Uria, the lord of searing flames

  1. Bug description
    [Describe what the bug is in your own words.]
    After sending continuous traps to the grave before you summon uria he wont gain attack points

  2. Bug reproduction steps
    Send any amount of continuous traps to the graveyard then summon uria
    [Write the exact steps to reproduce the bug. Provide a replay code if you can. You can attach replay codes, or use a pastebin link or you can even use a spoiler tag using]

    Spoiler

    your replay code 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

  3. Screenshot OR error code

  4. Expected behavior
    [Tell us what should have happened when the bug occurred.]

We fixed this. Thanks. It’s because the two cards, shapesister and space dragster were not being treated as continuous traps in the GY because they were tuners on field. We fixed it and won’t happen again.