, sam là rỗng, loại tav, loại kes, x3 là kes, sam trừ tav, kes trừ tav, x0 là kes, x7 là sam, x4 là sam và tav là fibrous
  - opt_d x4 là sam, loại sam, loại kes, loại tav, x7 là sam, x0 là kes, tav là fibrous, x3 là kes, kes là glossy, sam trừ tav và kes trừ tav
  - opt_b loại sam, sam trừ tav, tav là fibrous, sam là rỗng, x0 là kes, x7 là sam, loại kes, loại tav, x3 là kes, x4 là sam, kes là glossy và kes trừ tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 quan sát glossy
  - x3 quan sát fibrous
  - x4 quan sát fibrous
  - x7 quan sát fibrous
  - x0 quan sát fibrous
  - x7 quan sát rỗng
  - x4 quan sát rỗng
  - x3 quan sát glossy
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_a:kesminustav, tavถูกfibrous, tavถูกมัน, ประเภท:sam, samminustav, ประเภท:kes, x3ถูกkes, x7ถูกsam, x4ถูกsam, samถูกกลวง, x0ถูกkesและประเภท:tav
  - opt_c:ประเภท:sam, samถูกกลวง, ประเภท:tav, ประเภท:kes, x3ถูกkes, samminustav, kesminustav, x0ถูกkes, x7ถูกsam, x4ถูกsamและtavถูกfibrous
  - opt_d:x4ถูกsam, ประเภท:sam, ประเภท:kes, ประเภท:tav, x7ถูกsam, x0ถูกkes, tavถูกfibrous, x3ถูกkes, kesถูกมัน, samminustavและkesminustav
  - opt_b:ประเภท:sam, samminustav, tavถูกfibrous, samถูกกลวง, x0ถูกkes, x7ถูกsam, ประเภท:kes, ประเภท:tav, x3ถูกkes, x4ถูกsam, kesถูกมันและkesminustav
entities:x0; x3; x4; x7.
การสังเกต:
  - x0สังเกตมัน
  - x3สังเกตfibrous
  - x4สังเกตfibrous
  - x7สังเกตfibrous
  - x0สังเกตfibrous
  - x7สังเกตกลวง
  - x4สังเกตกลวง
  - x3สังเกตมัน
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_a kes tav கழித்தல், tav fibrous, tav glossy, type sam, sam tav கழித்தல், type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes மற்றும் type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam tav கழித்தல், kes tav கழித்தல், x0 kes, x7 sam, x4 sam மற்றும் tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam tav கழித்தல் மற்றும் kes tav கழித்தல்
  - opt_b type sam, sam tav கழித்தல், tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy மற்றும் kes tav கழித்தல்
entities: x0; x3; x4; x7.
observations:
  - x0 glossy observe
  - x3 fibrous observe
  - x4 fibrous observe
  - x7 fibrous observe
  - x0 fibrous observe
  - x7 hollow observe
  - x4 hollow observe
  - x3 glossy observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_a: kes minus tav, tav ni fibrous, tav ni zuri, type: sam, sam minus tav, type: kes, x3 ni kes, x7 ni sam, x4 ni sam, sam ni hollow, x0 ni kes na type: tav
  - opt_c: type: sam, sam ni hollow, type: tav, type: kes, x3 ni kes, sam minus tav, kes minus tav, x0 ni kes, x7 ni sam, x4 ni sam na tav ni fibrous
  - opt_d: x4 ni sam, type: sam, type: kes, type: tav, x7 ni sam, x0 ni kes, tav ni fibrous, x3 ni kes, kes ni zuri, sam minus tav na kes minus tav
  - opt_b: type: sam, sam minus tav, tav ni fibrous, sam ni hollow, x0 ni kes, x7 ni sam, type: kes, type: tav, x3 ni kes, x4 ni sam, kes ni zuri na kes minus tav
Entities: x0; x3; x4; x7.
Uchunguzi:
  - x0 observe zuri
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe zuri
Consistent ontology nini?

Candidates:
  - opt_a kes tav minus, tav fibrous átʼé, tav glossy átʼé, type sam, sam tav minus, type kes, x3 kes átʼé, x7 sam átʼé, x4 sam átʼé, sam hollow átʼé, x0 kes átʼé dóó type tav
  - opt_c type sam, sam hollow átʼé, type tav, type kes, x3 kes átʼé, sam tav minus, kes tav minus, x0 kes átʼé, x7 sam átʼé, x4 sam átʼé dóó tav fibrous átʼé
  - opt_d x4 sam átʼé, type sam, type kes, type tav, x7 sam átʼé, x0 kes átʼé, tav fibrous átʼé, x3 kes átʼé, kes glossy átʼé, sam tav minus dóó kes tav minus
  - opt_b type sam, sam tav minus, tav fibrous átʼé, sam hollow átʼé, x0 kes átʼé, x7 sam átʼé, type kes, type tav, x3 kes átʼé, x4 sam átʼé, kes glossy átʼé dóó kes tav minus
Entities: x0; x3; x4; x7.
Observations:
  - x0 glossy observe
  - x3 fibrous observe
  - x4 fibrous observe
  - x7 fibrous observe
  - x0 fibrous observe
  - x7 hollow observe
  - x4 hollow observe
  - x3 glossy observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_a kes tav minus, tav fibrous a, tav glossy a, type sam, sam tav minus, type kes, x3 kes a, x7 sam a, x4 sam a, sam hollow a, x0 kes a aamma type tav
  - opt_c type sam, sam hollow a, type tav, type kes, x3 kes a, sam tav minus, kes tav minus, x0 kes a, x7 sam a, x4 sam a aamma tav fibrous a
  - opt_d x4 sam a, type sam, type kes, type tav, x7 sam a, x0 kes a, tav fibrous a, x3 kes a, kes glossy a, sam tav minus aamma kes tav minus
  - opt_b type sam, sam tav minus, tav fibrous a, sam hollow a, x0 kes a, x7 sam a, type kes, type tav, x3 kes a, x4 sam a, kes glossy a aamma kes tav minus
Entities: x0; x3; x4; x7.
Observations:
  - x0 glossy observe
  - x3 fibrous observe
  - x4 fibrous observe
  - x7 fibrous observe
  - x0 fibrous observe
  - x7 hollow observe
  - x4 hollow observe
  - x3 glossy observe
Consistent ontology what?

Candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes na type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam na tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav na kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy na kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology what?

Candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, sësàphitehike sam, sam minus tav, sësàphitehike kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes sësàphitehike tav
  - opt_c sësàphitehike sam, sam hollow, sësàphitehike tav, sësàphitehike kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, sësàphitehike sam, sësàphitehike kes, sësàphitehike tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav kes minus tav
  - opt_b sësàphitehike sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, sësàphitehike kes, sësàphitehike tav, x3 kes, x4 sam, kes glossy kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology kwèch?

Candidates:
  - opt_a kes minus tav, tav хила fibrous, tav хила glossy, type sam, sam minus tav, type kes, x3 хила kes, x7 хила sam, x4 хила sam, sam хила hollow, x0 хила kes а type tav
  - opt_c type sam, sam хила hollow, type tav, type kes, x3 хила kes, sam minus tav, kes minus tav, x0 хила kes, x7 хила sam, x4 хила sam а tav хила fibrous
  - opt_d x4 хила sam, type sam, type kes, type tav, x7 хила sam, x0 хила kes, tav хила fibrous, x3 хила kes, kes хила glossy, sam minus tav а kes minus tav
  - opt_b type sam, sam minus tav, tav хила fibrous, sam хила hollow, x0 хила kes, x7 хила sam, type kes, type tav, x3 хила kes, x4 хила sam, kes хила glossy а kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology фу?

후보자:
  - opt_a kes tav 빼기, tav fibrous, tav glossy, 유형 sam, sam tav 빼기, 유형 kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes 유형 tav
  - opt_c 유형 sam, sam hollow, 유형 tav, 유형 kes, x3 kes, sam tav 빼기, kes tav 빼기, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, 유형 sam, 유형 kes, 유형 tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam tav 빼기 kes tav 빼기
  - opt_b 유형 sam, sam tav 빼기, tav fibrous, sam hollow, x0 kes, x7 sam, 유형 kes, 유형 tav, x3 kes, x4 sam, kes glossy kes tav 빼기
실재: x0; x3; x4; x7.
관찰:
  - x0 glossy 관찰하다
  - x3 fibrous 관찰하다
  - x4 fibrous 관찰하다
  - x7 fibrous 관찰하다
  - x0 fibrous 관찰하다
  - x7 hollow 관찰하다
  - x4 hollow 관찰하다
  - x3 glossy 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_a kes tav ken, tav fibrous dago, tav glossy dago, mota sam, sam tav ken, mota kes, x3 kes dago, x7 sam dago, x4 sam dago, sam hollow dago, x0 kes dago eta mota tav
  - opt_c mota sam, sam hollow dago, mota tav, mota kes, x3 kes dago, sam tav ken, kes tav ken, x0 kes dago, x7 sam dago, x4 sam dago eta tav fibrous dago
  - opt_d x4 sam dago, mota sam, mota kes, mota tav, x7 sam dago, x0 kes dago, tav fibrous dago, x3 kes dago, kes glossy dago, sam tav ken eta kes tav ken
  - opt_b mota sam, sam tav ken, tav fibrous dago, sam hollow dago, x0 kes dago, x7 sam dago, mota kes, mota tav, x3 kes dago, x4 sam dago, kes glossy dago eta kes tav ken
Entities: x0; x3; x4; x7.
Observations:
  - x0 glossy observe
  - x3 fibrous observe
  - x4 fibrous observe
  - x7 fibrous observe
  - x0 fibrous observe
  - x7 hollow observe
  - x4 hollow observe
  - x3 glossy observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes ᎠᎴ type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam ᎠᎴ tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav ᎠᎴ kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy ᎠᎴ kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
What consistent ontology?

Candidates:
  - opt_a kes minus tav, tav tiyay fibrous, tav tiyay glossy, type sam, sam minus tav, type kes, x3 tiyay kes, x7 tiyay sam, x4 tiyay sam, sam tiyay hollow, x0 tiyay kes type tav
  - opt_c type sam, sam tiyay hollow, type tav, type kes, x3 tiyay kes, sam minus tav, kes minus tav, x0 tiyay kes, x7 tiyay sam, x4 tiyay sam tav tiyay fibrous
  - opt_d x4 tiyay sam, type sam, type kes, type tav, x7 tiyay sam, x0 tiyay kes, tav tiyay fibrous, x3 tiyay kes, kes tiyay glossy, sam minus tav kes minus tav
  - opt_b type sam, sam minus tav, tav tiyay fibrous, sam tiyay hollow, x0 tiyay kes, x7 tiyay sam, type kes, type tav, x3 tiyay kes, x4 tiyay sam, kes tiyay glossy kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 qhaway glossy
  - x3 qhaway fibrous
  - x4 qhaway fibrous
  - x7 qhaway fibrous
  - x0 qhaway fibrous
  - x7 qhaway hollow
  - x4 qhaway hollow
  - x3 qhaway glossy
Consistent ontology what?

Candidates:
  - opt_a kes tav minus, tav fibrous, tav glossy, type sam, sam tav minus, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes ыкӏи type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam tav minus, kes tav minus, x0 kes, x7 sam, x4 sam ыкӏи tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam tav minus ыкӏи kes tav minus
  - opt_b type sam, sam tav minus, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy ыкӏи kes tav minus
Entities: x0; x3; x4; x7.
Observations:
  - x0 glossy observe
  - x3 fibrous observe
  - x4 fibrous observe
  - x7 fibrous observe
  - x0 fibrous observe
  - x7 hollow observe
  - x4 hollow observe
  - x3 glossy observe
Consistent ontology сыд?

Candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes thiab type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam thiab tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav thiab kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy thiab kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology what?

Candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology ining-jak?

Candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes micha' type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam micha' tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav micha' kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy micha' kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology nanta?

Candidates:
  - opt_a kes tav minus, tav fibrous, tav glossy, type sam, sam tav minus, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes カ type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam tav minus, kes tav minus, x0 kes, x7 sam, x4 sam カ tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam tav minus カ kes tav minus
  - opt_b type sam, sam tav minus, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy カ kes tav minus
Entities: x0; x3; x4; x7.
Observations:
  - x0 glossy observe
  - x3 fibrous observe
  - x4 fibrous observe
  - x7 fibrous observe
  - x0 fibrous observe
  - x7 hollow observe
  - x4 hollow observe
  - x3 glossy observe
Consistent ontology what?

Candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes ынкъам type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam ынкъам tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav ынкъам kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy ынкъам kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology what?

Candidates:
  - opt_a kes minus tav, tav yan fibrous, tav yan glossy, type sam, sam minus tav, type kes, x3 yan kes, x7 yan sam, x4 yan sam, sam yan hollow, x0 yan kes yéetel type tav
  - opt_c type sam, sam yan hollow, type tav, type kes, x3 yan kes, sam minus tav, kes minus tav, x0 yan kes, x7 yan sam, x4 yan sam yéetel tav yan fibrous
  - opt_d x4 yan sam, type sam, type kes, type tav, x7 yan sam, x0 yan kes, tav yan fibrous, x3 yan kes, kes yan glossy, sam minus tav yéetel kes minus tav
  - opt_b type sam, sam minus tav, tav yan fibrous, sam yan hollow, x0 yan kes, x7 yan sam, type kes, type tav, x3 yan kes, x4 yan sam, kes yan glossy yéetel kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology what?

Candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology híli?

Candidates:
  - opt_a kes tav minus, tav fibrous, tav glossy, type sam, sam tav minus, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes na type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam tav minus, kes tav minus, x0 kes, x7 sam, x4 sam na tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam tav minus na kes tav minus
  - opt_b type sam, sam tav minus, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy na kes tav minus
Entities: x0; x3; x4; x7.
Observations:
  - x0 glossy observe
  - x3 fibrous observe
  - x4 fibrous observe
  - x7 fibrous observe
  - x0 fibrous observe
  - x7 hollow observe
  - x4 hollow observe
  - x3 glossy observe
Consistent ontology what?

Candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology what?

Candidates:
  - opt_a kes tav minus, tav fibrous, tav glossy, type sam, sam tav minus, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam tav minus, kes tav minus, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam tav minus kes tav minus
  - opt_b type sam, sam tav minus, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy kes tav minus
Entities: x0; x3; x4; x7.
Observations:
  - x0 glossy observe
  - x3 fibrous observe
  - x4 fibrous observe
  - x7 fibrous observe
  - x0 fibrous observe
  - x7 hollow observe
  - x4 hollow observe
  - x3 glossy observe
Consistent ontology what?

Candidates:
  - opt_a kes minus tav, tav ǀîi fibrous, tav ǀîi glossy, type sam, sam minus tav, type kes, x3 ǀîi kes, x7 ǀîi sam, x4 ǀîi sam, sam ǀîi hollow, x0 ǀîi kes ǂʻá type tav
  - opt_c type sam, sam ǀîi hollow, type tav, type kes, x3 ǀîi kes, sam minus tav, kes minus tav, x0 ǀîi kes, x7 ǀîi sam, x4 ǀîi sam ǂʻá tav ǀîi fibrous
  - opt_d x4 ǀîi sam, type sam, type kes, type tav, x7 ǀîi sam, x0 ǀîi kes, tav ǀîi fibrous, x3 ǀîi kes, kes ǀîi glossy, sam minus tav ǂʻá kes minus tav
  - opt_b type sam, sam minus tav, tav ǀîi fibrous, sam ǀîi hollow, x0 ǀîi kes, x7 ǀîi sam, type kes, type tav, x3 ǀîi kes, x4 ǀîi sam, kes ǀîi glossy ǂʻá kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology what?

Candidates:
  - opt_a kes tav minus, tav fibrous, tav glossy, type sam, sam tav minus, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam tav minus, kes tav minus, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam tav minus kes tav minus
  - opt_b type sam, sam tav minus, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy kes tav minus
Entities: x0; x3; x4; x7.
Observations:
  - x0 glossy observe
  - x3 fibrous observe
  - x4 fibrous observe
  - x7 fibrous observe
  - x0 fibrous observe
  - x7 hollow observe
  - x4 hollow observe
  - x3 glossy observe
Consistent ontology what?

Candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology what?

Candidates:
  - opt_a kes tav minus, tav fibrous, tav glossy, type sam, sam tav minus, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam tav minus, kes tav minus, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam tav minus kes tav minus
  - opt_b type sam, sam tav minus, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy kes tav minus
Entities: x0; x3; x4; x7.
Observations:
  - x0 glossy observe
  - x3 fibrous observe
  - x4 fibrous observe
  - x7 fibrous observe
  - x0 fibrous observe
  - x7 hollow observe
  - x4 hollow observe
  - x3 glossy observe
Consistent ontology what?

Candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology what?

Candidates:
  - opt_a kes minus tav, tav nemi fibrous, tav nemi glossy, type sam, sam minus tav, type kes, x3 nemi kes, x7 nemi sam, x4 nemi sam, sam nemi hollow, x0 nemi kes type tav
  - opt_c type sam, sam nemi hollow, type tav, type kes, x3 nemi kes, sam minus tav, kes minus tav, x0 nemi kes, x7 nemi sam, x4 nemi sam tav nemi fibrous
  - opt_d x4 nemi sam, type sam, type kes, type tav, x7 nemi sam, x0 nemi kes, tav nemi fibrous, x3 nemi kes, kes nemi glossy, sam minus tav kes minus tav
  - opt_b type sam, sam minus tav, tav nemi fibrous, sam nemi hollow, x0 nemi kes, x7 nemi sam, type kes, type tav, x3 nemi kes, x4 nemi sam, kes nemi glossy kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology tay?

Les candidats sont:
  - opt_a kes moins tav, tav est fibreux, tav est luisant, type sam, sam moins tav, type kes, x3 est kes, x7 est sam, x4 est sam, sam est vide, x0 est kes et type tav
  - opt_c type sam, sam est vide, type tav, type kes, x3 est kes, sam moins tav, kes moins tav, x0 est kes, x7 est sam, x4 est sam et tav est fibreux
  - opt_d x4 est sam, type sam, type kes, type tav, x7 est sam, x0 est kes, tav est fibreux, x3 est kes, kes est luisant, sam moins tav et kes moins tav
  - opt_b type sam, sam moins tav, tav est fibreux, sam est vide, x0 est kes, x7 est sam, type kes, type tav, x3 est kes, x4 est sam, kes est luisant et kes moins tav
Les entités sont : x0 ; x3 ; x4 ; x7.
Observations :
  - x0 observer luisant
  - x3 observer fibreux
  - x4 observer fibreux
  - x7 observer fibreux
  - x0 observer fibreux
  - x7 observer vide
  - x4 observer vide
  - x3 observer luisant
Quoi constant ontologie ?

Kandidato:
  - opt_a kes minus tav, tav egali fibrous, tav egali glossy, tipo sam, sam minus tav, tipo kes, x3 egali kes, x7 egali sam, x4 egali sam, sam egali kava, x0 egali kes kaj tipo tav
  - opt_c tipo sam, sam egali kava, tipo tav, tipo kes, x3 egali kes, sam minus tav, kes minus tav, x0 egali kes, x7 egali sam, x4 egali sam kaj tav egali fibrous
  - opt_d x4 egali sam, tipo sam, tipo kes, tipo tav, x7 egali sam, x0 egali kes, tav egali fibrous, x3 egali kes, kes egali glossy, sam minus tav kaj kes minus tav
  - opt_b tipo sam, sam minus tav, tav egali fibrous, sam egali kava, x0 egali kes, x7 egali sam, tipo kes, tipo tav, x3 egali kes, x4 egali sam, kes egali glossy kaj kes minus tav
Ento: x0; x3; x4; x7.
Observo:
  - x0 observi glossy
  - x3 observi fibrous
  - x4 observi fibrous
  - x7 observi fibrous
  - x0 observi fibrous
  - x7 observi kava
  - x4 observi kava
  - x3 observi glossy
Konsekvenca ontology kio?

Indulók:
  - opt_a kes mínusz tav, tav fibrous, tav glossy, típus sam, sam mínusz tav, típus kes, x3 kes, x7 sam, x4 sam, sam odú, x0 kes és típus tav
  - opt_c típus sam, sam odú, típus tav, típus kes, x3 kes, sam mínusz tav, kes mínusz tav, x0 kes, x7 sam, x4 sam és tav fibrous
  - opt_d x4 sam, típus sam, típus kes, típus tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam mínusz tav és kes mínusz tav
  - opt_b típus sam, sam mínusz tav, tav fibrous, sam odú, x0 kes, x7 sam, típus kes, típus tav, x3 kes, x4 sam, kes glossy és kes mínusz tav
Entities: x0; x3; x4; x7.
Megfigyelések:
  - x0 észlel glossy
  - x3 észlel fibrous
  - x4 észlel fibrous
  - x7 észlel fibrous
  - x0 észlel fibrous
  - x7 észlel odú
  - x4 észlel odú
  - x3 észlel glossy
Következetes ontológia melyik?

候選人:
  - opt_a:kes減tav, tav是fibrous, tav是glossy, 款:sam, sam減tav, 款:kes, x3是kes, x7是sam, x4是sam, sam是hollow, x0是kes及款:tav
  - opt_c:款:sam, sam是hollow, 款:tav, 款:kes, x3是kes, sam減tav, kes減tav, x0是kes, x7是sam, x4是sam及tav是fibrous
  - opt_d:x4是sam, 款:sam, 款:kes, 款:tav, x7是sam, x0是kes, tav是fibrous, x3是kes, kes是glossy, sam減tav及kes減tav
  - opt_b:款:sam, sam減tav, tav是fibrous, sam是hollow, x0是kes, x7是sam, 款:kes, 款:tav, x3是kes, x4是sam, kes是glossy及kes減tav
entities:x0; x3; x4; x7.
observations:
  - x0observeglossy
  - x3observefibrous
  - x4observefibrous
  - x7observefibrous
  - x0observefibrous
  - x7observehollow
  - x4observehollow
  - x3observeglossy
consistent ontology乜嘢?

Candidates:
  - opt_a kes minus tav, tav 有ん fibrous, tav 有ん glossy, type sam, sam minus tav, type kes, x3 有ん kes, x7 有ん sam, x4 有ん sam, sam 有ん hollow, x0 有ん kes とぅ type tav
  - opt_c type sam, sam 有ん hollow, type tav, type kes, x3 有ん kes, sam minus tav, kes minus tav, x0 有ん kes, x7 有ん sam, x4 有ん sam とぅ tav 有ん fibrous
  - opt_d x4 有ん sam, type sam, type kes, type tav, x7 有ん sam, x0 有ん kes, tav 有ん fibrous, x3 有ん kes, kes 有ん glossy, sam minus tav とぅ kes minus tav
  - opt_b type sam, sam minus tav, tav 有ん fibrous, sam 有ん hollow, x0 有ん kes, x7 有ん sam, type kes, type tav, x3 有ん kes, x4 有ん sam, kes 有ん glossy とぅ kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology what?

Үміткер:
  - opt_a kes minus tav, tav fibrous, tav glossy, тип sam, sam minus tav, тип kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes және тип tav
  - opt_c тип sam, sam hollow, тип tav, тип kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam және tav fibrous
  - opt_d x4 sam, тип sam, тип kes, тип tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav және kes minus tav
  - opt_b тип sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, тип kes, тип tav, x3 kes, x4 sam, kes glossy және kes minus tav
Entities: x0; x3; x4; x7.
Бақылау:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent онтология не?

מועמדת:
  - opt_a kes פחות tav, tav הוּא fibrous, tav הוּא glossy, type sam, sam פחות tav, type kes, x3 הוּא kes, x7 הוּא sam, x4 הוּא sam, sam הוּא חָלוּל, x0 הוּא kes וְ־ type tav
  - opt_c type sam, sam הוּא חָלוּל, type tav, type kes, x3 הוּא kes, sam פחות tav, kes פחות tav, x0 הוּא kes, x7 הוּא sam, x4 הוּא sam וְ־ tav הוּא fibrous
  - opt_d x4 הוּא sam, type sam, type kes, type tav, x7 הוּא sam, x0 הוּא kes, tav הוּא fibrous, x3 הוּא kes, kes הוּא glossy, sam פחות tav וְ־ kes פחות tav
  - opt_b type sam, sam פחות tav, tav הוּא fibrous, sam הוּא חָלוּל, x0 הוּא kes, x7 הוּא sam, type kes, type tav, x3 הוּא kes, x4 הוּא sam, kes הוּא glossy וְ־ kes פחות tav
יְשׁוּת: x0; x3; x4; x7.
תַּצְפִּית:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe חָלוּל
  - x4 observe חָלוּל
  - x3 observe glossy
איזה עקבי ikví אונטולוגיה?

Candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes დო type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam დო tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav დო kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy დო kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology what?

Kandidat:
  - opt_a kes dikurangi tav, tav adalah fibrous, tav adalah glossy, mengetik sam, sam dikurangi tav, mengetik kes, x3 adalah kes, x7 adalah sam, x4 adalah sam, sam adalah hollow, x0 adalah kes dan mengetik tav
  - opt_c mengetik sam, sam adalah hollow, mengetik tav, mengetik kes, x3 adalah kes, sam dikurangi tav, kes dikurangi tav, x0 adalah kes, x7 adalah sam, x4 adalah sam dan tav adalah fibrous
  - opt_d x4 adalah sam, mengetik sam, mengetik kes, mengetik tav, x7 adalah sam, x0 adalah kes, tav adalah fibrous, x3 adalah kes, kes adalah glossy, sam dikurangi tav dan kes dikurangi tav
  - opt_b mengetik sam, sam dikurangi tav, tav adalah fibrous, sam adalah hollow, x0 adalah kes, x7 adalah sam, mengetik kes, mengetik tav, x3 adalah kes, x4 adalah sam, kes adalah glossy dan kes dikurangi tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Panggah ontologi apa?

បេក្ខជន:
  - opt_a:kesminustav, tavត្រូវបានfibrous, tavត្រូវបានរលើប, type:sam, samminustav, type:kes, x3ត្រូវបានkes, x7ត្រូវបានsam, x4ត្រូវបានsam, samត្រូវបានhollow, x0ត្រូវបានkesនឹងtype:tav
  - opt_c:type:sam, samត្រូវបានhollow, type:tav, type:kes, x3ត្រូវបានkes, samminustav, kesminustav, x0ត្រូវបានkes, x7ត្រូវបានsam, x4ត្រូវបានsamនឹងtavត្រូវបានfibrous
  - opt_d:x4ត្រូវបានsam, type:sam, type:kes, type:tav, x7ត្រូវបានsam, x0ត្រូវបានkes, tavត្រូវបានfibrous, x3ត្រូវបានkes, kesត្រូវបានរលើប, samminustavនឹងkesminustav
  - opt_b:type:sam, samminustav, tavត្រូវបានfibrous, samត្រូវបានhollow, x0ត្រូវបានkes, x7ត្រូវបានsam, type:kes, type:tav, x3ត្រូវបានkes, x4ត្រូវបានsam, kesត្រូវបានរលើបនឹងkesminustav
entities:x0; x3; x4; x7.
គំនន់:
  - x0observeរលើប
  - x3observefibrous
  - x4observefibrous
  - x7observefibrous
  - x0observefibrous
  - x7observehollow
  - x4observehollow
  - x3observeរលើប
consistent ontologyអី?

