Texas and Florida are competitive in an election

[Rocko]

Massachusetts Maryland Most Democratic States

Texas has a 3.9% Republican advantage, Florida has a 2.9% Democratic advantage

What does it mean?

Both have large Hispanic populations that are increasing at a higher rate than the general population. With Republicans taking only 27% of the Hispanic vote in 2012 and taking a hard line against immigration reform, the chances of Republicans taking Texas or Florida are diminishing to the point where Florida becomes a Blue State and Texas becomes competitive in Presidential elections

If Texas and Florida go blue with New York and California already blue, Republicans will never win another Presidential election


.

Rinse and repeat. Don't you ever get bored? You always talk about how democrats own the hispanic vote, then you ask Republicans how they are going to pander to Hispanics to get thier votes. Don't worry about it. you are not hispanic - stop trying to speak for them. The republicans will be fine without a useful idiot like you provide them with solutions on how to win elections.

I like it
Republicans are just fine the way they are......meanwhile the Demographics are changing and the old, white, male Christians don't have the clout they used to

The demographics aren't changing - that's just marxist propiganda. Last I checked it's the Democrats that got spanked in the midterms. If there's a party that needs reflection - it's yours.

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

This so called demographic shift is largely overblown by people with agendas. You're a sweet kid though for believing everything you hear.

 

[blackhawk]

Yeah that's why the liberal darling Wendy Davis who was going to turn the state blue lost the Governors race by 20 points.

Wendy didn't win the election, but she didn't have to. She motivated lots of people who had given up on state politics, and they aren't going away.

Nice spin but the facts are this Abbott won the women’s vote, 52 percent to 47 percent male voters, 65 percent to 34 percent and got 43% of the Hispanic vote.

 

[rightwinger]

Massachusetts Maryland Most Democratic States

Texas has a 3.9% Republican advantage, Florida has a 2.9% Democratic advantage

What does it mean?

Both have large Hispanic populations that are increasing at a higher rate than the general population. With Republicans taking only 27% of the Hispanic vote in 2012 and taking a hard line against immigration reform, the chances of Republicans taking Texas or Florida are diminishing to the point where Florida becomes a Blue State and Texas becomes competitive in Presidential elections

If Texas and Florida go blue with New York and California already blue, Republicans will never win another Presidential election


.

Rinse and repeat. Don't you ever get bored? You always talk about how democrats own the hispanic vote, then you ask Republicans how they are going to pander to Hispanics to get thier votes. Don't worry about it. you are not hispanic - stop trying to speak for them. The republicans will be fine without a useful idiot like you provide them with solutions on how to win elections.

I like it
Republicans are just fine the way they are......meanwhile the Demographics are changing and the old, white, male Christians don't have the clout they used to

The demographics aren't changing - that's just marxist propiganda. Last I checked it's the Democrats that got spanked in the midterms. If there's a party that needs reflection - it's yours.

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

This so called demographic shift is largely overblown by people with agendas. You're a sweet kid though for believing everything you hear.

The numbers are what they are. The Hispanic population in Texas is booming from birth rates and migration
Republican policies towards immigration reform are chasing them away
But demographics don't matter to Republicans......they have the rich

 

[Rocko]

Rinse and repeat. Don't you ever get bored? You always talk about how democrats own the hispanic vote, then you ask Republicans how they are going to pander to Hispanics to get thier votes. Don't worry about it. you are not hispanic - stop trying to speak for them. The republicans will be fine without a useful idiot like you provide them with solutions on how to win elections.

I like it
Republicans are just fine the way they are......meanwhile the Demographics are changing and the old, white, male Christians don't have the clout they used to

The demographics aren't changing - that's just marxist propiganda. Last I checked it's the Democrats that got spanked in the midterms. If there's a party that needs reflection - it's yours.

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

Yeah Greg Abbott must have won because of gerrymandering.

Gerrymandering tends to reduce the oppressed parties turnout in all elections.

Wait..so you're making the excuse that Wendy Davis lost because of gerrymandering? ?? I've heard it all!!!

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.

 

[BULLDOG]

Yeah that's why the liberal darling Wendy Davis who was going to turn the state blue lost the Governors race by 20 points.

Wendy didn't win the election, but she didn't have to. She motivated lots of people who had given up on state politics, and they aren't going away.

Nice spin but the facts are this Abbott won the women’s vote, 52 percent to 47 percent male voters, 65 percent to 34 percent and got 43% of the Hispanic vote.

