|
|
|
|
|
by braythwayt
3707 days ago
|
|
“Scalpers make Benefit X possible” says nothing about whether “Scalpers create Harm Y.” For example, you say "If reselling tickets was impossible and the price remained the same, then people who didn't manage to get one would be out of luck; now, they can pay more and still get one.” But if there is a fixed supply of tickets, then there are a fixed number of people getting tickets. All you are changing is which people get the tickets. Yes, people with more money and less time to stand in line or whatever will get a ticket. Yay! But people with less money can no longer stand in line and get a ticket. Boo? |
|
To be precise, you're allocating the tickets to those who value them the most, under the objective criteria of "who's willing to pay the most for them" (which may not be fair, but in the same way that capitalism favors those capable of getting money).
>But people with less money can no longer stand in line and get a ticket. Boo?
Those people value their tickets less than the people who actually get them. If you're only willing to pay X for a ticket, and someone else will pay Y>X, then the situation where you get a ticket for X and they don't isn't Pareto optimal; you'd prefer to sell your ticket for Y, and they'd prefer to buy your ticket for Y. (This does assume something about utility of money, which isn't strictly justified. To wit, I'm assuming that an unwillingness to pay more than X<Y for something implies a willingness to sell it for Y after you've gotten it. For X and Y sufficiently far apart, this should be true, but it might not be if they're close. On the other hand, if they're close then the harm here is very low.)