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

'en:rinky-dink'
(id=51341438 ; fe=en:rinky-dink ; type=1 ; niveau=200 ; luminosité=25 ; somme entrante=1149 creation date=2022-09-25 touchdate=2025-10-13 12:03:11.000)
≈ 41 relations sortantes

  1. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Angel
    n1=en:rinky-dink | n2=Angel | rel=r_has_instance | relid=64 | w=10
  2. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Ann Miller
    n1=en:rinky-dink | n2=Ann Miller | rel=r_has_instance | relid=64 | w=10
  3. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Anna Akhmatova
    n1=en:rinky-dink | n2=Anna Akhmatova | rel=r_has_instance | relid=64 | w=10
  4. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Anna Andreïevna Gorenko
    n1=en:rinky-dink | n2=Anna Andreïevna Gorenko | rel=r_has_instance | relid=64 | w=10
  5. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Ayaka
    n1=en:rinky-dink | n2=Ayaka | rel=r_has_instance | relid=64 | w=10
  6. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Ba Jin
    n1=en:rinky-dink | n2=Ba Jin | rel=r_has_instance | relid=64 | w=10
  7. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Bambi
    n1=en:rinky-dink | n2=Bambi | rel=r_has_instance | relid=64 | w=10
  8. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Brandy Talore
    n1=en:rinky-dink | n2=Brandy Talore | rel=r_has_instance | relid=64 | w=10
  9. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Casval Rem Deikun
    n1=en:rinky-dink | n2=Casval Rem Deikun | rel=r_has_instance | relid=64 | w=10
  10. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Clara Lucille Ann Collier
    n1=en:rinky-dink | n2=Clara Lucille Ann Collier | rel=r_has_instance | relid=64 | w=10
  11. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Dani Daniels
    n1=en:rinky-dink | n2=Dani Daniels | rel=r_has_instance | relid=64 | w=10
  12. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Excision
    n1=en:rinky-dink | n2=Excision | rel=r_has_instance | relid=64 | w=10
  13. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Exile
    n1=en:rinky-dink | n2=Exile | rel=r_has_instance | relid=64 | w=10
  14. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Farrokh Bulsara
    n1=en:rinky-dink | n2=Farrokh Bulsara | rel=r_has_instance | relid=64 | w=10
  15. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Freddie Mercury
    n1=en:rinky-dink | n2=Freddie Mercury | rel=r_has_instance | relid=64 | w=10
  16. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Fritz Angst
    n1=en:rinky-dink | n2=Fritz Angst | rel=r_has_instance | relid=64 | w=10
  17. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Fritz Zorn
    n1=en:rinky-dink | n2=Fritz Zorn | rel=r_has_instance | relid=64 | w=10
  18. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Hans Fallada
    n1=en:rinky-dink | n2=Hans Fallada | rel=r_has_instance | relid=64 | w=10
  19. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Henri Beyle
    n1=en:rinky-dink | n2=Henri Beyle | rel=r_has_instance | relid=64 | w=10
  20. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Jean-Claude Lefevre
    n1=en:rinky-dink | n2=Jean-Claude Lefevre | rel=r_has_instance | relid=64 | w=10
  21. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Johnnie Lucille Ann Collier
    n1=en:rinky-dink | n2=Johnnie Lucille Ann Collier | rel=r_has_instance | relid=64 | w=10
  22. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Johnnie Lucille Collier
    n1=en:rinky-dink | n2=Johnnie Lucille Collier | rel=r_has_instance | relid=64 | w=10
  23. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Kaori Shima
    n1=en:rinky-dink | n2=Kaori Shima | rel=r_has_instance | relid=64 | w=10
  24. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Ken Ryker
    n1=en:rinky-dink | n2=Ken Ryker | rel=r_has_instance | relid=64 | w=10
  25. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Li Feigan
    n1=en:rinky-dink | n2=Li Feigan | rel=r_has_instance | relid=64 | w=10
  26. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Li Yaotang
    n1=en:rinky-dink | n2=Li Yaotang | rel=r_has_instance | relid=64 | w=10
  27. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Lola Montez
    n1=en:rinky-dink | n2=Lola Montez | rel=r_has_instance | relid=64 | w=10
  28. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Macha Méril
    n1=en:rinky-dink | n2=Macha Méril | rel=r_has_instance | relid=64 | w=10
  29. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Magalie Vaé
    n1=en:rinky-dink | n2=Magalie Vaé | rel=r_has_instance | relid=64 | w=10
  30. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Magdalene St. Michaels
    n1=en:rinky-dink | n2=Magdalene St. Michaels | rel=r_has_instance | relid=64 | w=10
  31. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Marie Dolores Eliza Rosanna Gilbert
    n1=en:rinky-dink | n2=Marie Dolores Eliza Rosanna Gilbert | rel=r_has_instance | relid=64 | w=10
  32. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Pakita
    n1=en:rinky-dink | n2=Pakita | rel=r_has_instance | relid=64 | w=10
  33. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Paul Thomas
    n1=en:rinky-dink | n2=Paul Thomas | rel=r_has_instance | relid=64 | w=10
  34. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Robert Jordan
    n1=en:rinky-dink | n2=Robert Jordan | rel=r_has_instance | relid=64 | w=10
  35. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Roman Anchelevitch Katz
    n1=en:rinky-dink | n2=Roman Anchelevitch Katz | rel=r_has_instance | relid=64 | w=10
  36. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Roman Andreïevitch Kartsev
    n1=en:rinky-dink | n2=Roman Andreïevitch Kartsev | rel=r_has_instance | relid=64 | w=10
  37. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Rox
    n1=en:rinky-dink | n2=Rox | rel=r_has_instance | relid=64 | w=10
  38. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Rudolf Ditzen
    n1=en:rinky-dink | n2=Rudolf Ditzen | rel=r_has_instance | relid=64 | w=10
  39. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Stendhal
    n1=en:rinky-dink | n2=Stendhal | rel=r_has_instance | relid=64 | w=10
  40. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Tianna
    n1=en:rinky-dink | n2=Tianna | rel=r_has_instance | relid=64 | w=10
  41. en:rinky-dink -- r_has_instance #64: 10 / 1 -> Tomoyuki Tanaka
    n1=en:rinky-dink | n2=Tomoyuki Tanaka | rel=r_has_instance | relid=64 | w=10
≈ 0 relations entrantes

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