KeyForge: Worlds Collide CNT
A new concept of two-player card battle game
KeyForge is a two-player card battle game with a new concept. It is the latest work of Richard Garfield, the designer of the famous card battle game "Magic: The Gathering". It focuses on the unique deck game (Unique Deck Game).
Because of its unique deck characteristics (each deck is independent and unique), instead of spending money to build a stronger deck, how to make good use of the combo effect of the deck in hand, or should it be used under the current situation? Choosing which force to use is more important and requires more skill from the player. Therefore, it is suitable for board game and card game players to easily get started and to compete with experienced card game players!
Rules Overview
The player's goal is to collect amber during the game. If you collect 6 ambers, you can forge a key. The first player to forge 3 keys is the winner.
There are a total of seven forces in the game, and each deck will be composed of three random forces. Each round, players must choose to use one of their three forces, and can only use the cards of that force in that round. There is no need to pay any fees or considerations when playing cards.
Players can then play cards, attack, harvest amber, or use the card's abilities.
At the end of the round, the player fills up his hand with 6 cards, and then another player takes his turn.
Introduction to forces
•Brobnar - Use large creatures to gain combat advantages and obtain amber through combat. •Hades (Dis) - good at breaking moves, discarding cards and seizing the opponent's amber. •Logos - has a powerful card drawing mechanism and expands the upper hand limit. •Mars - The cards in the hand and on the field are highly coordinated and have powerful storage capabilities to store combat power. • Sanctum - Provides biological armor and healing. •Shadows - Steal the opponent's amber by various means. •Untamed - quickly bring out a large number of creatures to quickly collect amber.
Chinese rule sheet
Related information: 000886