ຜູ້ສະໝັກ:
  - opt_a:kesminustav, tavຢູ່fibrous, tavຢູ່glossy, type:sam, samminustav, type:kes, x3ຢູ່kes, x7ຢູ່sam, x4ຢູ່sam, samຢູ່hollow, x0ຢູ່kesແລະtype:tav
  - opt_c:type:sam, samຢູ່hollow, type:tav, type:kes, x3ຢູ່kes, samminustav, kesminustav, x0ຢູ່kes, x7ຢູ່sam, x4ຢູ່samແລະtavຢູ່fibrous
  - opt_d:x4ຢູ່sam, type:sam, type:kes, type:tav, x7ຢູ່sam, x0ຢູ່kes, tavຢູ່fibrous, x3ຢູ່kes, kesຢູ່glossy, samminustavແລະkesminustav
  - opt_b:type:sam, samminustav, tavຢູ່fibrous, samຢູ່hollow, x0ຢູ່kes, x7ຢູ່sam, type:kes, type:tav, x3ຢູ່kes, x4ຢູ່sam, kesຢູ່glossyແລະkesminustav
entities:x0; x3; x4; x7.
observations:
  - x0observeglossy
  - x3observefibrous
  - x4observefibrous
  - x7observefibrous
  - x0observefibrous
  - x7observehollow
  - x4observehollow
  - x3observeglossy
consistent ontologyຫຍັງ?

candidates:
  - opt_a kes tav minus, tav fibrous ఉండు, tav glossy ఉండు, type sam, sam tav minus, type kes, x3 kes ఉండు, x7 sam ఉండు, x4 sam ఉండు, sam బోలు ఉండు, x0 kes ఉండు మరియు type tav
  - opt_c type sam, sam బోలు ఉండు, type tav, type kes, x3 kes ఉండు, sam tav minus, kes tav minus, x0 kes ఉండు, x7 sam ఉండు, x4 sam ఉండు మరియు tav fibrous ఉండు
  - opt_d x4 sam ఉండు, type sam, type kes, type tav, x7 sam ఉండు, x0 kes ఉండు, tav fibrous ఉండు, x3 kes ఉండు, kes glossy ఉండు, sam tav minus మరియు kes tav minus
  - opt_b type sam, sam tav minus, tav fibrous ఉండు, sam బోలు ఉండు, x0 kes ఉండు, x7 sam ఉండు, type kes, type tav, x3 kes ఉండు, x4 sam ఉండు, kes glossy ఉండు మరియు kes tav minus
entities: x0; x3; x4; x7.
పరిశీలన:
  - x0 glossy పరిశీలించు
  - x3 fibrous పరిశీలించు
  - x4 fibrous పరిశీలించు
  - x7 fibrous పరిశీలించు
  - x0 fibrous పరిశీలించు
  - x7 బోలు పరిశీలించు
  - x4 బోలు పరిశీలించు
  - x3 glossy పరిశీలించు
consistent ontology ఏమిటి?

Candidates:
  - opt_a kes minus tav, tav wà fibrous, tav wà glossy, type sam, sam minus tav, type kes, x3 wà kes, x7 wà sam, x4 wà sam, sam wà hollow, x0 wà kes type tav
  - opt_c type sam, sam wà hollow, type tav, type kes, x3 wà kes, sam minus tav, kes minus tav, x0 wà kes, x7 wà sam, x4 wà sam tav wà fibrous
  - opt_d x4 wà sam, type sam, type kes, type tav, x7 wà sam, x0 wà kes, tav wà fibrous, x3 wà kes, kes wà glossy, sam minus tav kes minus tav
  - opt_b type sam, sam minus tav, tav wà fibrous, sam wà hollow, x0 wà kes, x7 wà sam, type kes, type tav, x3 wà kes, x4 wà sam, kes wà glossy kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
What consistent ontology?

Candidates:
  - opt_a kes tav minus, tav fibrous naiágúóli, tav glossy naiágúóli, type sam, sam tav minus, type kes, x3 kes naiágúóli, x7 sam naiágúóli, x4 sam naiágúóli, sam hollow naiágúóli, x0 kes naiágúóli type tav
  - opt_c type sam, sam hollow naiágúóli, type tav, type kes, x3 kes naiágúóli, sam tav minus, kes tav minus, x0 kes naiágúóli, x7 sam naiágúóli, x4 sam naiágúóli tav fibrous naiágúóli
  - opt_d x4 sam naiágúóli, type sam, type kes, type tav, x7 sam naiágúóli, x0 kes naiágúóli, tav fibrous naiágúóli, x3 kes naiágúóli, kes glossy naiágúóli, sam tav minus kes tav minus
  - opt_b type sam, sam tav minus, tav fibrous naiágúóli, sam hollow naiágúóli, x0 kes naiágúóli, x7 sam naiágúóli, type kes, type tav, x3 kes naiágúóli, x4 sam naiágúóli, kes glossy naiágúóli kes tav minus
Entities: x0; x3; x4; x7.
Observations:
  - x0 glossy observe
  - x3 fibrous observe
  - x4 fibrous observe
  - x7 fibrous observe
  - x0 fibrous observe
  - x7 hollow observe
  - x4 hollow observe
  - x3 glossy observe
Consistent ontology what?

candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy kes minus tav
entities: x0; x3; x4; x7.
observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
consistent ontology what?

Candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology what?

Candidates:
  - opt_a kes minus tav, tav fibrous, tav glossy, type sam, sam minus tav, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam minus tav, kes minus tav, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam minus tav kes minus tav
  - opt_b type sam, sam minus tav, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy kes minus tav
Entities: x0; x3; x4; x7.
Observations:
  - x0 observe glossy
  - x3 observe fibrous
  - x4 observe fibrous
  - x7 observe fibrous
  - x0 observe fibrous
  - x7 observe hollow
  - x4 observe hollow
  - x3 observe glossy
Consistent ontology what?

Candidates:
  - opt_a kes tav minus, tav fibrous, tav glossy, type sam, sam tav minus, type kes, x3 kes, x7 sam, x4 sam, sam hollow, x0 kes type tav
  - opt_c type sam, sam hollow, type tav, type kes, x3 kes, sam tav minus, kes tav minus, x0 kes, x7 sam, x4 sam tav fibrous
  - opt_d x4 sam, type sam, type kes, type tav, x7 sam, x0 kes, tav fibrous, x3 kes, kes glossy, sam tav minus kes tav minus
  - opt_b type sam, sam tav minus, tav fibrous, sam hollow, x0 kes, x7 sam, type kes, type tav, x3 kes, x4 sam, kes glossy kes tav minus
Entities: x0; x3; x4; x7.
Observations:
  - x0 glossy observe
  - x3 fibrous observe
  - x4 fibrous observe
  - x7 fibrous observe
  - x0 fibrous observe
  - x7 hollow observe
  - x4 hollow observe
  - x3 glossy observe
Consistent ontology вуч?

The candidates are:
  - opt_c type mor, zun is hollow, lorn minus tav, x1 is lorn, x3 is mor, type kes, type lorn, kes minus zun, lorn is glossy, mor is striped, x0 is lorn, type tav, x4 is kes, mor minus zun, kes is fibrous, type zun, tav is porous, x8 is lorn and zun minus tav
  - opt_b type kes, type tav, kes is fibrous, x4 is kes, x8 is lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 is lorn, mor is striped, x0 is lorn, tav is glossy, tav is porous, x3 is mor, type zun, mor minus zun, type lorn and zun is hollow
  - opt_d x0 is lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 is lorn, x4 is kes, kes minus zun, mor is striped, lorn is glossy, tav is porous, type kes, kes is fibrous, zun is hollow, type tav, x1 is lorn, mor minus tav, type zun and x3 is mor
  - opt_a x4 is kes, zun is hollow, tav is porous, type zun, x1 is lorn, x0 is lorn, x3 is mor, type kes, mor is striped, zun minus mor, kes is fibrous, lorn is glossy, x8 is lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun and lorn minus tav
The entities are:
  - x0
  - x1
  - x3
  - x4
  - x8
The observations are:
  - x3 was observed to be porous
  - x4 was observed to be fibrous
  - x8 was observed to be glossy
  - x0 was observed to be glossy
  - x1 was observed to be glossy
  - x4 was observed to be hollow
  - x1 was observed to be porous
  - x8 was observed to be porous
  - x4 was observed to be porous
  - x3 was observed to be hollow
  - x3 was observed to be striped
  - x0 was observed to be porous
What is the consistent ontology?

Los candidatos son:
  - opción C: el tipo: Mor, Zun es hueco, Lorn menos Tav, x1 es Lorn, x3 es Mor, el tipo: Kes, el tipo: Lorn, Kes menos Zun, Lorn es brillante, Mor es rayado, x0 es Lorn, el tipo: Tav, x4 es Kes, Mor menos Zun, Kes es fibroso, el tipo: Zun, Tav es poroso, x8 es Lorn y Zun menos Tav
  - opción B: el tipo: Kes, el tipo: Tav, Kes es fibroso, x4 es Kes, x8 es Lorn, Zun menos Tav, Kes menos Zun, Lorn menos Tav, el tipo: Mor, x1 es Lorn, Mor es rayado, x0 es Lorn, Tav es brillante, Tav es poroso, x3 es Mor, el tipo: Zun, Mor menos Zun, el tipo: Lorn y Zun es hueco
  - opción D: x0 es Lorn, el tipo: Lorn, Zun menos Tav, el tipo: Mor, Lorn menos Tav, x8 es Lorn, x4 es Kes, Kes menos Zun, Mor es rayado, Lorn es brillante, Tav es poroso, el tipo: Kes, Kes es fibroso, Zun es hueco, el tipo: Tav, x1 es Lorn, Mor menos Tav, el tipo: Zun y x3 es Mor
  - opción A: x4 es Kes, Zun es hueco, Tav es poroso, el tipo: Zun, x1 es Lorn, x0 es Lorn, x3 es Mor, el tipo: Kes, Mor es rayado, Zun menos Mor, Kes es fibroso, Lorn es brillante, x8 es Lorn, el tipo: Lorn, el tipo: Mor, Mor menos Zun, el tipo: Tav, Kes menos Zun y Lorn menos Tav
Las entidades son:
  - x0
  - x1
  - x3
  - x4
  - x8
Las observaciones son:
  - x3 se observó como poroso
  - x4 se observó como fibroso
  - x8 se observó como brillante
  - x0 se observó como brillante
  - x1 se observó como brillante
  - x4 se observó como hueco
  - x1 se observó como poroso
  - x8 se observó como poroso
  - x4 se observó como poroso
  - x3 se observó como hueco
  - x3 se observó como rayado
  - x0 se observó como poroso
¿Qué consistent ontology?

候选项如下：
  - 选项C：类型：莫尔、尊恩是空心的、洛恩减塔夫、x1是洛恩、x3是莫尔、类型：凯斯、类型：洛恩、凯斯减尊恩、洛恩是有光泽的、莫尔是条纹的、x0是洛恩、类型：塔夫、x4是凯斯、莫尔减尊恩、凯斯是纤维状的、类型：尊恩、塔夫是多孔的、x8是洛恩和尊恩减塔夫
  - 选项B：类型：凯斯、类型：塔夫、凯斯是纤维状的、x4是凯斯、x8是洛恩、尊恩减塔夫、凯斯减尊恩、洛恩减塔夫、类型：莫尔、x1是洛恩、莫尔是条纹的、x0是洛恩、塔夫是有光泽的、塔夫是多孔的、x3是莫尔、类型：尊恩、莫尔减尊恩、类型：洛恩和尊恩是空心的
  - 选项D：x0是洛恩、类型：洛恩、尊恩减塔夫、类型：莫尔、洛恩减塔夫、x8是洛恩、x4是凯斯、凯斯减尊恩、莫尔是条纹的、洛恩是有光泽的、塔夫是多孔的、类型：凯斯、凯斯是纤维状的、尊恩是空心的、类型：塔夫、x1是洛恩、莫尔减塔夫、类型：尊恩和x3是莫尔
  - 选项A：x4是凯斯、尊恩是空心的、塔夫是多孔的、类型：尊恩、x1是洛恩、x0是洛恩、x3是莫尔、类型：凯斯、莫尔是条纹的、尊恩减莫尔、凯斯是纤维状的、洛恩是有光泽的、x8是洛恩、类型：洛恩、类型：莫尔、莫尔减尊恩、类型：塔夫、凯斯减尊恩和洛恩减塔夫
实体如下：
  - x0
  - x1
  - x3
  - x4
  - x8
观察如下：
  - x3观察到多孔的
  - x4观察到纤维状的
  - x8观察到有光泽的
  - x0观察到有光泽的
  - x1观察到有光泽的
  - x4观察到空心的
  - x1观察到多孔的
  - x8观察到多孔的
  - x4观察到多孔的
  - x3观察到空心的
  - x3观察到条纹的
  - x0观察到多孔的
consistent ontology什么？

Adaylar:
  - opt_c: tip: mor, zun içi boş, lorn tav eksi, x1 lorn, x3 mor, tip: kes, tip: lorn, kes zun eksi, lorn parlak, mor çizgili, x0 lorn, tip: tav, x4 kes, mor zun eksi, kes lifli, tip: zun, tav gözenekli, x8 lorn ve zun tav eksi
  - opt_b: tip: kes, tip: tav, kes lifli, x4 kes, x8 lorn, zun tav eksi, kes zun eksi, lorn tav eksi, tip: mor, x1 lorn, mor çizgili, x0 lorn, tav parlak, tav gözenekli, x3 mor, tip: zun, mor zun eksi, tip: lorn ve zun içi boş
  - opt_d: x0 lorn, tip: lorn, zun tav eksi, tip: mor, lorn tav eksi, x8 lorn, x4 kes, kes zun eksi, mor çizgili, lorn parlak, tav gözenekli, tip: kes, kes lifli, zun içi boş, tip: tav, x1 lorn, mor tav eksi, tip: zun ve x3 mor
  - opt_a: x4 kes, zun içi boş, tav gözenekli, tip: zun, x1 lorn, x0 lorn, x3 mor, tip: kes, mor çizgili, zun mor eksi, kes lifli, lorn parlak, x8 lorn, tip: lorn, tip: mor, mor zun eksi, tip: tav, kes zun eksi ve lorn tav eksi
Varlıklar:
  - x0
  - x1
  - x3
  - x4
  - x8
Gözlemler:
  - x3 gözenekli gözlemlendi
  - x4 lifli gözlemlendi
  - x8 parlak gözlemlendi
  - x0 parlak gözlemlendi
  - x1 parlak gözlemlendi
  - x4 içi boş gözlemlendi
  - x1 gözenekli gözlemlendi
  - x8 gözenekli gözlemlendi
  - x4 gözenekli gözlemlendi
  - x3 içi boş gözlemlendi
  - x3 çizgili gözlemlendi
  - x0 gözenekli gözlemlendi
Consistent ontology ne?

