Gang Up! A Criminally Fun Card Game
- Designers: Robin Keizer and Paul van der Meer
- Publisher: HOT Games/Czacha Games
- Players: 3-5
- Ages: 10 and Up
- Time: 30 – 60 minutesTimes Played: 2, with a copy provided by one of the designers

Gang Up! A Criminally Fun Card Game is a card game where players compete to be the boss and have the toughest gang. Players start the game with a hand of 6 cards. These cards can either be gangster cards, which you recruit to form your gang, or influence cards that can help your gang achieve their criminal goals. Players also start the game with 5 status; you need status to recruit gang members, exert influence and commit crimes and being the first to achieve a status of 20 will win you the game.




The Opinionated Gamers discuss the 2017 Golden Geek Awards
The winners of the voting for the 2016 BGG Golden Geek awards were just announced. We’ve been talking about the winners amongst ourselves – and we thought it would be interesting to bring this discussion to the blog.
The methodology (taken from BGG):
The Golden Geek Award is given annually to the best new games of the year, as selected by you, the users. In order to avoid voter fraud, we have adopted the following restrictions. Voting is restricted to either supporting users (having a supporter badge from any year is sufficient),voters who pay a one-time 20 GeekGold fee, or users who have purchased an avatar or a geekbadge.
First, there will be a nomination phase. Each eligible voter can nominate up to 10 items in each of the categories. The 10 items with the most nominations in each category will become the nominees for the final voting. You are not restricted to the list of suggested nominees.
The final voting will be resolved using a condorcet voting system – specifically the Schulze method. You can read more about it here: http://en.wikipedia.org/wiki/Schulze_method
For those who don’t want to read the specifics of the system, users will rank the games in each category from 1 to 10, (with a 0 for no opinion), and, through some mathemagical computations, we will select the winner.
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