the highest possible value for a product
How do you calculate this?
the amount of people who has the product - the amount of people who want the product
As demand increases, the value increases, but at some point when demand exceeds supply (which is common), the opposite happens: the magnitude of the value starts to decrease (though that value is now negative).
For example, two sellers sell a product, and four people want it. Let maximum value be v_m
. Value is calculated to be v_m / (2 - 4)
= -v_m / 2
. If two more people want it suddenly (so 6 now), it becomes v_m / (2 - 6)
= -v_m / 4
, which has a lower magnitude despite the higher demand and static supply. This is contrary to how supply and demand actually work, where value generally increases as demand increases (if supply remains static).
Maybe value means something differently to me than it does to you though. Ideally supply would always equal demand (which makes your denominator 0, breaking the equation entirely since that would be undefined), but that would be really difficult to control.
This is a really neat card for aristocrat decks. I love the design, and fits with other cheap orzhov removal spells with downsides (anguished unmaking is the classic example, but we've seen cards like Rite of Oblivion that are similar in concept).