Wagombea ni:
  - opt_c: type: mor, zun ni hollow, lorn minus tav, x1 ni lorn, x3 ni mor, type: kes, type: lorn, kes minus zun, lorn ni zuri, mor ni striped, x0 ni lorn, type: tav, x4 ni kes, mor minus zun, kes ni fibrous, type: zun, tav ni porous, x8 ni lorn na zun minus tav
  - opt_b: type: kes, type: tav, kes ni fibrous, x4 ni kes, x8 ni lorn, zun minus tav, kes minus zun, lorn minus tav, type: mor, x1 ni lorn, mor ni striped, x0 ni lorn, tav ni zuri, tav ni porous, x3 ni mor, type: zun, mor minus zun, type: lorn na zun ni hollow
  - opt_d: x0 ni lorn, type: lorn, zun minus tav, type: mor, lorn minus tav, x8 ni lorn, x4 ni kes, kes minus zun, mor ni striped, lorn ni zuri, tav ni porous, type: kes, kes ni fibrous, zun ni hollow, type: tav, x1 ni lorn, mor minus tav, type: zun na x3 ni mor
  - opt_a: x4 ni kes, zun ni hollow, tav ni porous, type: zun, x1 ni lorn, x0 ni lorn, x3 ni mor, type: kes, mor ni striped, zun minus mor, kes ni fibrous, lorn ni zuri, x8 ni lorn, type: lorn, type: mor, mor minus zun, type: tav, kes minus zun na lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Uchunguzi:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe zuri
  - x0 observe zuri
  - x1 observe zuri
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology nini?

The candidates are:
  - opt_c type mor, zun is hollow, lorn minus tav, x1 is lorn, x3 is mor, type kes, type lorn, kes minus zun, lorn is glossy, mor is striped, x0 is lorn, type tav, x4 is kes, mor minus zun, kes is fibrous, type zun, tav is porous, x8 is lorn and zun minus tav
  - opt_b type kes, type tav, kes is fibrous, x4 is kes, x8 is lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 is lorn, mor is striped, x0 is lorn, tav is glossy, tav is porous, x3 is mor, type zun, mor minus zun, type lorn and zun is hollow
  - opt_d x0 is lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 is lorn, x4 is kes, kes minus zun, mor is striped, lorn is glossy, tav is porous, type kes, kes is fibrous, zun is hollow, type tav, x1 is lorn, mor minus tav, type zun and x3 is mor
  - opt_a x4 is kes, zun is hollow, tav is porous, type zun, x1 is lorn, x0 is lorn, x3 is mor, type kes, mor is striped, zun minus mor, kes is fibrous, lorn is glossy, x8 is lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun and lorn minus tav
The entities are:
  - x0
  - x1
  - x3
  - x4
  - x8
The observations are:
  - x3 was observed to be porous
  - x4 was observed to be fibrous
  - x8 was observed to be glossy
  - x0 was observed to be glossy
  - x1 was observed to be glossy
  - x4 was observed to be hollow
  - x1 was observed to be porous
  - x8 was observed to be porous
  - x4 was observed to be porous
  - x3 was observed to be hollow
  - x3 was observed to be striped
  - x0 was observed to be porous
What is the consistent ontology?

{candidates: [(candidate opt_c [(type mor) (prop zun hollow) (sub lorn tav) (inst x1 lorn) (inst x3 mor) (type kes) (type lorn) (sub kes zun) (prop lorn glossy) (prop mor striped) (inst x0 lorn) (type tav) (inst x4 kes) (sub mor zun) (prop kes fibrous) (type zun) (prop tav porous) (inst x8 lorn) (sub zun tav)]) (candidate opt_b [(type kes) (type tav) (prop kes fibrous) (inst x4 kes) (inst x8 lorn) (sub zun tav) (sub kes zun) (sub lorn tav) (type mor) (inst x1 lorn) (prop mor striped) (inst x0 lorn) (prop tav glossy) (prop tav porous) (inst x3 mor) (type zun) (sub mor zun) (type lorn) (prop zun hollow)]) (candidate opt_d [(inst x0 lorn) (type lorn) (sub zun tav) (type mor) (sub lorn tav) (inst x8 lorn) (inst x4 kes) (sub kes zun) (prop mor striped) (prop lorn glossy) (prop tav porous) (type kes) (prop kes fibrous) (prop zun hollow) (type tav) (inst x1 lorn) (sub mor tav) (type zun) (inst x3 mor)]) (candidate opt_a [(inst x4 kes) (prop zun hollow) (prop tav porous) (type zun) (inst x1 lorn) (inst x0 lorn) (inst x3 mor) (type kes) (prop mor striped) (sub zun mor) (prop kes fibrous) (prop lorn glossy) (inst x8 lorn) (type lorn) (type mor) (sub mor zun) (type tav) (sub kes zun) (sub lorn tav)])], entities: [x0 x1 x3 x4 x8], observations: [(observed x3 porous) (observed x4 fibrous) (observed x8 glossy) (observed x0 glossy) (observed x1 glossy) (observed x4 hollow) (observed x1 porous) (observed x8 porous) (observed x4 porous) (observed x3 hollow) (observed x3 striped) (observed x0 porous)], query: (consistent_ontology)}

Die Kandidaten sind:
  - opt_c type mor, zun ist hohler, lorn weniger tav, x1 ist lorn, x3 ist mor, type kes, type lorn, kes weniger zun, lorn ist glänzender, mor ist gestreifter, x0 ist lorn, type tav, x4 ist kes, mor weniger zun, kes ist fibrous, type zun, tav ist poröser, x8 ist lorn und zun weniger tav
  - opt_b type kes, type tav, kes ist fibrous, x4 ist kes, x8 ist lorn, zun weniger tav, kes weniger zun, lorn weniger tav, type mor, x1 ist lorn, mor ist gestreifter, x0 ist lorn, tav ist glänzender, tav ist poröser, x3 ist mor, type zun, mor weniger zun, type lorn und zun ist hohler
  - opt_d x0 ist lorn, type lorn, zun weniger tav, type mor, lorn weniger tav, x8 ist lorn, x4 ist kes, kes weniger zun, mor ist gestreifter, lorn ist glänzender, tav ist poröser, type kes, kes ist fibrous, zun ist hohler, type tav, x1 ist lorn, mor weniger tav, type zun und x3 ist mor
  - opt_a x4 ist kes, zun ist hohler, tav ist poröser, type zun, x1 ist lorn, x0 ist lorn, x3 ist mor, type kes, mor ist gestreifter, zun weniger mor, kes ist fibrous, lorn ist glänzender, x8 ist lorn, type lorn, type mor, mor weniger zun, type tav, kes weniger zun und lorn weniger tav
Die Entitäten sind:
  - x0
  - x1
  - x3
  - x4
  - x8
Beobachtungen:
  - x3 beobachten poröse
  - x4 beobachten fibrous
  - x8 beobachten glänzende
  - x0 beobachten glänzende
  - x1 beobachten glänzende
  - x4 beobachten hohle
  - x1 beobachten poröse
  - x8 beobachten poröse
  - x4 beobachten poröse
  - x3 beobachten hohle
  - x3 beobachten gestreifte
  - x0 beobachten poröse
Was beständig Ontologie?

Кандѝда̄т:
  - opt_c ти̑п mor, zun би̏ти hollow, lorn minus tav, x1 би̏ти lorn, x3 би̏ти mor, ти̑п kes, ти̑п lorn, kes minus zun, lorn би̏ти glossy, mor би̏ти striped, x0 би̏ти lorn, ти̑п tav, x4 би̏ти kes, mor minus zun, kes би̏ти fibrous, ти̑п zun, tav би̏ти porous, x8 би̏ти lorn и zun minus tav
  - opt_b ти̑п kes, ти̑п tav, kes би̏ти fibrous, x4 би̏ти kes, x8 би̏ти lorn, zun minus tav, kes minus zun, lorn minus tav, ти̑п mor, x1 би̏ти lorn, mor би̏ти striped, x0 би̏ти lorn, tav би̏ти glossy, tav би̏ти porous, x3 би̏ти mor, ти̑п zun, mor minus zun, ти̑п lorn и zun би̏ти hollow
  - opt_d x0 би̏ти lorn, ти̑п lorn, zun minus tav, ти̑п mor, lorn minus tav, x8 би̏ти lorn, x4 би̏ти kes, kes minus zun, mor би̏ти striped, lorn би̏ти glossy, tav би̏ти porous, ти̑п kes, kes би̏ти fibrous, zun би̏ти hollow, ти̑п tav, x1 би̏ти lorn, mor minus tav, ти̑п zun и x3 би̏ти mor
  - opt_a x4 би̏ти kes, zun би̏ти hollow, tav би̏ти porous, ти̑п zun, x1 би̏ти lorn, x0 би̏ти lorn, x3 би̏ти mor, ти̑п kes, mor би̏ти striped, zun minus mor, kes би̏ти fibrous, lorn би̏ти glossy, x8 би̏ти lorn, ти̑п lorn, ти̑п mor, mor minus zun, ти̑п tav, kes minus zun и lorn minus tav
Ентѝте̄т:
  - x0
  - x1
  - x3
  - x4
  - x8
Опа́жа̄ње:
  - x3 прома́трати porous
  - x4 прома́трати fibrous
  - x8 прома́трати glossy
  - x0 прома́трати glossy
  - x1 прома́трати glossy
  - x4 прома́трати hollow
  - x1 прома́трати porous
  - x8 прома́трати porous
  - x4 прома́трати porous
  - x3 прома́трати hollow
  - x3 прома́трати striped
  - x0 прома́трати porous
Consistent ontològija kakav?

Ehdokkaat:
  - opt_c luokka mor, zun on ontto, lorn miinus tav, x1 on lorn, x3 on mor, luokka kes, luokka lorn, kes miinus zun, lorn on kiiltävä, mor on raidallinen, x0 on lorn, luokka tav, x4 on kes, mor miinus zun, kes on runsaskuituinen, luokka zun, tav on huokoinen, x8 on lorn ja zun miinus tav
  - opt_b luokka kes, luokka tav, kes on runsaskuituinen, x4 on kes, x8 on lorn, zun miinus tav, kes miinus zun, lorn miinus tav, luokka mor, x1 on lorn, mor on raidallinen, x0 on lorn, tav on kiiltävä, tav on huokoinen, x3 on mor, luokka zun, mor miinus zun, luokka lorn ja zun on ontto
  - opt_d x0 on lorn, luokka lorn, zun miinus tav, luokka mor, lorn miinus tav, x8 on lorn, x4 on kes, kes miinus zun, mor on raidallinen, lorn on kiiltävä, tav on huokoinen, luokka kes, kes on runsaskuituinen, zun on ontto, luokka tav, x1 on lorn, mor miinus tav, luokka zun ja x3 on mor
  - opt_a x4 on kes, zun on ontto, tav on huokoinen, luokka zun, x1 on lorn, x0 on lorn, x3 on mor, luokka kes, mor on raidallinen, zun miinus mor, kes on runsaskuituinen, lorn on kiiltävä, x8 on lorn, luokka lorn, luokka mor, mor miinus zun, luokka tav, kes miinus zun ja lorn miinus tav
Olennot:
  - x0
  - x1
  - x3
  - x4
  - x8
Havainnoinnit:
  - x3 havainnoida huokoinen
  - x4 havainnoida runsaskuituinen
  - x8 havainnoida kiiltävä
  - x0 havainnoida kiiltävä
  - x1 havainnoida kiiltävä
  - x4 havainnoida ontto
  - x1 havainnoida huokoinen
  - x8 havainnoida huokoinen
  - x4 havainnoida huokoinen
  - x3 havainnoida ontto
  - x3 havainnoida raidallinen
  - x0 havainnoida huokoinen
Mikä johdonmukainen ontologia?

