No Joke Trump can win plenty of Latinos

[Preacher]

No Joke: Trump Can Win Plenty of Latinos

Wait you mean Latinos want a strong leader as well!? NO SHIT!? Wow...

 

[Tank]

Hispanics come to America for the better life the white man has created

 

[Dont Taz Me Bro]

Florida Latinos Say Trump Hurts the GOP Brand

Poll of Latino voters: Head to head, Hillary leads Rubio by 19 points — and Trump by 42

 

[pismoe]

seems to me that honest and sincere people of ALL races are only interested in fitting into America for themselves , their kids and their futures .

 

[C_Clayton_Jones]

Trump is a joke, and not a serious candidate.

 

[Tank]

Who cares what Hispanics think, look at the shitty neighborhoods, cities and countries they have created

 

[pismoe]

Trump is a joke, and not a serious candidate.

----------------------------- and sincere and honest people of ALL races certainly know about the dregs that ruin their reputations that Trump points out !! I say that the GOOD people of ALL races aren't offended by the dregs in their group or race being pointed at and identified !! ----------------- Go Trump , Go Cruz !!

 

[Preacher]

Florida Latinos Say Trump Hurts the GOP Brand

Poll of Latino voters: Head to head, Hillary leads Rubio by 19 points — and Trump by 42

My numbers contradict yours AND are more current so.

 

[Dont Taz Me Bro]

Florida Latinos Say Trump Hurts the GOP Brand

Poll of Latino voters: Head to head, Hillary leads Rubio by 19 points — and Trump by 42

My numbers contradict yours AND are more current so.

Your numbers contradict mine because your numbers are wrong.

 

[Preacher]

Florida Latinos Say Trump Hurts the GOP Brand

Poll of Latino voters: Head to head, Hillary leads Rubio by 19 points — and Trump by 42

My numbers contradict yours AND are more current so.

Your numbers contradict mine because your numbers are wrong.

Sure sure.

 

[pismoe]

Hispanics come to America for the better life the white man has created

---------------------------------- yep , the White man did lay the foundations for the success of the USA .

 

[Toro]

Florida Latinos Say Trump Hurts the GOP Brand

Poll of Latino voters: Head to head, Hillary leads Rubio by 19 points — and Trump by 42

My numbers contradict yours AND are more current so.

Your numbers contradict mine because your numbers are wrong.

Sure sure.

Your numbers are of Republicans.

Taz's numbers are of all voters.

All voters is what matters because all voters vote in the election, not just Republicans.

And amongst all Latino voters, polls show that Trump consistently gets hammered by Hillary.

He's a loser.

 

[Preacher]

Florida Latinos Say Trump Hurts the GOP Brand

Poll of Latino voters: Head to head, Hillary leads Rubio by 19 points — and Trump by 42

My numbers contradict yours AND are more current so.

Your numbers contradict mine because your numbers are wrong.

Sure sure.

Your numbers are of Republicans.

Taz's numbers are of all voters.

All voters is what matters because all voters vote in the election, not just Republicans.

And amongst all Latino voters, polls show that Trump consistently gets hammered by Hillary.

He's a loser.

Go volunteer for the commie soda banning jew Bloomberg kid.

 

[Toro]

Go volunteer for the commie soda banning jew Bloomberg kid.

Why do so many Nazis like yourself support Trump?

 

[Preacher]

Go volunteer for the commie soda banning jew Bloomberg kid.

Why do so many Nazis like yourself support Trump?

Well 1. I am not a National Socialist and 2. I support Trump for MANY reasons
1. He is NOT a politician
2. He is NOT the typical republican ass kisser
3. He has Nationalist and Populist ideas
4. He will build a wall on the Mexican border
5. He will simplify taxes
6.He stands for AMERICANS FIRST not special interests,not Israel,not lobbyists etc etc
7. He gets to pick several SC justices!

 

[SwimExpert]

No Joke: Trump Can Win Plenty of Latinos

So I guess that means you no longer support him, right?

 

[Preacher]

Oh and his stance on healthcare is NOT the typical republican view.

 

[oreo]

No Joke: Trump Can Win Plenty of Latinos

Wait you mean Latinos want a strong leader as well!? NO SHIT!? Wow...

Historically since Reagan, the GOP nominee has had to capture at least 40% of this block to win the White House. This year the GOP nominee needs at least 46% of this block to win. Trump is polling at a Negative 75% with this block.

Now when you can't get CONSERVATIVE Republican Latino voters to support you, where else do you think he is going to get any Latino support--LOL When the largest Hispanic cable/satelight T.V. news station in this country Univision-- cuts you off, Dallas you've got a serious problem with Latino voters.

Latino conservatives: If Donald Trump is the nominee, we will not work to elect him
GOP Win Will Need More Than 40 Percent Of Latino 2016 Vote, Says Study
Poll: 75% of Latinos Have Negative View of Donald Trump

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