The numbers are out there
Florida and Texas are within four percent either way
The expected increase in Hispanic populations in both states will make a huge difference
But yea.......demographics don't apply to Republicans
Oddly, you didn't hear what you think you heard. Get a grownup to explain what I said.
I don't nead another grown up (two words) to explain to me what I already know - that you're a moron.
Moron enough to know that if the Republicans don't make a play for the Hispanic vote, they will lose Texas
Republicans shouldn't pander to anyone to get votes. That Is what your party does. Didn't work for them in the midterms. Why don't you ponder that.
I agree completely. If you oppose fair legislation for any particular group, you should be up front about that. Don't try to pretend that endorsing fair legislation for a particular group is pandering. Quite often it's just the right thing to do, and people respond to that.
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