Omokage (オモカゲ, Omokage) was the first #4 member of the Phantom Troupe, whom was later replaced by Hisoka.
Attributes | Values |
---|
rdf:type
| |
rdfs:label
| |
rdfs:comment
| - Omokage (オモカゲ, Omokage) was the first #4 member of the Phantom Troupe, whom was later replaced by Hisoka.
- Omokage (オモカゲ Omokage) était un membre de la Brigade Fantôme avant d'être remplacé par Hisoka, qui est devenu le numéro 4 à son tour. Il est également le frère aîné de Retsu.
- Omokage roughly translates to "Corner's Shadow" (面煟). It should be noted that the kanji for "Omo" (面) Can also mean Face, Page, the side of a wall, or mask.
|
Level
| |
dcterms:subject
| |
dbkwik:resource/Gc3VFnAZ3OugboWmcQpphA==
| |
Image Gallery
| |
Delay
| |
Japanese Voice
| |
dbkwik:resource/tcZ0me5trGkmeWdJG4cdNw==
| |
Anime Debut
| |
dbkwik:ffxiclopedi...iPageUsesTemplate
| |
dbkwik:fr.ffxiclop...iPageUsesTemplate
| |
dbkwik:fr.hunterxh...iPageUsesTemplate
| |
dbkwik:hunter-x-hu...iPageUsesTemplate
| |
dbkwik:hunterxhunt...iPageUsesTemplate
| |
Relatives
| |
Eyes
| |
Jobs
| |
Status
| |
Previous Occupation
| |
Hair
| |
Name
| |
Genre
| |
Type
| |
Romaji
| |
Abilities
| |
dbkwik:resource/PKU71KW5y4MyMRLkDH6GuQ==
| |
dbkwik:resource/_tVuo4FwDqW4wnq99l7cnQ==
| |
dbkwik:resource/yV-JQBOlW3AajOE7VLZESw==
| - Marionnettiste ;Membre de la Brigade Fantôme
|
Statut
| |
Kanji
| |
Rōmaji
| |
dbkwik:resource/ingukzMBrTJ1HAyvYrv7Hg==
| |
nom
| |
Relations
| |
Stats
| |
Also known as
| |
Damage
| |
Gender
| |
Kana
| |
dbkwik:resource/F9dNn9TTqYn7cJ1QS7vLvg==
| - Le fabriquant de poupées des dieux
|
abstract
| - Omokage (オモカゲ, Omokage) was the first #4 member of the Phantom Troupe, whom was later replaced by Hisoka.
- Omokage (オモカゲ Omokage) était un membre de la Brigade Fantôme avant d'être remplacé par Hisoka, qui est devenu le numéro 4 à son tour. Il est également le frère aîné de Retsu.
- Omokage roughly translates to "Corner's Shadow" (面煟). It should be noted that the kanji for "Omo" (面) Can also mean Face, Page, the side of a wall, or mask.
|
is Relatives
of | |
is Relations
of | |