Well, good for him. Everybody, including Wendy knew it was a long shot from the beginning. Her loss wasn't a big surprise to anyone, even though she would have been a better Governor. Winning the race was not the only goal, and Wendy succeeded quite well in everything but the final vote. Of course, as a right winger, you can't or won't recognize that, and as a member of the Democratic Party, I'm glad you don't.

 

[Rocko]

Rinse and repeat. Don't you ever get bored? You always talk about how democrats own the hispanic vote, then you ask Republicans how they are going to pander to Hispanics to get thier votes. Don't worry about it. you are not hispanic - stop trying to speak for them. The republicans will be fine without a useful idiot like you provide them with solutions on how to win elections.

I like it
Republicans are just fine the way they are......meanwhile the Demographics are changing and the old, white, male Christians don't have the clout they used to

The demographics aren't changing - that's just marxist propiganda. Last I checked it's the Democrats that got spanked in the midterms. If there's a party that needs reflection - it's yours.

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

This so called demographic shift is largely overblown by people with agendas. You're a sweet kid though for believing everything you hear.

The numbers are what they are. The Hispanic population in Texas is booming from birth rates and migration
Republican policies towards immigration reform are chasing them away
But demographics don't matter to Republicans......they have the rich

Democrats have been sounding that alarm forever now. It's bunk. Hate to break it to you.

 

[Rocko]

Yeah that's why the liberal darling Wendy Davis who was going to turn the state blue lost the Governors race by 20 points.

Wendy didn't win the election, but she didn't have to. She motivated lots of people who had given up on state politics, and they aren't going away.

Nice spin but the facts are this Abbott won the women’s vote, 52 percent to 47 percent male voters, 65 percent to 34 percent and got 43% of the Hispanic vote.

Well, good for him. Everybody, including Wendy knew it was a long shot from the beginning. Her loss wasn't a big surprise to anyone, even though she would have been a better Governor. Winning the race was not the only goal, and Wendy succeeded quite well in everything but the final vote. Of course, as a right winger, you can't or won't recognize that, and as a member of the Democratic Party, I'm glad you don't.

She succeeded in everything except getting votes. Great, hang your hat on that! Idiot!

 

[BULLDOG]

I like it
Republicans are just fine the way they are......meanwhile the Demographics are changing and the old, white, male Christians don't have the clout they used to

The demographics aren't changing - that's just marxist propiganda. Last I checked it's the Democrats that got spanked in the midterms. If there's a party that needs reflection - it's yours.

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

Gerrymandering tends to reduce the oppressed parties turnout in all elections.

Wait..so you're making the excuse that Wendy Davis lost because of gerrymandering? ?? I've heard it all!!!

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.

 

[BULLDOG]

I like it
Republicans are just fine the way they are......meanwhile the Demographics are changing and the old, white, male Christians don't have the clout they used to

The demographics aren't changing - that's just marxist propiganda. Last I checked it's the Democrats that got spanked in the midterms. If there's a party that needs reflection - it's yours.

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

This so called demographic shift is largely overblown by people with agendas. You're a sweet kid though for believing everything you hear.

The numbers are what they are. The Hispanic population in Texas is booming from birth rates and migration
Republican policies towards immigration reform are chasing them away
But demographics don't matter to Republicans......they have the rich

Democrats have been sounding that alarm forever now. It's bunk. Hate to break it to you.

That is the opinion of the right wing, and I encourage you to maintain that opinion at all costs, because there will be costs.

 

[Rocko]

The demographics aren't changing - that's just marxist propiganda. Last I checked it's the Democrats that got spanked in the midterms. If there's a party that needs reflection - it's yours.

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

Wait..so you're making the excuse that Wendy Davis lost because of gerrymandering? ?? I've heard it all!!!

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.

data:image/jpeg;base64,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
http://data:image/jpeg;base64,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

 

[blackhawk]

Yeah that's why the liberal darling Wendy Davis who was going to turn the state blue lost the Governors race by 20 points.

Wendy didn't win the election, but she didn't have to. She motivated lots of people who had given up on state politics, and they aren't going away.

Nice spin but the facts are this Abbott won the women’s vote, 52 percent to 47 percent male voters, 65 percent to 34 percent and got 43% of the Hispanic vote.

Well, good for him. Everybody, including Wendy knew it was a long shot from the beginning. Her loss wasn't a big surprise to anyone, even though she would have been a better Governor. Winning the race was not the only goal, and Wendy succeeded quite well in everything but the final vote. Of course, as a right winger, you can't or won't recognize that, and as a member of the Democratic Party, I'm glad you don't.

