Similarities between Gen Con and Scourge of the Slave Lords
Gen Con and Scourge of the Slave Lords have 6 things in common (in Unionpedia): Dragon (magazine), Dungeons & Dragons, Lake Geneva, Wisconsin, Role-playing game, TSR (company), Wizards of the Coast.
Dragon (magazine)
Dragon is one of the two official magazines for source material for the Dungeons & Dragons role-playing game and associated products; Dungeon is the other.
Dragon (magazine) and Gen Con · Dragon (magazine) and Scourge of the Slave Lords ·
Dungeons & Dragons
Dungeons & Dragons (abbreviated as D&DMead, Malcomson; ''Dungeons & Dragons'' FAQ or DnD) is a fantasy tabletop role-playing game (RPG) originally designed by Gary Gygax and Dave Arneson.
Dungeons & Dragons and Gen Con · Dungeons & Dragons and Scourge of the Slave Lords ·
Lake Geneva, Wisconsin
Lake Geneva is a city in Walworth County, Wisconsin, USA.
Gen Con and Lake Geneva, Wisconsin · Lake Geneva, Wisconsin and Scourge of the Slave Lords ·
Role-playing game
A role-playing game (sometimes spelled roleplaying game and abbreviated to RPG) is a game in which players assume the roles of characters in a fictional setting.
Gen Con and Role-playing game · Role-playing game and Scourge of the Slave Lords ·
TSR (company)
TSR, Inc. was an American game publishing company and the publisher of Dungeons & Dragons (D&D).
Gen Con and TSR (company) · Scourge of the Slave Lords and TSR (company) ·
Wizards of the Coast
Wizards of the Coast LLC (often referred to as WotC or simply Wizards) is an American publisher of games, primarily based on fantasy and science fiction themes, and formerly an operator of retail stores for games.
Gen Con and Wizards of the Coast · Scourge of the Slave Lords and Wizards of the Coast ·
The list above answers the following questions
- What Gen Con and Scourge of the Slave Lords have in common
- What are the similarities between Gen Con and Scourge of the Slave Lords
Gen Con and Scourge of the Slave Lords Comparison
Gen Con has 96 relations, while Scourge of the Slave Lords has 57. As they have in common 6, the Jaccard index is 3.92% = 6 / (96 + 57).
References
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