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Old 01-30-2025, 05:05 PM
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Originally Posted by Snowman View Post
One clarification I would add is that while yes, it is true that a "MIN SIZE" determination means that they did not detect any evidence of trimming, and if they had they would have instead graded it as "Evidence of Trimming" or "Authentic Altered", that isn't quite the same thing as them saying it is definitively not trimmed. They are simply stating that they do not see any evidence of trimming. They are not making a claim to the contrary. And in this case, that is a distinction with a difference. It's like in hypothesis testing when you fail to reject the null hypothesis, it does not imply that the alternative hypothesis is true (a concept that even most graduate-level statistics students struggle with).



That said, the fact that a card is in a "Min Size" holder does not mean it is likely to be trimmed but that they just couldn't prove it. And to say that it is "more likely" to be trimmed than a card in a numeric holder isn't particularly helpful. For example, a 1.25% chance of something is "more likely" than a 1.00% chance, but both are still extremely unlikely events.



You really have to look at the card holistically and make your own best judgment. And with this particular card, I would be extremely confident that it has in fact NOT been trimmed. Because if a trimmer skilled enough to fool both SGC and PSA had gotten his hands on it, he certainly would have trimmed that giant left edge, as the card measures wide without question.
I would add that a number grade is also not proof the card isn't trimmed. Just that they didn't find evidence of it. So in that regard, minsize is no different than a number grade regarding the likelihood of trimming. In fact, it would stand to reason that a minsize card gets more scrutiny by the grader looking for evidence of trimming, yet they found none. Whereas a card that gets a grade probably didn't get the same scrutiny. Therefore, it may actually be more likely your card with a number grade is trimmed than minsize.
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