What you can't do is see the facts before despite all the left's war on women garbage Abbott won the women's vote in his last election for Governor Rick Perry got 38% of the Hispanic vote Abbott improved on that by five points which means the Republicans are making inroads with Hispanic voters. By all means you and the other Democrats continue to ignore these facts the Republicans of Texas will be more than happy to take full advantage of it.

 

[blackhawk]

Yeah that's why the liberal darling Wendy Davis who was going to turn the state blue lost the Governors race by 20 points.

Wendy didn't win the election, but she didn't have to. She motivated lots of people who had given up on state politics, and they aren't going away.

Nice spin but the facts are this Abbott won the women’s vote, 52 percent to 47 percent male voters, 65 percent to 34 percent and got 43% of the Hispanic vote.

Well, good for him. Everybody, including Wendy knew it was a long shot from the beginning. Her loss wasn't a big surprise to anyone, even though she would have been a better Governor. Winning the race was not the only goal, and Wendy succeeded quite well in everything but the final vote. Of course, as a right winger, you can't or won't recognize that, and as a member of the Democratic Party, I'm glad you don't.

She succeeded in everything except getting votes. Great, hang your hat on that! Idiot!

Yeah and in the Superbowl on their last drive the Seahawks succeeded in everything except scoring a touchdown. LOL.

 

[rightwinger]

I like it
Republicans are just fine the way they are......meanwhile the Demographics are changing and the old, white, male Christians don't have the clout they used to

The demographics aren't changing - that's just marxist propiganda. Last I checked it's the Democrats that got spanked in the midterms. If there's a party that needs reflection - it's yours.

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

Gerrymandering tends to reduce the oppressed parties turnout in all elections.

Wait..so you're making the excuse that Wendy Davis lost because of gerrymandering? ?? I've heard it all!!!

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.

Republicans pander to no one?

Old vs young
Rich vs poor
Urban vs Rural

Republicans are one size fits all?

 

[Rocko]

The demographics aren't changing - that's just marxist propiganda. Last I checked it's the Democrats that got spanked in the midterms. If there's a party that needs reflection - it's yours.

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

Wait..so you're making the excuse that Wendy Davis lost because of gerrymandering? ?? I've heard it all!!!

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.

Republicans pander to no one?

Old vs young
Rich vs poor
Urban vs Rural

Republicans are one size fits all?

Yeah yeah..republicans, democrats..they both suck.

Just got an alert - mayweather going to fight Pacman May 2!!

 

[rightwinger]

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.

Republicans pander to no one?

Old vs young
Rich vs poor
Urban vs Rural

Republicans are one size fits all?

Yeah yeah..republicans, democrats..they both suck.

Just got an alert - mayweather going to fight Pacman May 2!!

Mayweather is a pussy

 

[rightwinger]

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.

data:image/jpeg;base64,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
http://data:image/jpeg;base64,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

You are missing a g and two Ps

 

[Rocko]

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.

Republicans pander to no one?

Old vs young
Rich vs poor
Urban vs Rural

Republicans are one size fits all?

Yeah yeah..republicans, democrats..they both suck.

Just got an alert - mayweather going to fight Pacman May 2!!

Mayweather is a pussy

I kinda agree, but a smart one...he waited until Pacman was passed his prime so he wouldn't have to risk a loss...and playing the long game worked out - he's going to make a hundred million dollars for the fight.

 

[SwimExpert]

If Texas and Florida go blue with New York and California already blue...

Democrats will win a few elections with candidates that make Nancy Pelosi look like a genius, and in the process wreak so much damage to the country it'll make the righteous mess we made in Iraq look like a godsend. And then, the country will be so appalled with the Democrats that even Al Gore will vote straight GOP tickets for the rest of his life.

So be careful what you wish for...

 

[rightwinger]

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.

Republicans pander to no one?

Old vs young
Rich vs poor
Urban vs Rural

Republicans are one size fits all?

Yeah yeah..republicans, democrats..they both suck.

Just got an alert - mayweather going to fight Pacman May 2!!

Mayweather is a pussy

I kinda agree, but a smart one...he waited until Pacman was passed his prime so he wouldn't have to risk a loss...and playing the long game worked out - he's going to make a hundred million dollars for the fight.

They should have fought five years ago in their prime. Mayweather is a pussy....hope he loses

 

[SwimExpert]

Texas Hispanics are more likely to be multi-generational in the US, and more conservative than Hispanics in say California and New York, where they are often 1st or 2nd generation immigrants.

Indeed. Texas Hispanics are often typical bible belt voters, having deep religious cultural roots.