Rush Duel Chaining Traps shouldn't be possible

  1. Bug description
    Opponent is able to chain traps in a Rush Duel

  2. Bug reproduction steps

Attack with a monster. Opponent is able to activate Killer Bite Ball and Spirit Shackles in a chain.
[details=“Spoiler”] 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
[/details]

  1. Screenshot OR error code
    None

  2. Expected behavior
    According to the Rush Duel Rules: If 2 or more Trap Cards can be activated at the same timing, only 1 of them can be activated.
    So chaining traps should not be possible.

  • All the [Requirement] and [Effect] of a card are treated as being resolved at the same timing. If the [Requirement] or [Effect] of the last used card meets the activation requirement of a Trap Card, that Trap Card can be activated without missing the timing.
  • If 2 or more Trap Cards can be activated at the same timing, only 1 of them can be activated. The non-turn player chooses first whether or not to activate a Trap Card. If they do not, the turn player can then choose whether or not to activate a Trap Card.

Yes, I am familiar with this ruling. We tested this with Player 1 having 2 “Secret Barrel” and Player 2 having 1 “Secret Barrel”. Player 1 activates “Secret Barrel” first and they are unable to chain their second copy of “Secret Barrel” because the Turn Priority was passed to Player 2. Player 2 can activate their copy of “Secret Barrel” BEFORE Player 1.

This is correct. In your replay, Player 1 attacked Player 2. Player 2 activated Killer Bite Ball in response to the attack. The turn priority will pass to Player 1 however Player 1 did not have anything to activate, hence the turn priority is passed back to Player 2 where they can chain Spirit Shackles.

This ruling is not saying that 2 trap cards cannot be activated in the same chain. It’s saying that 1 trap card can be activated first by the Turn Player. Then the non-turn Player has priority to activate their Trap Card. Then the priority passes back to Turn Player.

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