Mekk-Knight Blue Sky and Unchained

Ruling Question: I summoned and activated Mekk-Knight Blue Sky in the second to left column (oxooo), where i set a spell, and my opponent had an Unchained Soul of Rage. He chained his USoR to my Mekk-Knight and linked both away to summon another Unchained monster in the same Link zone. My Mekk-Knight Blue Sky didn’t search any cards, even though there was an opponents card in this column (The newly summoned Unchained). Is this correct? Or is this a bug?

In this replay is the interaction:

Replay Code

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

Blue sky checks the number of cards in its column when you go to resolve its effect. Since it is no longer on the field, it is no longer in a column and thus there are no cards in the same column as it. So no, it won’t be able to search. by YoshikageKiller

But yes, Blue sky checks the column it is currently in when it resolves. If it is no longer on the field, then there are no cards in its column - TOPsycho