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  Filtrage type relations : +   - (ex: 4, 12, 18, 36, 444, 555, 777)
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'en:uneradicable'
(id=15520833 ; fe=en:uneradicable ; type=1 ; niveau=200 ; luminosité=25 ; somme entrante=549 creation date=2020-10-24 touchdate=2024-09-16 19:21:30.000)
≈ 11 relations sortantes

  1. en:uneradicable -- r_associated #0: 35 / 1 -> indéracinable
    n1=en:uneradicable | n2=indéracinable | rel=r_associated | relid=0 | w=35
  2. en:uneradicable -- r_associated #0: 31 / 0.886 -> ancré
    n1=en:uneradicable | n2=ancré | rel=r_associated | relid=0 | w=31
  3. en:uneradicable -- r_associated #0: 30 / 0.857 -> inamovible
    n1=en:uneradicable | n2=inamovible | rel=r_associated | relid=0 | w=30
  4. en:uneradicable -- r_associated #0: 30 / 0.857 -> intouchable
    n1=en:uneradicable | n2=intouchable | rel=r_associated | relid=0 | w=30
  5. en:uneradicable -- r_associated #0: 29 / 0.829 -> enraciné
    n1=en:uneradicable | n2=enraciné | rel=r_associated | relid=0 | w=29
  6. en:uneradicable -- r_associated #0: 29 / 0.829 -> indéboulonnable
    n1=en:uneradicable | n2=indéboulonnable | rel=r_associated | relid=0 | w=29
  7. en:uneradicable -- r_associated #0: 29 / 0.829 -> invincible
    n1=en:uneradicable | n2=invincible | rel=r_associated | relid=0 | w=29
  8. en:uneradicable -- r_associated #0: 29 / 0.829 -> tenace
    n1=en:uneradicable | n2=tenace | rel=r_associated | relid=0 | w=29
  9. en:uneradicable -- r_associated #0: 28 / 0.8 -> indestructible
    n1=en:uneradicable | n2=indestructible | rel=r_associated | relid=0 | w=28
  10. en:uneradicable -- r_associated #0: 24 / 0.686 -> inextirpable
    n1=en:uneradicable | n2=inextirpable | rel=r_associated | relid=0 | w=24
  11. en:uneradicable -- r_associated #0: 21 / 0.6 -> fixé
    n1=en:uneradicable | n2=fixé | rel=r_associated | relid=0 | w=21
≈ 16 relations entrantes

  1. tenace --- r_associated #0: 29 --> en:uneradicable
    n1=tenace | n2=en:uneradicable | rel=r_associated | relid=0 | w=29
  2. inextirpable --- r_associated #0: 27 --> en:uneradicable
    n1=inextirpable | n2=en:uneradicable | rel=r_associated | relid=0 | w=27
  3. indéracinable --- r_associated #0: 26 --> en:uneradicable
    n1=indéracinable | n2=en:uneradicable | rel=r_associated | relid=0 | w=26
  4. indestructible --- r_associated #0: 23 --> en:uneradicable
    n1=indestructible | n2=en:uneradicable | rel=r_associated | relid=0 | w=23
  5. en:indestructible --- r_associated #0: 21 --> en:uneradicable
    n1=en:indestructible | n2=en:uneradicable | rel=r_associated | relid=0 | w=21
  6. indissoluble --- r_associated #0: 21 --> en:uneradicable
    n1=indissoluble | n2=en:uneradicable | rel=r_associated | relid=0 | w=21
  7. ancré --- r_associated #0: 20 --> en:uneradicable
    n1=ancré | n2=en:uneradicable | rel=r_associated | relid=0 | w=20
  8. enraciné --- r_associated #0: 20 --> en:uneradicable
    n1=enraciné | n2=en:uneradicable | rel=r_associated | relid=0 | w=20
  9. inamovible --- r_associated #0: 20 --> en:uneradicable
    n1=inamovible | n2=en:uneradicable | rel=r_associated | relid=0 | w=20
  10. indéboulonnable --- r_associated #0: 20 --> en:uneradicable
    n1=indéboulonnable | n2=en:uneradicable | rel=r_associated | relid=0 | w=20
  11. intouchable --- r_associated #0: 20 --> en:uneradicable
    n1=intouchable | n2=en:uneradicable | rel=r_associated | relid=0 | w=20
  12. invincible --- r_associated #0: 20 --> en:uneradicable
    n1=invincible | n2=en:uneradicable | rel=r_associated | relid=0 | w=20
  13. en:enduring --- r_associated #0: 10 --> en:uneradicable
    n1=en:enduring | n2=en:uneradicable | rel=r_associated | relid=0 | w=10
  14. en:imperishable --- r_associated #0: 10 --> en:uneradicable
    n1=en:imperishable | n2=en:uneradicable | rel=r_associated | relid=0 | w=10
  15. en:unbreakable --- r_associated #0: 10 --> en:uneradicable
    n1=en:unbreakable | n2=en:uneradicable | rel=r_associated | relid=0 | w=10
  16. indéfectible --- r_associated #0: 10 --> en:uneradicable
    n1=indéfectible | n2=en:uneradicable | rel=r_associated | relid=0 | w=10
Le service Rézo permet d'énumérer les relations existant pour un terme. Ce service est interrogeable par programme.
Projet JeuxDeMots - url: http://www.jeuxdemots.org
contact: mathieu.lafourcade@lirmm.fr