Ancient Warrior Saga - Borrowing Arrows

  1. Bug description
    [I had a situation where i negated an effect with Solemn Strike. Solemn Strike destroys which lets me activate Cao De. Cao De special summons his self after an opponents card is destroyed and the cost to do that is discarding a card. The card i discarded was Ancient Warriors Saga Borrowing Arrows, it has a second effect that activates when it's sent to the grave if 2 different attributes of Ancient Warriors are on the field (not just from field to the grave like the other Ancient Warrior spells.) I don't see any reason why it shouldn't work. I replicated this in Edo Pro and it works. I tested other situations and it works fine.]

  2. Bug reproduction steps

    [Summon one Ancient Warrior with a different attribute than Cao De. Destroy a card on the opponents field and use Cao De's effect to discard Borrowing Arrows. After that you would have 2 Ancient Warriors on the field with different attributes, so when Cao De is summoned the requirements for borrowing Arrows second effect are met.]

    Spoiler

    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

  3. Screenshot OR error code

  4. Expected behavior
    [Borrowing Arrows should always activate when sent to the grave considering the requirements are met.]

I found a similarly currently-incorrect situation at Interesting Rulings With Bardiche, Carrier & More! | Answering YOUR Ruling Questions (EP. 4) - YouTube: If Evil★Twin Ki-sikil chains her 2nd effect to an effect which can or would destroy her, e.g. Fissure, then after the chain resolves, the newly-Summoned Evil★Twin Lil-la should be unable to activate her effect to destroy a card on the field, which is not the case in Omega nor other YGOPRO simulators as the 1st effect of “Lil-la” is able to activate.