候选项如下：
  - 选项C：类型：莫尔、尊恩是空心的、洛恩减塔夫、x1是洛恩、x3是莫尔、类型：凯斯、类型：洛恩、凯斯减尊恩、洛恩是有光泽的、莫尔是条纹的、x0是洛恩、类型：塔夫、x4是凯斯、莫尔减尊恩、凯斯是纤维状的、类型：尊恩、塔夫是多孔的、x8是洛恩和尊恩减塔夫
  - 选项B：类型：凯斯、类型：塔夫、凯斯是纤维状的、x4是凯斯、x8是洛恩、尊恩减塔夫、凯斯减尊恩、洛恩减塔夫、类型：莫尔、x1是洛恩、莫尔是条纹的、x0是洛恩、塔夫是有光泽的、塔夫是多孔的、x3是莫尔、类型：尊恩、莫尔减尊恩、类型：洛恩和尊恩是空心的
  - 选项D：x0是洛恩、类型：洛恩、尊恩减塔夫、类型：莫尔、洛恩减塔夫、x8是洛恩、x4是凯斯、凯斯减尊恩、莫尔是条纹的、洛恩是有光泽的、塔夫是多孔的、类型：凯斯、凯斯是纤维状的、尊恩是空心的、类型：塔夫、x1是洛恩、莫尔减塔夫、类型：尊恩和x3是莫尔
  - 选项A：x4是凯斯、尊恩是空心的、塔夫是多孔的、类型：尊恩、x1是洛恩、x0是洛恩、x3是莫尔、类型：凯斯、莫尔是条纹的、尊恩减莫尔、凯斯是纤维状的、洛恩是有光泽的、x8是洛恩、类型：洛恩、类型：莫尔、莫尔减尊恩、类型：塔夫、凯斯减尊恩和洛恩减塔夫
实体如下：
  - x0
  - x1
  - x3
  - x4
  - x8
观察如下：
  - x3观察到多孔的
  - x4观察到纤维状的
  - x8观察到有光泽的
  - x0观察到有光泽的
  - x1观察到有光泽的
  - x4观察到空心的
  - x1观察到多孔的
  - x8观察到多孔的
  - x4观察到多孔的
  - x3观察到空心的
  - x3观察到条纹的
  - x0观察到多孔的
consistent ontology什么？

候補者:
  - opt_c:種類:mor, zun空っぽです, lorntavminus, x1lornです, x3morです, 種類:kes, 種類:lorn, keszunminus, lorn艶やかです, mor縞模様のです, x0lornです, 種類:tav, x4kesです, morzunminus, kesfibrousです, 種類:zun, tav多孔質のです, x8lornですとzuntavminus
  - opt_b:種類:kes, 種類:tav, kesfibrousです, x4kesです, x8lornです, zuntavminus, keszunminus, lorntavminus, 種類:mor, x1lornです, mor縞模様のです, x0lornです, tav艶やかです, tav多孔質のです, x3morです, 種類:zun, morzunminus, 種類:lornとzun空っぽです
  - opt_d:x0lornです, 種類:lorn, zuntavminus, 種類:mor, lorntavminus, x8lornです, x4kesです, keszunminus, mor縞模様のです, lorn艶やかです, tav多孔質のです, 種類:kes, kesfibrousです, zun空っぽです, 種類:tav, x1lornです, mortavminus, 種類:zunとx3morです
  - opt_a:x4kesです, zun空っぽです, tav多孔質のです, 種類:zun, x1lornです, x0lornです, x3morです, 種類:kes, mor縞模様のです, zunmorminus, kesfibrousです, lorn艶やかです, x8lornです, 種類:lorn, 種類:mor, morzunminus, 種類:tav, keszunminusとlorntavminus
実体:
  - x0
  - x1
  - x3
  - x4
  - x8
観察:
  - x3多孔質の観察する
  - x4fibrous観察する
  - x8艶やか観察する
  - x0艶やか観察する
  - x1艶やか観察する
  - x4空っぽ観察する
  - x1多孔質の観察する
  - x8多孔質の観察する
  - x4多孔質の観察する
  - x3空っぽ観察する
  - x3縞模様の観察する
  - x0多孔質の観察する
consistent存在論何と?

Adaylar:
  - opt_c: tip: mor, zun içi boş, lorn tav eksi, x1 lorn, x3 mor, tip: kes, tip: lorn, kes zun eksi, lorn parlak, mor çizgili, x0 lorn, tip: tav, x4 kes, mor zun eksi, kes lifli, tip: zun, tav gözenekli, x8 lorn ve zun tav eksi
  - opt_b: tip: kes, tip: tav, kes lifli, x4 kes, x8 lorn, zun tav eksi, kes zun eksi, lorn tav eksi, tip: mor, x1 lorn, mor çizgili, x0 lorn, tav parlak, tav gözenekli, x3 mor, tip: zun, mor zun eksi, tip: lorn ve zun içi boş
  - opt_d: x0 lorn, tip: lorn, zun tav eksi, tip: mor, lorn tav eksi, x8 lorn, x4 kes, kes zun eksi, mor çizgili, lorn parlak, tav gözenekli, tip: kes, kes lifli, zun içi boş, tip: tav, x1 lorn, mor tav eksi, tip: zun ve x3 mor
  - opt_a: x4 kes, zun içi boş, tav gözenekli, tip: zun, x1 lorn, x0 lorn, x3 mor, tip: kes, mor çizgili, zun mor eksi, kes lifli, lorn parlak, x8 lorn, tip: lorn, tip: mor, mor zun eksi, tip: tav, kes zun eksi ve lorn tav eksi
Varlıklar:
  - x0
  - x1
  - x3
  - x4
  - x8
Gözlemler:
  - x3 gözenekli gözlemlendi
  - x4 lifli gözlemlendi
  - x8 parlak gözlemlendi
  - x0 parlak gözlemlendi
  - x1 parlak gözlemlendi
  - x4 içi boş gözlemlendi
  - x1 gözenekli gözlemlendi
  - x8 gözenekli gözlemlendi
  - x4 gözenekli gözlemlendi
  - x3 içi boş gözlemlendi
  - x3 çizgili gözlemlendi
  - x0 gözenekli gözlemlendi
Consistent ontology ne?

مُرَشَّح:
  - opt_c type mor، zun أَجْوَف، نَاقَص lorn tav، x1 lorn، x3 mor، type kes، type lorn، نَاقَص kes zun، lorn glossy، mor مُخَطَّط، x0 lorn، type tav، x4 kes، نَاقَص mor zun، kes fibrous، type zun، tav porous، x8 lorn وَـ نَاقَص zun tav
  - opt_b type kes، type tav، kes fibrous، x4 kes، x8 lorn، نَاقَص zun tav، نَاقَص kes zun، نَاقَص lorn tav، type mor، x1 lorn، mor مُخَطَّط، x0 lorn، tav glossy، tav porous، x3 mor، type zun، نَاقَص mor zun، type lorn وَـ zun أَجْوَف
  - opt_d x0 lorn، type lorn، نَاقَص zun tav، type mor، نَاقَص lorn tav، x8 lorn، x4 kes، نَاقَص kes zun، mor مُخَطَّط، lorn glossy، tav porous، type kes، kes fibrous، zun أَجْوَف، type tav، x1 lorn، نَاقَص mor tav، type zun وَـ x3 mor
  - opt_a x4 kes، zun أَجْوَف، tav porous، type zun، x1 lorn، x0 lorn، x3 mor، type kes، mor مُخَطَّط، نَاقَص zun mor، kes fibrous، lorn glossy، x8 lorn، type lorn، type mor، نَاقَص mor zun، type tav، نَاقَص kes zun وَـ نَاقَص lorn tav
كِيَان:
  - x0
  - x1
  - x3
  - x4
  - x8
رَصْد:
  - لَاحَظَ x3 porous
  - لَاحَظَ x4 fibrous
  - لَاحَظَ x8 glossy
  - لَاحَظَ x0 glossy
  - لَاحَظَ x1 glossy
  - لَاحَظَ x4 أَجْوَف
  - لَاحَظَ x1 porous
  - لَاحَظَ x8 porous
  - لَاحَظَ x4 porous
  - لَاحَظَ x3 أَجْوَف
  - لَاحَظَ x3 مُخَطَّط
  - لَاحَظَ x0 porous
مُتَّسِق أُنْطُولُوجِيَّا مَاذَا؟

Კანდიდატები:
  - opt_c type mor, zun ცარიელი ყოფნა, lorn tav minus, x1 lorn ყოფნა, x3 mor ყოფნა, type kes, type lorn, kes zun minus, lorn glossy ყოფნა, mor striped ყოფნა, x0 lorn ყოფნა, type tav, x4 kes ყოფნა, mor zun minus, kes fibrous ყოფნა, type zun, tav porous ყოფნა, x8 lorn ყოფნა და zun tav minus
  - opt_b type kes, type tav, kes fibrous ყოფნა, x4 kes ყოფნა, x8 lorn ყოფნა, zun tav minus, kes zun minus, lorn tav minus, type mor, x1 lorn ყოფნა, mor striped ყოფნა, x0 lorn ყოფნა, tav glossy ყოფნა, tav porous ყოფნა, x3 mor ყოფნა, type zun, mor zun minus, type lorn და zun ცარიელი ყოფნა
  - opt_d x0 lorn ყოფნა, type lorn, zun tav minus, type mor, lorn tav minus, x8 lorn ყოფნა, x4 kes ყოფნა, kes zun minus, mor striped ყოფნა, lorn glossy ყოფნა, tav porous ყოფნა, type kes, kes fibrous ყოფნა, zun ცარიელი ყოფნა, type tav, x1 lorn ყოფნა, mor tav minus, type zun და x3 mor ყოფნა
  - opt_a x4 kes ყოფნა, zun ცარიელი ყოფნა, tav porous ყოფნა, type zun, x1 lorn ყოფნა, x0 lorn ყოფნა, x3 mor ყოფნა, type kes, mor striped ყოფნა, zun mor minus, kes fibrous ყოფნა, lorn glossy ყოფნა, x8 lorn ყოფნა, type lorn, type mor, mor zun minus, type tav, kes zun minus და lorn tav minus
Არსებები:
  - x0
  - x1
  - x3
  - x4
  - x8
Დაკვირვება:
  - x3 porous აკვირდება
  - x4 fibrous აკვირდება
  - x8 glossy აკვირდება
  - x0 glossy აკვირდება
  - x1 glossy აკვირდება
  - x4 ცარიელი აკვირდება
  - x1 porous აკვირდება
  - x8 porous აკვირდება
  - x4 porous აკვირდება
  - x3 ცარიელი აკვირდება
  - x3 striped აკვირდება
  - x0 porous აკვირდება
Consistent ონტოლოგია რა?

Kaiwhakauru:
  - opt_c pato mor, zun kaiwaka, minus lorn tav, x1 lorn, x3 mor, pato kes, pato lorn, minus kes zun, lorn whakahinuhinu, mor tāwakawaka, x0 lorn, pato tav, x4 kes, minus mor zun, kes akaaka, pato zun, tav pōareare, x8 lorn me minus zun tav
  - opt_b pato kes, pato tav, kes akaaka, x4 kes, x8 lorn, minus zun tav, minus kes zun, minus lorn tav, pato mor, x1 lorn, mor tāwakawaka, x0 lorn, tav whakahinuhinu, tav pōareare, x3 mor, pato zun, minus mor zun, pato lorn me zun kaiwaka
  - opt_d x0 lorn, pato lorn, minus zun tav, pato mor, minus lorn tav, x8 lorn, x4 kes, minus kes zun, mor tāwakawaka, lorn whakahinuhinu, tav pōareare, pato kes, kes akaaka, zun kaiwaka, pato tav, x1 lorn, minus mor tav, pato zun me x3 mor
  - opt_a x4 kes, zun kaiwaka, tav pōareare, pato zun, x1 lorn, x0 lorn, x3 mor, pato kes, mor tāwakawaka, minus zun mor, kes akaaka, lorn whakahinuhinu, x8 lorn, pato lorn, pato mor, minus mor zun, pato tav, minus kes zun me minus lorn tav
Hinonga:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - observe x3 pōareare
  - observe x4 akaaka
  - observe x8 whakahinuhinu
  - observe x0 whakahinuhinu
  - observe x1 whakahinuhinu
  - observe x4 kaiwaka
  - observe x1 pōareare
  - observe x8 pōareare
  - observe x4 pōareare
  - observe x3 kaiwaka
  - observe x3 tāwakawaka
  - observe x0 pōareare
Consistent ontology unutai?

Candidates:
  - opt_c loại mor, zun là rỗng, lorn trừ tav, x1 là lorn, x3 là mor, loại kes, loại lorn, kes trừ zun, lorn là glossy, mor là striped, x0 là lorn, loại tav, x4 là kes, mor trừ zun, kes là fibrous, loại zun, tav là porous, x8 là lorn và zun trừ tav
  - opt_b loại kes, loại tav, kes là fibrous, x4 là kes, x8 là lorn, zun trừ tav, kes trừ zun, lorn trừ tav, loại mor, x1 là lorn, mor là striped, x0 là lorn, tav là glossy, tav là porous, x3 là mor, loại zun, mor trừ zun, loại lorn và zun là rỗng
  - opt_d x0 là lorn, loại lorn, zun trừ tav, loại mor, lorn trừ tav, x8 là lorn, x4 là kes, kes trừ zun, mor là striped, lorn là glossy, tav là porous, loại kes, kes là fibrous, zun là rỗng, loại tav, x1 là lorn, mor trừ tav, loại zun và x3 là mor
  - opt_a x4 là kes, zun là rỗng, tav là porous, loại zun, x1 là lorn, x0 là lorn, x3 là mor, loại kes, mor là striped, zun trừ mor, kes là fibrous, lorn là glossy, x8 là lorn, loại lorn, loại mor, mor trừ zun, loại tav, kes trừ zun và lorn trừ tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 quan sát porous
  - x4 quan sát fibrous
  - x8 quan sát glossy
  - x0 quan sát glossy
  - x1 quan sát glossy
  - x4 quan sát rỗng
  - x1 quan sát porous
  - x8 quan sát porous
  - x4 quan sát porous
  - x3 quan sát rỗng
  - x3 quan sát striped
  - x0 quan sát porous
Phù hợp ontology gì?

ผู้สมัคร:
  - opt_c:ประเภท:mor, zunถูกกลวง, lornminustav, x1ถูกlorn, x3ถูกmor, ประเภท:kes, ประเภท:lorn, kesminuszun, lornถูกมัน, morถูกstriped, x0ถูกlorn, ประเภท:tav, x4ถูกkes, morminuszun, kesถูกfibrous, ประเภท:zun, tavถูกporous, x8ถูกlornและzunminustav
  - opt_b:ประเภท:kes, ประเภท:tav, kesถูกfibrous, x4ถูกkes, x8ถูกlorn, zunminustav, kesminuszun, lornminustav, ประเภท:mor, x1ถูกlorn, morถูกstriped, x0ถูกlorn, tavถูกมัน, tavถูกporous, x3ถูกmor, ประเภท:zun, morminuszun, ประเภท:lornและzunถูกกลวง
  - opt_d:x0ถูกlorn, ประเภท:lorn, zunminustav, ประเภท:mor, lornminustav, x8ถูกlorn, x4ถูกkes, kesminuszun, morถูกstriped, lornถูกมัน, tavถูกporous, ประเภท:kes, kesถูกfibrous, zunถูกกลวง, ประเภท:tav, x1ถูกlorn, morminustav, ประเภท:zunและx3ถูกmor
  - opt_a:x4ถูกkes, zunถูกกลวง, tavถูกporous, ประเภท:zun, x1ถูกlorn, x0ถูกlorn, x3ถูกmor, ประเภท:kes, morถูกstriped, zunminusmor, kesถูกfibrous, lornถูกมัน, x8ถูกlorn, ประเภท:lorn, ประเภท:mor, morminuszun, ประเภท:tav, kesminuszunและlornminustav
entities:
  - x0
  - x1
  - x3
  - x4
  - x8
การสังเกต:
  - x3สังเกตporous
  - x4สังเกตfibrous
  - x8สังเกตมัน
  - x0สังเกตมัน
  - x1สังเกตมัน
  - x4สังเกตกลวง
  - x1สังเกตporous
  - x8สังเกตporous
  - x4สังเกตporous
  - x3สังเกตกลวง
  - x3สังเกตstriped
  - x0สังเกตporous
consistentภววิทยาอะไร?

