Couldn't activate Evolzar Laggia's effect when Exosister Martha tried to summon herself. Is this a bug?

  1. Bug description
    [Describe what the bug is in your own words.]
    I had Evolzar Laggia on the field. My opponent used Exosister Martha’s effect in the hand which allows her to special summon herself. I couldn’t activate my monster’s negation effect to negate that summon. Afterwards, my opponent summoned two XYZ monsters, which again I couldn’t negate. Is there a bug somewhere here?

  2. Bug reproduction steps

    [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

    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

  3. Screenshot OR error code

  4. Expected behavior
    [Tell us what should have happened when the bug occurred.]
    I think I should have been able to use Laggia’s effect to negate Martha’s special summon.

  5. What OS are you using
    [Windows-10 / Linux / Android]
    Windows 10

Laggia being unable to negate Martha’s Summon is correct. However, on which Chain Link numbers were the Xyz Monsters summoned?

Hmm the two XYZ monsters were summoned by Martha’s and Elis’ effects, triggering due to a card being moved out of the GY. Martha’s effect was CL1 and Elis’ CL2. Was it because the XYZ monsters were not summoned by the usual method, but by monster effects?

Hmm, Martha’s Xyz Summon should be negatable…

The exosister XYZ special summon effect is still apart of a monster effect resolving. The summon does not happen after the resolution of the effect, which is when you would be able to Activate and apply laggia’s effect. An example of this is I:P Masqarena.

See Black horn of hevean vs elis.

https://db.ygorganization.com/qa#23320

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