Yeah, I realize my argument the other day was a bit lazy; that really shouldn't surprise anyone though, as I'm too lazy to even deposit bottles to save the world. O_o
Let me clear up a few points. I'd like to preface by mentioning though that Mass has one of the most inefficient DOT in the country, even when you take into account our weather. I'm all for better roads, but just throwing more money at the commonwealth is stupid when they clearly aren't using the money they already have wisely.
I think an indexed tax is noticeably different than a % tax for two reasons. First, a % tax is, by definition, always a fix % of the total cost of the item. A watch will always have a 6.25% tax if it's $10 or $1000. If the price of the watch goes up due to inflation (or any other reason) then the state gets more money without 1) Changing the % of the tax to total cost, 2) Wasting time and money deciding how much to raise indexed taxes every n years, and 3) tying the tax to the CPI, which has several flaws and is not always related to what consumers are experiencing. The second reason is that while there is no max cap, there is a min cap, which just seems unfair. I realize that deflation to that extreme is unlikely, but if the point is to prevent the commonwealth from losing income due to inflation, then why are they sneaking in a provision to make *more* money due to deflation?
It terms of printing money, that was a very poorly constructed slippery slope argument that I probably shouldn't have even brought up. My point was that the government prints money, controls the CPI, and has the power to levy taxes. That seems like a recipe for abuse. But, I'll grant that is a bit extreme and probably not worth defending.
"Things cost more because their money is worth less and because prices have also risen'
Yeah, I'm not sure how I constructed this train wreck of a sentence. The point I was trying to make is this. If you make x dollars to buy y items with a indexed tax of z, you have x dollars to pay for (1+z)y dollars worth of stuff. Y is most likely to increase first due to inflation a, followed closely by z, so you are now paying (1+az)ay dollars with the same x dollars. If you're very lucky, x may also increase, but as we've seen with things like stagnated minimum wages, that's often not the case, especially for low-end wages.
Anywho, while I'm still many of you don't agree with me, hopefully I'll have least proposed an argument that can now be parsed.