Bugged interaction with Super Poly-like effects and unaffected monsters

  1. Bug description
    Fallen of Albaz’s effect can be activated when the only valid fusion materials are unaffected by monster effects

  2. Bug reproduction steps
    Player A summons an unaffected monster (in this case, a Marincess monster summoned using Crystal Heart as material with Battle Ocean on the field), player B normal or special summons Fallen of Albaz. Player B can activate Albaz’s effect, which will do nothing.

    Spoiler

    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

A second replay where you can see the same issue with Super Polymerization to show it’s not exclusive to Albaz

Spoiler

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

  1. Screenshot OR error code


  2. Expected behavior
    Fallen of Albaz’s effect should not have been able to activate, as per Card Database

  3. What OS are you using
    Windows 10

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