வேட்பாளர்:
  - opt_c type mor, zun hollow, lorn tav கழித்தல், x1 lorn, x3 mor, type kes, type lorn, kes zun கழித்தல், lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor zun கழித்தல், kes fibrous, type zun, tav porous, x8 lorn மற்றும் zun tav கழித்தல்
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun tav கழித்தல், kes zun கழித்தல், lorn tav கழித்தல், type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor zun கழித்தல், type lorn மற்றும் zun hollow
  - opt_d x0 lorn, type lorn, zun tav கழித்தல், type mor, lorn tav கழித்தல், x8 lorn, x4 kes, kes zun கழித்தல், mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor tav கழித்தல், type zun மற்றும் x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun mor கழித்தல், kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor zun கழித்தல், type tav, kes zun கழித்தல் மற்றும் lorn tav கழித்தல்
entities:
  - x0
  - x1
  - x3
  - x4
  - x8
observations:
  - x3 porous observe
  - x4 fibrous observe
  - x8 glossy observe
  - x0 glossy observe
  - x1 glossy observe
  - x4 hollow observe
  - x1 porous observe
  - x8 porous observe
  - x4 porous observe
  - x3 hollow observe
  - x3 striped observe
  - x0 porous observe
consistent உள்ளியம் என்ன?

Wagombea ni:
  - opt_c: type: mor, zun ni hollow, lorn minus tav, x1 ni lorn, x3 ni mor, type: kes, type: lorn, kes minus zun, lorn ni zuri, mor ni striped, x0 ni lorn, type: tav, x4 ni kes, mor minus zun, kes ni fibrous, type: zun, tav ni porous, x8 ni lorn na zun minus tav
  - opt_b: type: kes, type: tav, kes ni fibrous, x4 ni kes, x8 ni lorn, zun minus tav, kes minus zun, lorn minus tav, type: mor, x1 ni lorn, mor ni striped, x0 ni lorn, tav ni zuri, tav ni porous, x3 ni mor, type: zun, mor minus zun, type: lorn na zun ni hollow
  - opt_d: x0 ni lorn, type: lorn, zun minus tav, type: mor, lorn minus tav, x8 ni lorn, x4 ni kes, kes minus zun, mor ni striped, lorn ni zuri, tav ni porous, type: kes, kes ni fibrous, zun ni hollow, type: tav, x1 ni lorn, mor minus tav, type: zun na x3 ni mor
  - opt_a: x4 ni kes, zun ni hollow, tav ni porous, type: zun, x1 ni lorn, x0 ni lorn, x3 ni mor, type: kes, mor ni striped, zun minus mor, kes ni fibrous, lorn ni zuri, x8 ni lorn, type: lorn, type: mor, mor minus zun, type: tav, kes minus zun na lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Uchunguzi:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe zuri
  - x0 observe zuri
  - x1 observe zuri
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology nini?

Candidates:
  - opt_c type mor, zun hollow átʼé, lorn tav minus, x1 lorn átʼé, x3 mor átʼé, type kes, type lorn, kes zun minus, lorn glossy átʼé, mor striped átʼé, x0 lorn átʼé, type tav, x4 kes átʼé, mor zun minus, kes fibrous átʼé, type zun, tav porous átʼé, x8 lorn átʼé dóó zun tav minus
  - opt_b type kes, type tav, kes fibrous átʼé, x4 kes átʼé, x8 lorn átʼé, zun tav minus, kes zun minus, lorn tav minus, type mor, x1 lorn átʼé, mor striped átʼé, x0 lorn átʼé, tav glossy átʼé, tav porous átʼé, x3 mor átʼé, type zun, mor zun minus, type lorn dóó zun hollow átʼé
  - opt_d x0 lorn átʼé, type lorn, zun tav minus, type mor, lorn tav minus, x8 lorn átʼé, x4 kes átʼé, kes zun minus, mor striped átʼé, lorn glossy átʼé, tav porous átʼé, type kes, kes fibrous átʼé, zun hollow átʼé, type tav, x1 lorn átʼé, mor tav minus, type zun dóó x3 mor átʼé
  - opt_a x4 kes átʼé, zun hollow átʼé, tav porous átʼé, type zun, x1 lorn átʼé, x0 lorn átʼé, x3 mor átʼé, type kes, mor striped átʼé, zun mor minus, kes fibrous átʼé, lorn glossy átʼé, x8 lorn átʼé, type lorn, type mor, mor zun minus, type tav, kes zun minus dóó lorn tav minus
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 porous observe
  - x4 fibrous observe
  - x8 glossy observe
  - x0 glossy observe
  - x1 glossy observe
  - x4 hollow observe
  - x1 porous observe
  - x8 porous observe
  - x4 porous observe
  - x3 hollow observe
  - x3 striped observe
  - x0 porous observe
Consistent ontology haʼátʼíísh?

Candidates:
  - opt_c type mor, zun hollow a, lorn tav minus, x1 lorn a, x3 mor a, type kes, type lorn, kes zun minus, lorn glossy a, mor striped a, x0 lorn a, type tav, x4 kes a, mor zun minus, kes fibrous a, type zun, tav porous a, x8 lorn a aamma zun tav minus
  - opt_b type kes, type tav, kes fibrous a, x4 kes a, x8 lorn a, zun tav minus, kes zun minus, lorn tav minus, type mor, x1 lorn a, mor striped a, x0 lorn a, tav glossy a, tav porous a, x3 mor a, type zun, mor zun minus, type lorn aamma zun hollow a
  - opt_d x0 lorn a, type lorn, zun tav minus, type mor, lorn tav minus, x8 lorn a, x4 kes a, kes zun minus, mor striped a, lorn glossy a, tav porous a, type kes, kes fibrous a, zun hollow a, type tav, x1 lorn a, mor tav minus, type zun aamma x3 mor a
  - opt_a x4 kes a, zun hollow a, tav porous a, type zun, x1 lorn a, x0 lorn a, x3 mor a, type kes, mor striped a, zun mor minus, kes fibrous a, lorn glossy a, x8 lorn a, type lorn, type mor, mor zun minus, type tav, kes zun minus aamma lorn tav minus
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 porous observe
  - x4 fibrous observe
  - x8 glossy observe
  - x0 glossy observe
  - x1 glossy observe
  - x4 hollow observe
  - x1 porous observe
  - x8 porous observe
  - x4 porous observe
  - x3 hollow observe
  - x3 striped observe
  - x0 porous observe
Consistent ontology what?

Candidates:
  - opt_c type mor, zun hollow, lorn minus tav, x1 lorn, x3 mor, type kes, type lorn, kes minus zun, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor minus zun, kes fibrous, type zun, tav porous, x8 lorn na zun minus tav
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor minus zun, type lorn na zun hollow
  - opt_d x0 lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 lorn, x4 kes, kes minus zun, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor minus tav, type zun na x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun minus mor, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun na lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology what?

Candidates:
  - opt_c sësàphitehike mor, zun hollow, lorn minus tav, x1 lorn, x3 mor, sësàphitehike kes, sësàphitehike lorn, kes minus zun, lorn glossy, mor mamalsi, x0 lorn, sësàphitehike tav, x4 kes, mor minus zun, kes fibrous, sësàphitehike zun, tav porous, x8 lorn zun minus tav
  - opt_b sësàphitehike kes, sësàphitehike tav, kes fibrous, x4 kes, x8 lorn, zun minus tav, kes minus zun, lorn minus tav, sësàphitehike mor, x1 lorn, mor mamalsi, x0 lorn, tav glossy, tav porous, x3 mor, sësàphitehike zun, mor minus zun, sësàphitehike lorn zun hollow
  - opt_d x0 lorn, sësàphitehike lorn, zun minus tav, sësàphitehike mor, lorn minus tav, x8 lorn, x4 kes, kes minus zun, mor mamalsi, lorn glossy, tav porous, sësàphitehike kes, kes fibrous, zun hollow, sësàphitehike tav, x1 lorn, mor minus tav, sësàphitehike zun x3 mor
  - opt_a x4 kes, zun hollow, tav porous, sësàphitehike zun, x1 lorn, x0 lorn, x3 mor, sësàphitehike kes, mor mamalsi, zun minus mor, kes fibrous, lorn glossy, x8 lorn, sësàphitehike lorn, sësàphitehike mor, mor minus zun, sësàphitehike tav, kes minus zun lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe mamalsi
  - x0 observe porous
Consistent ontology kwèch?

Candidates:
  - opt_c type mor, zun хила hollow, lorn minus tav, x1 хила lorn, x3 хила mor, type kes, type lorn, kes minus zun, lorn хила glossy, mor хила striped, x0 хила lorn, type tav, x4 хила kes, mor minus zun, kes хила fibrous, type zun, tav хила porous, x8 хила lorn а zun minus tav
  - opt_b type kes, type tav, kes хила fibrous, x4 хила kes, x8 хила lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 хила lorn, mor хила striped, x0 хила lorn, tav хила glossy, tav хила porous, x3 хила mor, type zun, mor minus zun, type lorn а zun хила hollow
  - opt_d x0 хила lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 хила lorn, x4 хила kes, kes minus zun, mor хила striped, lorn хила glossy, tav хила porous, type kes, kes хила fibrous, zun хила hollow, type tav, x1 хила lorn, mor minus tav, type zun а x3 хила mor
  - opt_a x4 хила kes, zun хила hollow, tav хила porous, type zun, x1 хила lorn, x0 хила lorn, x3 хила mor, type kes, mor хила striped, zun minus mor, kes хила fibrous, lorn хила glossy, x8 хила lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun а lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology фу?

후보자:
  - opt_c 유형 mor, zun hollow, lorn tav 빼기, x1 lorn, x3 mor, 유형 kes, 유형 lorn, kes zun 빼기, lorn glossy, mor striped, x0 lorn, 유형 tav, x4 kes, mor zun 빼기, kes fibrous, 유형 zun, tav porous, x8 lorn zun tav 빼기
  - opt_b 유형 kes, 유형 tav, kes fibrous, x4 kes, x8 lorn, zun tav 빼기, kes zun 빼기, lorn tav 빼기, 유형 mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, 유형 zun, mor zun 빼기, 유형 lorn zun hollow
  - opt_d x0 lorn, 유형 lorn, zun tav 빼기, 유형 mor, lorn tav 빼기, x8 lorn, x4 kes, kes zun 빼기, mor striped, lorn glossy, tav porous, 유형 kes, kes fibrous, zun hollow, 유형 tav, x1 lorn, mor tav 빼기, 유형 zun x3 mor
  - opt_a x4 kes, zun hollow, tav porous, 유형 zun, x1 lorn, x0 lorn, x3 mor, 유형 kes, mor striped, zun mor 빼기, kes fibrous, lorn glossy, x8 lorn, 유형 lorn, 유형 mor, mor zun 빼기, 유형 tav, kes zun 빼기 lorn tav 빼기
실재:
  - x0
  - x1
  - x3
  - x4
  - x8
관찰:
  - x3 porous 관찰하다
  - x4 fibrous 관찰하다
  - x8 glossy 관찰하다
  - x0 glossy 관찰하다
  - x1 glossy 관찰하다
  - x4 hollow 관찰하다
  - x1 porous 관찰하다
  - x8 porous 관찰하다
  - x4 porous 관찰하다
  - x3 hollow 관찰하다
  - x3 striped 관찰하다
  - x0 porous 관찰하다
consistent 존재론 무엇?

Kandidatu:
  - opt_c mota mor, zun hollow dago, lorn tav ken, x1 lorn dago, x3 mor dago, mota kes, mota lorn, kes zun ken, lorn glossy dago, mor striped dago, x0 lorn dago, mota tav, x4 kes dago, mor zun ken, kes fibrous dago, mota zun, tav porous dago, x8 lorn dago eta zun tav ken
  - opt_b mota kes, mota tav, kes fibrous dago, x4 kes dago, x8 lorn dago, zun tav ken, kes zun ken, lorn tav ken, mota mor, x1 lorn dago, mor striped dago, x0 lorn dago, tav glossy dago, tav porous dago, x3 mor dago, mota zun, mor zun ken, mota lorn eta zun hollow dago
  - opt_d x0 lorn dago, mota lorn, zun tav ken, mota mor, lorn tav ken, x8 lorn dago, x4 kes dago, kes zun ken, mor striped dago, lorn glossy dago, tav porous dago, mota kes, kes fibrous dago, zun hollow dago, mota tav, x1 lorn dago, mor tav ken, mota zun eta x3 mor dago
  - opt_a x4 kes dago, zun hollow dago, tav porous dago, mota zun, x1 lorn dago, x0 lorn dago, x3 mor dago, mota kes, mor striped dago, zun mor ken, kes fibrous dago, lorn glossy dago, x8 lorn dago, mota lorn, mota mor, mor zun ken, mota tav, kes zun ken eta lorn tav ken
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 porous observe
  - x4 fibrous observe
  - x8 glossy observe
  - x0 glossy observe
  - x1 glossy observe
  - x4 hollow observe
  - x1 porous observe
  - x8 porous observe
  - x4 porous observe
  - x3 hollow observe
  - x3 striped observe
  - x0 porous observe
Consistent ontology zer?

