Skill not working correctly

  1. Bug description
    [The skill one-card wonder is not working properly. As it in the start of the match takes out your three cards but never ever allows you to draw 2 during the next draw phases. This was with the restrictions being read and applied for this testing deck as this deck is taken from a DL [video](https://www.youtube.com/watch?v=CD-hnP0HUP8).]

  2. Bug reproduction steps

    [Use this decklist: k2TYfekie3yCIiMMpzqKMcctPsC44L8qCwx3XvJiheGq10/hWP/rLeb+DXdZYdjgBhsTDO98dJcVhkHmAgA= and play speed duel]

    Spoiler

    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

  3. Screenshot OR error code

  4. Expected behavior
    [I should have been able to draw 2 cards in the next drawing phases instead of one.]

Was your deck all “Infernity”-named and/or supporting cards? The skill was further nerfed than just DARK monsters, according to Skill Balance | Duel Links Meta.