Activating Infinite Impermenance While Controlling Cards

  1. Bug description
    [Describe what the bug is in your own words.]
    I was able to activate Infinite Impermanence from my hand while controlling cards during my turn.

  2. Bug reproduction steps

    [Write the exact steps to reproduce the bug. Provide a replay code if you can. You can attach replay codes, or use a pastebin link or you can even use a spoiler tag using]

    [details=“Spoiler”]
    your replay code
    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
    [/details]

  3. Screenshot OR error code
    ygo bug - Album on Imgur

  4. Expected behavior
    [Tell us what should have happened when the bug occurred.]
    I should not have been able to activate Infinite Impermanence at that moment.

Had the same issue in my last duel. The game offered me to activate imperm while I had stuff on field.

I just played a game and had the same issue. I controlled 4 cards and was able to activate “infinite imperanence” from my hand

Solved

1 Like

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