ᎠᏙᎩᏯᏍᎩ:
  - opt_c type mor, zun hollow, lorn minus tav, x1 lorn, x3 mor, type kes, type lorn, kes minus zun, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor minus zun, kes fibrous, type zun, tav porous, x8 lorn ᎠᎴ zun minus tav
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor minus zun, type lorn ᎠᎴ zun hollow
  - opt_d x0 lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 lorn, x4 kes, kes minus zun, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor minus tav, type zun ᎠᎴ x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun minus mor, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun ᎠᎴ lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
What consistent ontology?

Candidates:
  - opt_c type mor, zun tiyay hollow, lorn minus tav, x1 tiyay lorn, x3 tiyay mor, type kes, type lorn, kes minus zun, lorn tiyay glossy, mor tiyay striped, x0 tiyay lorn, type tav, x4 tiyay kes, mor minus zun, kes tiyay fibrous, type zun, tav tiyay porous, x8 tiyay lorn zun minus tav
  - opt_b type kes, type tav, kes tiyay fibrous, x4 tiyay kes, x8 tiyay lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 tiyay lorn, mor tiyay striped, x0 tiyay lorn, tav tiyay glossy, tav tiyay porous, x3 tiyay mor, type zun, mor minus zun, type lorn zun tiyay hollow
  - opt_d x0 tiyay lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 tiyay lorn, x4 tiyay kes, kes minus zun, mor tiyay striped, lorn tiyay glossy, tav tiyay porous, type kes, kes tiyay fibrous, zun tiyay hollow, type tav, x1 tiyay lorn, mor minus tav, type zun x3 tiyay mor
  - opt_a x4 tiyay kes, zun tiyay hollow, tav tiyay porous, type zun, x1 tiyay lorn, x0 tiyay lorn, x3 tiyay mor, type kes, mor tiyay striped, zun minus mor, kes tiyay fibrous, lorn tiyay glossy, x8 tiyay lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 qhaway porous
  - x4 qhaway fibrous
  - x8 qhaway glossy
  - x0 qhaway glossy
  - x1 qhaway glossy
  - x4 qhaway hollow
  - x1 qhaway porous
  - x8 qhaway porous
  - x4 qhaway porous
  - x3 qhaway hollow
  - x3 qhaway striped
  - x0 qhaway porous
Consistent ontology what?

Candidates:
  - opt_c type mor, zun hollow, lorn tav minus, x1 lorn, x3 mor, type kes, type lorn, kes zun minus, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor zun minus, kes fibrous, type zun, tav porous, x8 lorn ыкӏи zun tav minus
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun tav minus, kes zun minus, lorn tav minus, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor zun minus, type lorn ыкӏи zun hollow
  - opt_d x0 lorn, type lorn, zun tav minus, type mor, lorn tav minus, x8 lorn, x4 kes, kes zun minus, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor tav minus, type zun ыкӏи x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun mor minus, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor zun minus, type tav, kes zun minus ыкӏи lorn tav minus
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 porous observe
  - x4 fibrous observe
  - x8 glossy observe
  - x0 glossy observe
  - x1 glossy observe
  - x4 hollow observe
  - x1 porous observe
  - x8 porous observe
  - x4 porous observe
  - x3 hollow observe
  - x3 striped observe
  - x0 porous observe
Consistent ontology сыд?

Candidates:
  - opt_c type mor, zun hollow, lorn minus tav, x1 lorn, x3 mor, type kes, type lorn, kes minus zun, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor minus zun, kes fibrous, type zun, tav porous, x8 lorn thiab zun minus tav
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor minus zun, type lorn thiab zun hollow
  - opt_d x0 lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 lorn, x4 kes, kes minus zun, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor minus tav, type zun thiab x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun minus mor, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun thiab lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology what?

Candidates:
  - opt_c type mor, zun hollow, lorn minus tav, x1 lorn, x3 mor, type kes, type lorn, kes minus zun, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor minus zun, kes fibrous, type zun, tav porous, x8 lorn zun minus tav
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor minus zun, type lorn zun hollow
  - opt_d x0 lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 lorn, x4 kes, kes minus zun, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor minus tav, type zun x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun minus mor, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology ining-jak?

Candidates:
  - opt_c type mor, zun hollow, lorn minus tav, x1 lorn, x3 mor, type kes, type lorn, kes minus zun, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor minus zun, kes fibrous, type zun, tav porous, x8 lorn micha' zun minus tav
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor minus zun, type lorn micha' zun hollow
  - opt_d x0 lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 lorn, x4 kes, kes minus zun, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor minus tav, type zun micha' x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun minus mor, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun micha' lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology nanta?

Candidates:
  - opt_c type mor, zun hollow, lorn tav minus, x1 lorn, x3 mor, type kes, type lorn, kes zun minus, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor zun minus, kes fibrous, type zun, tav porous, x8 lorn カ zun tav minus
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun tav minus, kes zun minus, lorn tav minus, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor zun minus, type lorn カ zun hollow
  - opt_d x0 lorn, type lorn, zun tav minus, type mor, lorn tav minus, x8 lorn, x4 kes, kes zun minus, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor tav minus, type zun カ x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun mor minus, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor zun minus, type tav, kes zun minus カ lorn tav minus
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 porous observe
  - x4 fibrous observe
  - x8 glossy observe
  - x0 glossy observe
  - x1 glossy observe
  - x4 hollow observe
  - x1 porous observe
  - x8 porous observe
  - x4 porous observe
  - x3 hollow observe
  - x3 striped observe
  - x0 porous observe
Consistent ontology what?

Candidates:
  - opt_c type mor, zun hollow, lorn minus tav, x1 lorn, x3 mor, type kes, type lorn, kes minus zun, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor minus zun, kes fibrous, type zun, tav porous, x8 lorn ынкъам zun minus tav
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor minus zun, type lorn ынкъам zun hollow
  - opt_d x0 lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 lorn, x4 kes, kes minus zun, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor minus tav, type zun ынкъам x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun minus mor, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun ынкъам lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology what?

Candidates:
  - opt_c type mor, zun yan hollow, lorn minus tav, x1 yan lorn, x3 yan mor, type kes, type lorn, kes minus zun, lorn yan glossy, mor yan striped, x0 yan lorn, type tav, x4 yan kes, mor minus zun, kes yan fibrous, type zun, tav yan porous, x8 yan lorn yéetel zun minus tav
  - opt_b type kes, type tav, kes yan fibrous, x4 yan kes, x8 yan lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 yan lorn, mor yan striped, x0 yan lorn, tav yan glossy, tav yan porous, x3 yan mor, type zun, mor minus zun, type lorn yéetel zun yan hollow
  - opt_d x0 yan lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 yan lorn, x4 yan kes, kes minus zun, mor yan striped, lorn yan glossy, tav yan porous, type kes, kes yan fibrous, zun yan hollow, type tav, x1 yan lorn, mor minus tav, type zun yéetel x3 yan mor
  - opt_a x4 yan kes, zun yan hollow, tav yan porous, type zun, x1 yan lorn, x0 yan lorn, x3 yan mor, type kes, mor yan striped, zun minus mor, kes yan fibrous, lorn yan glossy, x8 yan lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun yéetel lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology what?

Candidates:
  - opt_c type mor, zun hollow, lorn minus tav, x1 lorn, x3 mor, type kes, type lorn, kes minus zun, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor minus zun, kes fibrous, type zun, tav porous, x8 lorn zun minus tav
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor minus zun, type lorn zun hollow
  - opt_d x0 lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 lorn, x4 kes, kes minus zun, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor minus tav, type zun x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun minus mor, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology híli?

Candidates:
  - opt_c type mor, zun hollow, lorn tav minus, x1 lorn, x3 mor, type kes, type lorn, kes zun minus, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor zun minus, kes fibrous, type zun, tav porous, x8 lorn na zun tav minus
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun tav minus, kes zun minus, lorn tav minus, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor zun minus, type lorn na zun hollow
  - opt_d x0 lorn, type lorn, zun tav minus, type mor, lorn tav minus, x8 lorn, x4 kes, kes zun minus, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor tav minus, type zun na x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun mor minus, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor zun minus, type tav, kes zun minus na lorn tav minus
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 porous observe
  - x4 fibrous observe
  - x8 glossy observe
  - x0 glossy observe
  - x1 glossy observe
  - x4 hollow observe
  - x1 porous observe
  - x8 porous observe
  - x4 porous observe
  - x3 hollow observe
  - x3 striped observe
  - x0 porous observe
Consistent ontology what?

Candidates:
  - opt_c type mor, zun hollow, lorn minus tav, x1 lorn, x3 mor, type kes, type lorn, kes minus zun, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor minus zun, kes fibrous, type zun, tav porous, x8 lorn zun minus tav
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor minus zun, type lorn zun hollow
  - opt_d x0 lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 lorn, x4 kes, kes minus zun, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor minus tav, type zun x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun minus mor, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology what?

Candidates:
  - opt_c type mor, zun hollow, lorn tav minus, x1 lorn, x3 mor, type kes, type lorn, kes zun minus, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor zun minus, kes fibrous, type zun, tav porous, x8 lorn zun tav minus
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun tav minus, kes zun minus, lorn tav minus, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor zun minus, type lorn zun hollow
  - opt_d x0 lorn, type lorn, zun tav minus, type mor, lorn tav minus, x8 lorn, x4 kes, kes zun minus, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor tav minus, type zun x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun mor minus, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor zun minus, type tav, kes zun minus lorn tav minus
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 porous observe
  - x4 fibrous observe
  - x8 glossy observe
  - x0 glossy observe
  - x1 glossy observe
  - x4 hollow observe
  - x1 porous observe
  - x8 porous observe
  - x4 porous observe
  - x3 hollow observe
  - x3 striped observe
  - x0 porous observe
Consistent ontology what?

Candidates:
  - opt_c type mor, zun ǀîi hollow, lorn minus tav, x1 ǀîi lorn, x3 ǀîi mor, type kes, type lorn, kes minus zun, lorn ǀîi glossy, mor ǀîi striped, x0 ǀîi lorn, type tav, x4 ǀîi kes, mor minus zun, kes ǀîi fibrous, type zun, tav ǀîi porous, x8 ǀîi lorn ǂʻá zun minus tav
  - opt_b type kes, type tav, kes ǀîi fibrous, x4 ǀîi kes, x8 ǀîi lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 ǀîi lorn, mor ǀîi striped, x0 ǀîi lorn, tav ǀîi glossy, tav ǀîi porous, x3 ǀîi mor, type zun, mor minus zun, type lorn ǂʻá zun ǀîi hollow
  - opt_d x0 ǀîi lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 ǀîi lorn, x4 ǀîi kes, kes minus zun, mor ǀîi striped, lorn ǀîi glossy, tav ǀîi porous, type kes, kes ǀîi fibrous, zun ǀîi hollow, type tav, x1 ǀîi lorn, mor minus tav, type zun ǂʻá x3 ǀîi mor
  - opt_a x4 ǀîi kes, zun ǀîi hollow, tav ǀîi porous, type zun, x1 ǀîi lorn, x0 ǀîi lorn, x3 ǀîi mor, type kes, mor ǀîi striped, zun minus mor, kes ǀîi fibrous, lorn ǀîi glossy, x8 ǀîi lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun ǂʻá lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology what?

Candidates:
  - opt_c type mor, zun hollow, lorn tav minus, x1 lorn, x3 mor, type kes, type lorn, kes zun minus, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor zun minus, kes fibrous, type zun, tav porous, x8 lorn zun tav minus
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun tav minus, kes zun minus, lorn tav minus, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor zun minus, type lorn zun hollow
  - opt_d x0 lorn, type lorn, zun tav minus, type mor, lorn tav minus, x8 lorn, x4 kes, kes zun minus, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor tav minus, type zun x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun mor minus, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor zun minus, type tav, kes zun minus lorn tav minus
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 porous observe
  - x4 fibrous observe
  - x8 glossy observe
  - x0 glossy observe
  - x1 glossy observe
  - x4 hollow observe
  - x1 porous observe
  - x8 porous observe
  - x4 porous observe
  - x3 hollow observe
  - x3 striped observe
  - x0 porous observe
Consistent ontology what?

Candidates:
  - opt_c type mor, zun hollow, lorn minus tav, x1 lorn, x3 mor, type kes, type lorn, kes minus zun, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor minus zun, kes fibrous, type zun, tav porous, x8 lorn zun minus tav
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor minus zun, type lorn zun hollow
  - opt_d x0 lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 lorn, x4 kes, kes minus zun, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor minus tav, type zun x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun minus mor, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology what?

Candidates:
  - opt_c type mor, zun hollow, lorn tav minus, x1 lorn, x3 mor, type kes, type lorn, kes zun minus, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor zun minus, kes fibrous, type zun, tav porous, x8 lorn zun tav minus
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun tav minus, kes zun minus, lorn tav minus, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor zun minus, type lorn zun hollow
  - opt_d x0 lorn, type lorn, zun tav minus, type mor, lorn tav minus, x8 lorn, x4 kes, kes zun minus, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor tav minus, type zun x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun mor minus, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor zun minus, type tav, kes zun minus lorn tav minus
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 porous observe
  - x4 fibrous observe
  - x8 glossy observe
  - x0 glossy observe
  - x1 glossy observe
  - x4 hollow observe
  - x1 porous observe
  - x8 porous observe
  - x4 porous observe
  - x3 hollow observe
  - x3 striped observe
  - x0 porous observe
Consistent ontology what?

