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Le Rézo de JeuxDeMots
• Types de relations
• Types de noeuds
• Consolider
le terme
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'achromians'
(id=1857986 ; fe=achromians ; type=1 ; niveau=200 ; luminosité=25 ; somme entrante=319 creation date=2015-07-31 touchdate=2025-06-09 09:28:36.000)
≈ 3 relations sortantes

  1. achromians -- r_associated #0: 30 / 1 -> incontinentia pigmenti achromians
    n1=achromians | n2=incontinentia pigmenti achromians | rel=r_associated | relid=0 | w=30
  2. achromians -- r_associated #0: 20 / 0.667 -> en:incontinentia pigmenti achromians
    n1=achromians | n2=en:incontinentia pigmenti achromians | rel=r_associated | relid=0 | w=20
  3. achromians -- r_associated #0: 20 / 0.667 -> Itô (i ncontinentia pigmenti achromians de )
    n1=achromians | n2=Itô (i ncontinentia pigmenti achromians de ) | rel=r_associated | relid=0 | w=20
≈ 19 relations entrantes

  1. en:incontinentia pigmenti achromians --- r_associated #0: 75 --> achromians
    n1=en:incontinentia pigmenti achromians | n2=achromians | rel=r_associated | relid=0 | w=75
  2. incontinentia pigmenti achromians --- r_associated #0: 72 --> achromians
    n1=incontinentia pigmenti achromians | n2=achromians | rel=r_associated | relid=0 | w=72
  3. Itô (i ncontinentia pigmenti achromians de ) --- r_associated #0: 54 --> achromians
    n1=Itô (i ncontinentia pigmenti achromians de ) | n2=achromians | rel=r_associated | relid=0 | w=54
  4. incontinence (cure endoscopique de l') --- r_associated #0: 24 --> achromians
    n1=incontinence (cure endoscopique de l') | n2=achromians | rel=r_associated | relid=0 | w=24
  5. incontinentia pigmenti achromians de Ito --- r_associated #0: 17 --> achromians
    n1=incontinentia pigmenti achromians de Ito | n2=achromians | rel=r_associated | relid=0 | w=17
  6. incontinentia pigmenti achromians de Itô --- r_associated #0: 12 --> achromians
    n1=incontinentia pigmenti achromians de Itô | n2=achromians | rel=r_associated | relid=0 | w=12
  7. incontinence anale --- r_associated #0: 5 --> achromians
    n1=incontinence anale | n2=achromians | rel=r_associated | relid=0 | w=5
  8. incontinence du cardia --- r_associated #0: 5 --> achromians
    n1=incontinence du cardia | n2=achromians | rel=r_associated | relid=0 | w=5
  9. incontinence fécale --- r_associated #0: 5 --> achromians
    n1=incontinence fécale | n2=achromians | rel=r_associated | relid=0 | w=5
  10. incontinence isthmique --- r_associated #0: 5 --> achromians
    n1=incontinence isthmique | n2=achromians | rel=r_associated | relid=0 | w=5
  11. incontinence pigmentaire --- r_associated #0: 5 --> achromians
    n1=incontinence pigmentaire | n2=achromians | rel=r_associated | relid=0 | w=5
  12. incontinence postmictionnelle --- r_associated #0: 5 --> achromians
    n1=incontinence postmictionnelle | n2=achromians | rel=r_associated | relid=0 | w=5
  13. incontinence urinaire --- r_associated #0: 5 --> achromians
    n1=incontinence urinaire | n2=achromians | rel=r_associated | relid=0 | w=5
  14. incontinence urinaire d'effort --- r_associated #0: 5 --> achromians
    n1=incontinence urinaire d'effort | n2=achromians | rel=r_associated | relid=0 | w=5
  15. incontinence urinaire des suites de couches --- r_associated #0: 5 --> achromians
    n1=incontinence urinaire des suites de couches | n2=achromians | rel=r_associated | relid=0 | w=5
  16. incontinence urinaire orthostatique --- r_associated #0: 5 --> achromians
    n1=incontinence urinaire orthostatique | n2=achromians | rel=r_associated | relid=0 | w=5
  17. incontinence urinaire par impériosité --- r_associated #0: 5 --> achromians
    n1=incontinence urinaire par impériosité | n2=achromians | rel=r_associated | relid=0 | w=5
  18. incontinence urinaire par regorgement --- r_associated #0: 5 --> achromians
    n1=incontinence urinaire par regorgement | n2=achromians | rel=r_associated | relid=0 | w=5
  19. incontinence urinaire réflexe --- r_associated #0: 5 --> achromians
    n1=incontinence urinaire réflexe | n2=achromians | rel=r_associated | relid=0 | 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