Unable to activate the effect of "Number 103: Ragnazero"

  1. Bug description

The opponent controlled “Super Quantal Mech Beast Magnaliger” with its effects negated and its orginal ATK halved by “Lost Wind”. Its current ATK was 1300.

During my Main Phase, I used “Pahunder” and “Wattpheasant” to Xyz Summon “Number 103: Ragnazero” but was unable to activate its effect, even though “Magnaliger” was a valid target.

  1. Bug reproduction steps

See replay.
The bug occurs on turn 3.

Spoiler

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

  1. Screenshot OR error code

See replay.

  1. Expected behavior

The player should be able to activate the effect of “Number 103: Ragnazero” and target “Super Quantal Mech Beast Magnaliger” while its ATK is different than its original ATK.

Lost Wind:

Target 1 face-up Special Summoned monster on the field; negate its effects, also its original ATK is halved.

No.103 (Ragnazero):

target 1 face-up Attack Position monster your opponent controls, whose current ATK is different from its original ATK;

“Lost Wind” halves the original ATK of its target, not its current ATK, hence why No.103 could not target Magnaliger in this case.

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