Dream Ploy Will
This is a 1V1 game, including round system, war chess, and strategy play. You can freely match your deck, command heroes, summon monsters, and release spells! Compete with game friends or strangers!
Strategy
N/A
VGDB Score
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64%
Mixed
Overview
Summary
This is a 1V1 game, including round system, war chess, and strategy play. You can freely match your deck, command heroes, summon monsters, and release spells! Compete with game friends or strangers!
Description
About This Game
This is a 1V1 game, including round system, war chess, and strategy play. You can freely match your deck, command heroes, summon monsters, and release spells! Compete with game friends or strangers!
This is a 1V1 game, including round system, war chess, and strategy play. You can freely match your deck, command heroes, summon monsters, and release spells! Compete with game friends or strangers!
2. First hand/second hand: after the end of each round, the first hand/second hand will exchange, the first hand will play first and attack first; But the clear card of the first hand will also be seen by the second hand.
3.1 Fee/fee: two 1-fee cards or one 2-fee card can be played each round
4. Chessboard: The positions of both sides are 5X5 squares. Use the squares reasonably to maximize the strategic value!
This is a 1V1 game, including round system, war chess, and strategy play. You can freely match your deck, command heroes, summon monsters, and release spells! Compete with game friends or strangers!
Introduction to play
1. Open card/secret card: two cards can be played each round, one open card and one secret card. Open cards can be seen by opponents, and dark cards need to be guessed2. First hand/second hand: after the end of each round, the first hand/second hand will exchange, the first hand will play first and attack first; But the clear card of the first hand will also be seen by the second hand.
3.1 Fee/fee: two 1-fee cards or one 2-fee card can be played each round
4. Chessboard: The positions of both sides are 5X5 squares. Use the squares reasonably to maximize the strategic value!
