Fortune Fairy Effect Bug

  1. Bug description
    Fortune Fairy effect is supposed to proc when a Fortune Fairy is drawn from the deck by either a normal draw or a card effect. However, Fortune Fairy is not procing when drawn with card effects.

  2. Bug reproduction steps

    Draw a Fortune Fairy from the deck with any card effect that lets you draw cards.

  3. Screenshot OR error code

    N/A

  4. Expected behavior
    Fortune Fairy’s effect should prompt to activate from hand when drawn from the deck by either normal draw or card effect draw.

Remember fortune fairy can miss timing… so the draw must be the last thing happened. If you draw at a higher chain link (not chain link1) is possible you miss timing to activate. Also some card at chain link 1 can make them miss timing (something like upstart goblin)… If you remember how exactly have you draw them would be better to understand this is a bug or not :slight_smile:

I have a replay but I’m not sure how to link it. If you could explain how then I would be able to provide the replay.

If you have a replay, you can copy paste the code here or put it on pastebin.com and put the url here.

On YGO Omega, when I go to the “replay” menu, I can see the saved replay. But I’m not sure how to get a code to copy paste here.
Could you explain the steps to me? Thank you.

Click on the replay. Then click export. This will copy it. Then you simply have to paste it. You can paste it here or on pastebin.com and share it.

Oh that was easy lol thank you

Replay code

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

Hey so the issue is exactly what @Falx above said. You used Upstart Goblin to draw Fortune Fairy Hikari. Since Upstart Goblin draws 1 card and then gives the opponent 1000 LP, the last thing to happen was giving your opponent 1000 LP. Since Fortune Fairy Hikari states, “When you draw this card” instead of “If you draw this card”, it will miss timing.

Gotcha, I just wanted to make sure it wasn’t a bug :smiley:
Thanks!

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