In another sign that Democrats have embraced income inequality as a cause célèbre, the Senate Budget Committee held a hearing on the subject today. The committee's ranking Republican, Jeff Sessions of Alabama, managed to look concerned during two hours of testimony about the kneecapping of the Middle Class—not that it should have been all that difficult. Here are some of the hearing's most striking charts:
Mother Jones readers have seen this one: The Philippe Dauman chart:
![](data:image/png;base64,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)
The 1 percent hasn't controlled such a large share of the economy since the eve of the Great Depression:
![](https://motherjones.com/files/images/top_1percent_share_of_income.png)
But as the rich have earned a larger share, they've paid a smaller and smaller share in taxes:
![](https://motherjones.com/files/images/income_inequality_redo.png)
A major source of inequality in the tax code comes from how it treats investment income. Just ask Mitt Romney, who paid 13.9 percent of his income in taxes in 2010. Most of his earnings came from capital gains, which only get taxed at 15 percent. Proponents of the loophole argue that it helps spur investment, but it also disproportionately helps the rich:
Though America's wealthy are supposed to pay a higher tax rate than the poor (what's known as a "progressive tax code"), they now benefit from so many loopholes that the tax code has, in practice, become increasingly regressive (the Gini Index is a common measure of income inequality):
![](https://motherjones.com/files/images/taxes_exacerbate_inequality.png)
Mother Jones readers have seen this one: The Philippe Dauman chart:
The 1 percent hasn't controlled such a large share of the economy since the eve of the Great Depression:
![](https://motherjones.com/files/images/top_1percent_share_of_income.png)
But as the rich have earned a larger share, they've paid a smaller and smaller share in taxes:
![](https://motherjones.com/files/images/income_inequality_redo.png)
A major source of inequality in the tax code comes from how it treats investment income. Just ask Mitt Romney, who paid 13.9 percent of his income in taxes in 2010. Most of his earnings came from capital gains, which only get taxed at 15 percent. Proponents of the loophole argue that it helps spur investment, but it also disproportionately helps the rich:
![](https://motherjones.com/files/images/capital_gains_redo.png)
![](https://motherjones.com/files/images/taxes_exacerbate_inequality.png)