While this attack relies heavily on RNG and has the potential to hit for 0 damage, the chance to unleash 200 damage makes it a high-risk, high-reward option
We are told the approximate ratios, in the form of an evil middle-school math problem: There are about half as many neon green cards as neon blue cards, and about a quarter as many neon red cards as neon green cards. Ill spare you the equation and the fractions, but at those ratios, a sheet of 121 cards would have roughly 75 blue, 37 green, and 9 red versions
The price difference between a PSA 9 and a PSA 10 is significant for any vintage holo, but for Charizard cards, that gap can be enormous
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