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The Georgist LVT is 100%. Whatever the value is of that land, you're paying it to the government. So you should buy the $100K house + $100K land in 1990 from the previous owner for $100K. Over the course of the first year you pay whatever the value of holding a piece of $100K land is for a year in taxes. Same for each of the years after that, with the new value of the land. When you sell, you get the $250K for the appreciation of the house, but nothing for the land. Of course, most likely no one else wants a $250K house on land they can't afford to pay the taxes on, so in fact a developer takes it from you for a song or you abandon it to the government, and someone else who is going to fill the land with 400 square foot apartments develops it instead.
If the LVT was done honestly, in this scenario you should be paying $0 taxes on the land because its market value is $0. If the land isn't worth $0, a land value tax makes it worth $0 according to the market--nobody would want to buy land that's priced higher than $0, because they have to pay the sale price plus 100% of the value in taxes, which is a net loss.
(And actually, all land would have negative value. The land is valueless because all the value gets taken away in taxes, plus you have transaction costs.)
The usual way the Georgists put it is taxing 100% of the land rent. The market value of the land is indeed zero under this system, but the land rent is not zero.
I have a hard time, even after Googling it, figuring out what land rent could mean here that's not also zero. The land rent is supposed to be the amount of rent the property would generate. Since all the land rent is taxed away, the land owner should be indifferent to how much land rent anyone would actually pay, which would drive the land rent down to zero as well.
This is where 'highest and best' comes in; it's not the land rent actually charged by the landowner, it's the land rent that a user making the 'highest and best' use of the property would pay.
Trying to phrase my objection correctly:
A user making the highest and best use would always pay zero because the amount that this user would pay affects the amount of taxes that the landowner would pay, and the combination of these would lead to the user paying zero, the landowner making zero, and the taxes being zero.
In order for this to work, you need it to be something like "the amount that the user would be willing to pay if there was someone who would care about raising their price that high, even if there's nobody who'd care". That would be consistent, but I can't see how such a thing could possibly be computed.
Forget about the landowner for a moment. Suppose the government has some parcel of land, and wants to get some money for it. So they decide to auction off a lease to it to the highest bidder. The price they can auction that lease for is a good approximation of the land rent for the highest and best use. Now consider that they only auction off short-term leases, so every year (or whatever period) all the land they leased out gets re-auctioned to the highest bidder, with some option to the current leaseholder to match the high bid to extend the lease. Now the government is collecting all the land rent, which has been determined without any annoying zeroes, and someone's making use of the land. There's no "landowner" and no "tax" in this system. But if we call the leaseholder a "landowner" and the rent they are paying the "land value tax", it's the same thing.
That scenario works because the government has found someone willing to pay the amount listed in the lease, so it has a place to get the number from. In the Georgist scheme, the government is going to have to come up with "land rent" values that the owner could have rented the land for even if he isn't actually doing it. There's no lease to pick the number off of.
Figuring out the land value tax without something like that auction would be very difficult, yes.
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Yes. Which is one reason I think it's clearer to model as the putative owner having only a leasehold interest, and the government as the fee simple landowner. The only reason anyone would "own" land is if they want to use it themselves.
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The hypothetical was that the land value was going way up. If no one wants to buy it then the value is not there.
They want the land, not the house.
I would think that in a lot of cases, the house would have negative value, since it would have to be demolished and cleared away in order to improve the land.
Correct, though in the case of a $5M piece of land, it's likely to be a fairly small negative value in the larger scheme of things.
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