1,870
edits
More HS era merchandise available (view source)
Revision as of 12:30, 14 September 2010
, 14 September 2010no edit summary
mNo edit summary |
|||
| Line 48: | Line 48: | ||
===Fall 2010 Collector's Tins=== | ===Fall 2010 Collector's Tins=== | ||
[[File:2010 Holiday tins.jpg|thumb|150px]] | [[File:2010 Holiday tins.jpg|thumb|150px]] | ||
The Fall 2010 Collector's Tins have finally been made available on store shelves. All tins include four booster packs, and two promotional cards. The Raikou tin includes HGSS Black Star {{TCG ID|HGSS Promo|Raikou|19}} numbered 19, and a special holofoil print of {{TCG ID|Secret Wonders|Raikou|16}} from {{TCG|Secret Wonders}}. The Entei tin includes {{TCG ID|HGSS Promo|Entei|20}} promo 20 and Secret Wonders {{TCG ID|Secret Wonders|Entei|4}} and the Suicune tin includes {{TCG ID|HGSS Promo|Suicune|21}} promo 21 and Secret Wonders {{TCG ID|Secret Wonders|Suicune|19}}. The three new promos were included in the LEGEND Perfect Set in Japan. For card text, refer to Bulbapedia. | The Fall 2010 Collector's Tins have finally been made available on store shelves. All tins include four booster packs, and two promotional cards. The Raikou tin includes HGSS Black Star {{TCG ID|HGSS Promo|Raikou|19}} numbered 19, and a special holofoil print of {{TCG ID|Secret Wonders|Raikou|16}} from {{TCG|Secret Wonders}}. The Entei tin includes {{TCG ID|HGSS Promo|Entei|20}} promo 20 and Secret Wonders {{TCG ID|Secret Wonders|Entei|4}} and the Suicune tin includes {{TCG ID|HGSS Promo|Suicune|21}} promo 21 and Secret Wonders {{TCG ID|Secret Wonders|Suicune|19}}. The three new promos were included in the LEGEND Perfect Set in Japan. For card text, refer to Bulbapedia. Promotional material included with these tins also stated that future TCG sets will be including more Shiny Pokémon. In Japan, 11 other shiny Pokémon cards were released in two different card campaigns, and the English TCG will now have the potential to have these cards printed as well. | ||
==External information== | ==External information== | ||