Can't resolve Heavenly Spheres

  1. Bug description
    I couldn’t select a card to bounce when resolving the effect of Heavenly Spheres

  2. Bug reproduction steps

    It happened to me in a couple of matches recently and I don’t remember if the conditions were similar, but in my last match:

    1. My opponent activates Oviraptor targeting a Lost World token
    2. I chain Spheres, tributing the token
    3. Chain starts resolving, the CL2 symbol disappears from Spheres but I can’t select any cards and the game gets stuck there.
    Spoiler

    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

  3. Screenshot OR error code

  4. Expected behavior
    I should have been able to select a card to return to the hand with Spheres’ effect.

This should be fixed by now; try again.

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