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Le Rézo de JeuxDeMots
• Types de relations
• Types de noeuds
• Consolider
le terme
  Options  
             

  Filtrage type relations : +   - (ex: 4, 12, 18, 36, 444, 555, 777)
  Filtrage valeur :          min   max
  Filtrage type noeuds :   +   - (ex: 4, 6, 8, 9, 10, 12, 18, 36, 444, 555, 777)

  Présentation de sortie :   (ex: -rien-, cloud, nicecloud)
 

'Invasion'
(id=166686 ; fe=Invasion ; type=1 ; niveau=200 ; luminosité=63 ; somme entrante=21125 creation date=2009-05-04 touchdate=2025-12-18 14:06:48.000)
≈ 15 relations sortantes

  1. Invasion -- r_carac #17: -5 / 1 -> 4D
    n1=Invasion | n2=4D | rel=r_carac | relid=17 | w=-5
  2. Invasion -- r_carac #17: -5 / 1 -> Alien
    n1=Invasion | n2=Alien | rel=r_carac | relid=17 | w=-5
  3. Invasion -- r_carac #17: -5 / 1 -> Bay of Pigs
    n1=Invasion | n2=Bay of Pigs | rel=r_carac | relid=17 | w=-5
  4. Invasion -- r_carac #17: -5 / 1 -> Borg
    n1=Invasion | n2=Borg | rel=r_carac | relid=17 | w=-5
  5. Invasion -- r_carac #17: -5 / 1 -> Chola
    n1=Invasion | n2=Chola | rel=r_carac | relid=17 | w=-5
  6. Invasion -- r_carac #17: -5 / 1 -> Divine
    n1=Invasion | n2=Divine | rel=r_carac | relid=17 | w=-5
  7. Invasion -- r_carac #17: -5 / 1 -> Espagne
    n1=Invasion | n2=Espagne | rel=r_carac | relid=17 | w=-5
  8. Invasion -- r_carac #17: -5 / 1 -> Format
    n1=Invasion | n2=Format | rel=r_carac | relid=17 | w=-5
  9. Invasion -- r_carac #17: -5 / 1 -> Invisible
    n1=Invasion | n2=Invisible | rel=r_carac | relid=17 | w=-5
  10. Invasion -- r_carac #17: -5 / 1 -> Lays
    n1=Invasion | n2=Lays | rel=r_carac | relid=17 | w=-5
  11. Invasion -- r_carac #17: -5 / 1 -> Mongol
    n1=Invasion | n2=Mongol | rel=r_carac | relid=17 | w=-5
  12. Invasion -- r_carac #17: -5 / 1 -> Osaka
    n1=Invasion | n2=Osaka | rel=r_carac | relid=17 | w=-5
  13. Invasion -- r_carac #17: -5 / 1 -> Robot
    n1=Invasion | n2=Robot | rel=r_carac | relid=17 | w=-5
  14. Invasion -- r_carac #17: -5 / 1 -> Sampler
    n1=Invasion | n2=Sampler | rel=r_carac | relid=17 | w=-5
  15. Invasion -- r_carac #17: -5 / 1 -> Vandal
    n1=Invasion | n2=Vandal | rel=r_carac | relid=17 | w=-5
≈ 16 relations entrantes

  1. 4D --- r_carac #17: -5 --> Invasion
    n1=4D | n2=Invasion | rel=r_carac | relid=17 | w=-5
  2. Alien --- r_carac #17: -5 --> Invasion
    n1=Alien | n2=Invasion | rel=r_carac | relid=17 | w=-5
  3. Bay of Pigs --- r_carac #17: -5 --> Invasion
    n1=Bay of Pigs | n2=Invasion | rel=r_carac | relid=17 | w=-5
  4. Borg --- r_carac #17: -5 --> Invasion
    n1=Borg | n2=Invasion | rel=r_carac | relid=17 | w=-5
  5. Chola --- r_carac #17: -5 --> Invasion
    n1=Chola | n2=Invasion | rel=r_carac | relid=17 | w=-5
  6. Divine --- r_carac #17: -5 --> Invasion
    n1=Divine | n2=Invasion | rel=r_carac | relid=17 | w=-5
  7. Espagne --- r_carac #17: -5 --> Invasion
    n1=Espagne | n2=Invasion | rel=r_carac | relid=17 | w=-5
  8. Format --- r_carac #17: -5 --> Invasion
    n1=Format | n2=Invasion | rel=r_carac | relid=17 | w=-5
  9. Invisible --- r_carac #17: -5 --> Invasion
    n1=Invisible | n2=Invasion | rel=r_carac | relid=17 | w=-5
  10. Lays --- r_carac #17: -5 --> Invasion
    n1=Lays | n2=Invasion | rel=r_carac | relid=17 | w=-5
  11. Mongol --- r_carac #17: -5 --> Invasion
    n1=Mongol | n2=Invasion | rel=r_carac | relid=17 | w=-5
  12. Osaka --- r_carac #17: -5 --> Invasion
    n1=Osaka | n2=Invasion | rel=r_carac | relid=17 | w=-5
  13. Robot --- r_carac #17: -5 --> Invasion
    n1=Robot | n2=Invasion | rel=r_carac | relid=17 | w=-5
  14. Russian --- r_carac #17: -5 --> Invasion
    n1=Russian | n2=Invasion | rel=r_carac | relid=17 | w=-5
  15. Sampler --- r_carac #17: -5 --> Invasion
    n1=Sampler | n2=Invasion | rel=r_carac | relid=17 | w=-5
  16. Vandal --- r_carac #17: -5 --> Invasion
    n1=Vandal | n2=Invasion | rel=r_carac | relid=17 | w=-5
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