Difference between revisions of "Ceremonial Token"
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{{CardTable2 | {{CardTable2 | ||
| + | |crname = Svečani Token | ||
|dename = Zeremonie Spielmarke | |dename = Zeremonie Spielmarke | ||
| − | |||
|grname = Εθιμοτυπικό Σύμβολο | |grname = Εθιμοτυπικό Σύμβολο | ||
|spname = Ficha Ceremonial | |spname = Ficha Ceremonial | ||
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|summon = Offering to the Immortals | |summon = Offering to the Immortals | ||
|effect = Lingering | |effect = Lingering | ||
| − | |lore = | + | |lore = This card can be used as any [[Token Monster|Token]]. |
|jplore = 「栄誉の贄」の効果によって特殊召喚される。このトークンは「地縛神」と名のついたモンスターのアドバンス召喚以外のためにはリリースできず、シンクロ素材とする事もできない。 | |jplore = 「栄誉の贄」の効果によって特殊召喚される。このトークンは「地縛神」と名のついたモンスターのアドバンス召喚以外のためにはリリースできず、シンクロ素材とする事もできない。 | ||
| + | |ygolore = [[Special Summon]] with the [[Card effect|effect]] of "[[Offering to the Immortals]]". This [[Token Monster|Token]] cannot be [[Tribute]]d, except for a [[Tribute Summon]] of an "[[Earthbound Immortal]]" [[Monster Card|monster]], and cannot be used as a [[Synchro Material Monster]]. | ||
|en_sets = | |en_sets = | ||
'''[[Absolute Powerforce Plus]]''' ([[ABPF-ENTK1]] - [[C]]) | '''[[Absolute Powerforce Plus]]''' ([[ABPF-ENTK1]] - [[C]]) | ||
Revision as of 21:19, 30 December 2012
Ceremonial Token
English sets
Worldwide
- No set name provided at non-empty input line 1.
| Release | Number | Set | Rarity |
|---|---|---|---|
| [[Absolute Powerforce Plus (ABPF-ENTK1 - C)|Absolute Powerforce Plus]] |
Search categories
In other media
| Page | Medium | Debut date |
|---|---|---|
| Ceremonial Token (anime) | Anime | 2009-06-17 |
| Ceremonial Token (Duel Links) | Yu-Gi-Oh! Duel Links |
Categories:
- ((Unofficial name)) or ((Unofficial lore)) transclusions with an unrecognized language
- Old-style ((Unofficial name)) or ((Unofficial lore)) usage
- Cards printed without a password
- All cards
- ((Card table sets)) transclusions to be checked
- ((Card table sets)) transclusions with missing set name
- ((Card table sets)) transclusions with missing release dates
- Tokens
- TCG cards
- ((CardTable2)) transclusions using unknown parameters
