Puppycow
Penultimate Amazing
Two things jump out at me from this table.
First, taking it at face value, it shows an increase of approximately 35% in spending, and a decrease of approximately 18% in revenues. Or to put it in absolute terms, it shows an increase in spending of $935 billion, with a decrease in revenue of only $496 billion.
So, contrary to what you claim this table shows, what it really shows is that between increased spending, and decreased revenue, that it is the increased spending that is the bigger problem, by aproximately a factor of two.
Yes, but the 18% decrease in revenue is despite a roughly 18% growth in real GDP. The real economy of the US in 2011 is roughly 18% larger, but real tax revenue is 18% less, so it's really more than just an 18% drop, relative to GDP.
Another way to show this is the difference between 19.5% and 14.8%, which is 4.7%. 4.7 is 24% of 19.5 and 32% of 14.8, so you could say that revenues as a percentage of the economy are 24% less than in 2001, or that revenues in 2001 were 32% higher as a percentage of the economy than they are today.
So it really is closer to half increased spending (most of which is driven by the demographics of people getting older) and half decreased revenue.
It is not the only number that has been adjusted in fact. If you look at the top of the chart it says that Fiscal 2001 numbers are adjusted for inflation and 9.1% population growth. The Security number OTOH, has only been adjusted for inflation. This may be because it is not obvious that spending on security should be proportional to population, whereas spending on domestic programs such as Social Security, should be.Second is the asterisk next to the number for “Discretionary: Security” for 2001, which references a footnote that reads “Adjusted for inflation, but not population growth”. Why is only this number adjusted, and what effect does this have on the comparison to the corresponding 2011 number? Specifically, by adjusting the 2001 “Discretionary: Security” number for inflation would make that number larger than without such an adjustment, making the increase of the 2011 number over the 2001 number less than what would be shown without this adjustment. Not making the same adjustment for the other 2001 numbers would result in those increases appearing to be proportionally larger, compared to how they would appear of the same adjustment had been made. This certainly creates an impression to anyone who is paying enough attention to notice this detail, that the numbers have been dishonestly tampered with in order to support a conclusion that, if presented honestly, the numbers would not have supported.