Candidates:
  - opt_c type mor, zun hollow, lorn minus tav, x1 lorn, x3 mor, type kes, type lorn, kes minus zun, lorn glossy, mor striped, x0 lorn, type tav, x4 kes, mor minus zun, kes fibrous, type zun, tav porous, x8 lorn zun minus tav
  - opt_b type kes, type tav, kes fibrous, x4 kes, x8 lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, type zun, mor minus zun, type lorn zun hollow
  - opt_d x0 lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 lorn, x4 kes, kes minus zun, mor striped, lorn glossy, tav porous, type kes, kes fibrous, zun hollow, type tav, x1 lorn, mor minus tav, type zun x3 mor
  - opt_a x4 kes, zun hollow, tav porous, type zun, x1 lorn, x0 lorn, x3 mor, type kes, mor striped, zun minus mor, kes fibrous, lorn glossy, x8 lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology what?

Candidates:
  - opt_c type mor, zun nemi hollow, lorn minus tav, x1 nemi lorn, x3 nemi mor, type kes, type lorn, kes minus zun, lorn nemi glossy, mor nemi striped, x0 nemi lorn, type tav, x4 nemi kes, mor minus zun, kes nemi fibrous, type zun, tav nemi porous, x8 nemi lorn zun minus tav
  - opt_b type kes, type tav, kes nemi fibrous, x4 nemi kes, x8 nemi lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 nemi lorn, mor nemi striped, x0 nemi lorn, tav nemi glossy, tav nemi porous, x3 nemi mor, type zun, mor minus zun, type lorn zun nemi hollow
  - opt_d x0 nemi lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 nemi lorn, x4 nemi kes, kes minus zun, mor nemi striped, lorn nemi glossy, tav nemi porous, type kes, kes nemi fibrous, zun nemi hollow, type tav, x1 nemi lorn, mor minus tav, type zun x3 nemi mor
  - opt_a x4 nemi kes, zun nemi hollow, tav nemi porous, type zun, x1 nemi lorn, x0 nemi lorn, x3 nemi mor, type kes, mor nemi striped, zun minus mor, kes nemi fibrous, lorn nemi glossy, x8 nemi lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology tay?

Les candidats sont:
  - opt_c type mor, zun est vide, lorn moins tav, x1 est lorn, x3 est mor, type kes, type lorn, kes moins zun, lorn est luisant, mor est rayé, x0 est lorn, type tav, x4 est kes, mor moins zun, kes est fibreux, type zun, tav est poreux, x8 est lorn et zun moins tav
  - opt_b type kes, type tav, kes est fibreux, x4 est kes, x8 est lorn, zun moins tav, kes moins zun, lorn moins tav, type mor, x1 est lorn, mor est rayé, x0 est lorn, tav est luisant, tav est poreux, x3 est mor, type zun, mor moins zun, type lorn et zun est vide
  - opt_d x0 est lorn, type lorn, zun moins tav, type mor, lorn moins tav, x8 est lorn, x4 est kes, kes moins zun, mor est rayé, lorn est luisant, tav est poreux, type kes, kes est fibreux, zun est vide, type tav, x1 est lorn, mor moins tav, type zun et x3 est mor
  - opt_a x4 est kes, zun est vide, tav est poreux, type zun, x1 est lorn, x0 est lorn, x3 est mor, type kes, mor est rayé, zun moins mor, kes est fibreux, lorn est luisant, x8 est lorn, type lorn, type mor, mor moins zun, type tav, kes moins zun et lorn moins tav
Les entités sont:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations :
  - x3 observer poreux
  - x4 observer fibreux
  - x8 observer luisant
  - x0 observer luisant
  - x1 observer luisant
  - x4 observer vide
  - x1 observer poreux
  - x8 observer poreux
  - x4 observer poreux
  - x3 observer vide
  - x3 observer rayé
  - x0 observer poreux
Quoi constant ontologie ?

Kandidato:
  - opt_c tipo mor, zun egali kava, lorn minus tav, x1 egali lorn, x3 egali mor, tipo kes, tipo lorn, kes minus zun, lorn egali glossy, mor egali striita, x0 egali lorn, tipo tav, x4 egali kes, mor minus zun, kes egali fibrous, tipo zun, tav egali pora, x8 egali lorn kaj zun minus tav
  - opt_b tipo kes, tipo tav, kes egali fibrous, x4 egali kes, x8 egali lorn, zun minus tav, kes minus zun, lorn minus tav, tipo mor, x1 egali lorn, mor egali striita, x0 egali lorn, tav egali glossy, tav egali pora, x3 egali mor, tipo zun, mor minus zun, tipo lorn kaj zun egali kava
  - opt_d x0 egali lorn, tipo lorn, zun minus tav, tipo mor, lorn minus tav, x8 egali lorn, x4 egali kes, kes minus zun, mor egali striita, lorn egali glossy, tav egali pora, tipo kes, kes egali fibrous, zun egali kava, tipo tav, x1 egali lorn, mor minus tav, tipo zun kaj x3 egali mor
  - opt_a x4 egali kes, zun egali kava, tav egali pora, tipo zun, x1 egali lorn, x0 egali lorn, x3 egali mor, tipo kes, mor egali striita, zun minus mor, kes egali fibrous, lorn egali glossy, x8 egali lorn, tipo lorn, tipo mor, mor minus zun, tipo tav, kes minus zun kaj lorn minus tav
Ento:
  - x0
  - x1
  - x3
  - x4
  - x8
Observo:
  - x3 observi pora
  - x4 observi fibrous
  - x8 observi glossy
  - x0 observi glossy
  - x1 observi glossy
  - x4 observi kava
  - x1 observi pora
  - x8 observi pora
  - x4 observi pora
  - x3 observi kava
  - x3 observi striita
  - x0 observi pora
Konsekvenca ontology kio?

Indulók:
  - opt_c típus mor, zun odú, lorn mínusz tav, x1 lorn, x3 mor, típus kes, típus lorn, kes mínusz zun, lorn glossy, mor csíkos, x0 lorn, típus tav, x4 kes, mor mínusz zun, kes fibrous, típus zun, tav porous, x8 lorn és zun mínusz tav
  - opt_b típus kes, típus tav, kes fibrous, x4 kes, x8 lorn, zun mínusz tav, kes mínusz zun, lorn mínusz tav, típus mor, x1 lorn, mor csíkos, x0 lorn, tav glossy, tav porous, x3 mor, típus zun, mor mínusz zun, típus lorn és zun odú
  - opt_d x0 lorn, típus lorn, zun mínusz tav, típus mor, lorn mínusz tav, x8 lorn, x4 kes, kes mínusz zun, mor csíkos, lorn glossy, tav porous, típus kes, kes fibrous, zun odú, típus tav, x1 lorn, mor mínusz tav, típus zun és x3 mor
  - opt_a x4 kes, zun odú, tav porous, típus zun, x1 lorn, x0 lorn, x3 mor, típus kes, mor csíkos, zun mínusz mor, kes fibrous, lorn glossy, x8 lorn, típus lorn, típus mor, mor mínusz zun, típus tav, kes mínusz zun és lorn mínusz tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Megfigyelések:
  - x3 észlel porous
  - x4 észlel fibrous
  - x8 észlel glossy
  - x0 észlel glossy
  - x1 észlel glossy
  - x4 észlel odú
  - x1 észlel porous
  - x8 észlel porous
  - x4 észlel porous
  - x3 észlel odú
  - x3 észlel csíkosat
  - x0 észlel porous
Következetes ontológia melyik?

候選人:
  - opt_c:款:mor, zun是hollow, lorn減tav, x1是lorn, x3是mor, 款:kes, 款:lorn, kes減zun, lorn是glossy, mor是striped, x0是lorn, 款:tav, x4是kes, mor減zun, kes是fibrous, 款:zun, tav是porous, x8是lorn及zun減tav
  - opt_b:款:kes, 款:tav, kes是fibrous, x4是kes, x8是lorn, zun減tav, kes減zun, lorn減tav, 款:mor, x1是lorn, mor是striped, x0是lorn, tav是glossy, tav是porous, x3是mor, 款:zun, mor減zun, 款:lorn及zun是hollow
  - opt_d:x0是lorn, 款:lorn, zun減tav, 款:mor, lorn減tav, x8是lorn, x4是kes, kes減zun, mor是striped, lorn是glossy, tav是porous, 款:kes, kes是fibrous, zun是hollow, 款:tav, x1是lorn, mor減tav, 款:zun及x3是mor
  - opt_a:x4是kes, zun是hollow, tav是porous, 款:zun, x1是lorn, x0是lorn, x3是mor, 款:kes, mor是striped, zun減mor, kes是fibrous, lorn是glossy, x8是lorn, 款:lorn, 款:mor, mor減zun, 款:tav, kes減zun及lorn減tav
entities:
  - x0
  - x1
  - x3
  - x4
  - x8
observations:
  - x3observeporous
  - x4observefibrous
  - x8observeglossy
  - x0observeglossy
  - x1observeglossy
  - x4observehollow
  - x1observeporous
  - x8observeporous
  - x4observeporous
  - x3observehollow
  - x3observestriped
  - x0observeporous
consistent ontology乜嘢?

Candidates:
  - opt_c type mor, zun 有ん hollow, lorn minus tav, x1 有ん lorn, x3 有ん mor, type kes, type lorn, kes minus zun, lorn 有ん glossy, mor 有ん striped, x0 有ん lorn, type tav, x4 有ん kes, mor minus zun, kes 有ん fibrous, type zun, tav 有ん porous, x8 有ん lorn とぅ zun minus tav
  - opt_b type kes, type tav, kes 有ん fibrous, x4 有ん kes, x8 有ん lorn, zun minus tav, kes minus zun, lorn minus tav, type mor, x1 有ん lorn, mor 有ん striped, x0 有ん lorn, tav 有ん glossy, tav 有ん porous, x3 有ん mor, type zun, mor minus zun, type lorn とぅ zun 有ん hollow
  - opt_d x0 有ん lorn, type lorn, zun minus tav, type mor, lorn minus tav, x8 有ん lorn, x4 有ん kes, kes minus zun, mor 有ん striped, lorn 有ん glossy, tav 有ん porous, type kes, kes 有ん fibrous, zun 有ん hollow, type tav, x1 有ん lorn, mor minus tav, type zun とぅ x3 有ん mor
  - opt_a x4 有ん kes, zun 有ん hollow, tav 有ん porous, type zun, x1 有ん lorn, x0 有ん lorn, x3 有ん mor, type kes, mor 有ん striped, zun minus mor, kes 有ん fibrous, lorn 有ん glossy, x8 有ん lorn, type lorn, type mor, mor minus zun, type tav, kes minus zun とぅ lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Observations:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent ontology what?

Үміткер:
  - opt_c тип mor, zun hollow, lorn minus tav, x1 lorn, x3 mor, тип kes, тип lorn, kes minus zun, lorn glossy, mor striped, x0 lorn, тип tav, x4 kes, mor minus zun, kes fibrous, тип zun, tav porous, x8 lorn және zun minus tav
  - opt_b тип kes, тип tav, kes fibrous, x4 kes, x8 lorn, zun minus tav, kes minus zun, lorn minus tav, тип mor, x1 lorn, mor striped, x0 lorn, tav glossy, tav porous, x3 mor, тип zun, mor minus zun, тип lorn және zun hollow
  - opt_d x0 lorn, тип lorn, zun minus tav, тип mor, lorn minus tav, x8 lorn, x4 kes, kes minus zun, mor striped, lorn glossy, tav porous, тип kes, kes fibrous, zun hollow, тип tav, x1 lorn, mor minus tav, тип zun және x3 mor
  - opt_a x4 kes, zun hollow, tav porous, тип zun, x1 lorn, x0 lorn, x3 mor, тип kes, mor striped, zun minus mor, kes fibrous, lorn glossy, x8 lorn, тип lorn, тип mor, mor minus zun, тип tav, kes minus zun және lorn minus tav
Entities:
  - x0
  - x1
  - x3
  - x4
  - x8
Бақылау:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe hollow
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe hollow
  - x3 observe striped
  - x0 observe porous
Consistent онтология не?

מועמדת:
  - opt_c type mor, zun הוּא חָלוּל, lorn פחות tav, x1 הוּא lorn, x3 הוּא mor, type kes, type lorn, kes פחות zun, lorn הוּא glossy, mor הוּא striped, x0 הוּא lorn, type tav, x4 הוּא kes, mor פחות zun, kes הוּא fibrous, type zun, tav הוּא porous, x8 הוּא lorn וְ־ zun פחות tav
  - opt_b type kes, type tav, kes הוּא fibrous, x4 הוּא kes, x8 הוּא lorn, zun פחות tav, kes פחות zun, lorn פחות tav, type mor, x1 הוּא lorn, mor הוּא striped, x0 הוּא lorn, tav הוּא glossy, tav הוּא porous, x3 הוּא mor, type zun, mor פחות zun, type lorn וְ־ zun הוּא חָלוּל
  - opt_d x0 הוּא lorn, type lorn, zun פחות tav, type mor, lorn פחות tav, x8 הוּא lorn, x4 הוּא kes, kes פחות zun, mor הוּא striped, lorn הוּא glossy, tav הוּא porous, type kes, kes הוּא fibrous, zun הוּא חָלוּל, type tav, x1 הוּא lorn, mor פחות tav, type zun וְ־ x3 הוּא mor
  - opt_a x4 הוּא kes, zun הוּא חָלוּל, tav הוּא porous, type zun, x1 הוּא lorn, x0 הוּא lorn, x3 הוּא mor, type kes, mor הוּא striped, zun פחות mor, kes הוּא fibrous, lorn הוּא glossy, x8 הוּא lorn, type lorn, type mor, mor פחות zun, type tav, kes פחות zun וְ־ lorn פחות tav
יְשׁוּת:
  - x0
  - x1
  - x3
  - x4
  - x8
תַּצְפִּית:
  - x3 observe porous
  - x4 observe fibrous
  - x8 observe glossy
  - x0 observe glossy
  - x1 observe glossy
  - x4 observe חָלוּל
  - x1 observe porous
  - x8 observe porous
  - x4 observe porous
  - x3 observe חָלוּל
  - x3 observe striped
  - x0 observe porous
איזה עקבי ikví אונטולוגיה?