Ben Carson claims he shielded white classmates from 1968 race riot

Lakhota

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Jul 14, 2011
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It’s getting hard to tell what’s up and what’s down these days with GOP candidate Ben Carson. In recent days, he’s come under scrutiny for claims he has made about his past that don’t seem to align with reality.

Now the Wall Street Journal has gone back to fact check a claim Carson made last month, in which he says he shielded white students from rioting after the assassination of civil rights leader Martin Luther King, Jr. in 1968. The Journal could find no evidence the event occurred.

“It may have happened, but I didn’t see it myself or hear about it,” Gregory Vartanian, a white high school classmate of Carson’s who was on ROTC with him and is now a retired U.S. Marshal, told the Journal.

In Carson’s account to the Journal last month, black students unleashed fury and grief over the slaying of King on white classmates at Detroit’s Southwestern High. As a junior, Carson had a key to the biology lab because he worked there part-time. Carson claimed he hid a few frightened white students inside to shield them from the unrest. He could not recall any of their names.

None of the half-dozen former classmates of Carson or his high school physics teacher could recall white students hiding from rioting the in the biology lab when interviewed by the Journal — though they all remembered the riot itself.

Barry Bennett, Carson’s campaign manager, told the Journal there was no evidence Carson’s claims aren’t true.

“There’s no facts saying they are not true. We are guilty until proven innocent,” he told the paper. “You have no reason to believe that they are not true. There’s no evidence to point to the fact that they are even questionable.”

More: Another Ben Carson tale implodes: No evidence supports claim he shielded white classmates from 1968 race riot

Sounds like Carson is playing the "prove a negative" game: He makes stuff up and leaves it to others to prove it didn't happen.
 
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

Wrong time period.
 
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

Wrong time period.

What does that have to do with WP saying a full government scholarship?
 
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

Wrong time period.


can't see your images.

What do they have to do with the time period?
 
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

Wrong time period.


can't see your images.

What do they have to do with the time period?

What images?
 
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

Wrong time period.


can't see your images.

What do they have to do with the time period?

What images?


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
above your quote.

Figured they were pictures that had something to do with the time period.

How did you determine it was the 'wrong' time period?
 
At least he does not hate white folks like Obama does


Except almost all BHO vacations are with the 0.1% white? Marthas' Vineyard, Vail, Golf? I suppose he did go to Africa recently and Hawaii may not be all rich white? He not go much to Detroit, Cleveland.
 

Yes, there have been several photos of old ads used by Wet Point in their recruiting that touted scholarships posted on the net since this Carson thing came up.
 

These idiots will only accept something for the exact date and hour Carson was speaking of. They first claim West Point never offered scholarships so when you prove they did, they then claim, "not the same time period" even though their argument was that West Point never offered them. LOL!!
 
It’s getting hard to tell what’s up and what’s down these days with GOP candidate Ben Carson. In recent days, he’s come under scrutiny for claims he has made about his past that don’t seem to align with reality.

Now the Wall Street Journal has gone back to fact check a claim Carson made last month, in which he says he shielded white students from rioting after the assassination of civil rights leader Martin Luther King, Jr. in 1968. The Journal could find no evidence the event occurred.

“It may have happened, but I didn’t see it myself or hear about it,” Gregory Vartanian, a white high school classmate of Carson’s who was on ROTC with him and is now a retired U.S. Marshal, told the Journal.

In Carson’s account to the Journal last month, black students unleashed fury and grief over the slaying of King on white classmates at Detroit’s Southwestern High. As a junior, Carson had a key to the biology lab because he worked there part-time. Carson claimed he hid a few frightened white students inside to shield them from the unrest. He could not recall any of their names.

None of the half-dozen former classmates of Carson or his high school physics teacher could recall white students hiding from rioting the in the biology lab when interviewed by the Journal — though they all remembered the riot itself.

Barry Bennett, Carson’s campaign manager, told the Journal there was no evidence Carson’s claims aren’t true.

“There’s no facts saying they are not true. We are guilty until proven innocent,” he told the paper. “You have no reason to believe that they are not true. There’s no evidence to point to the fact that they are even questionable.”

More: Another Ben Carson tale implodes: No evidence supports claim he shielded white classmates from 1968 race riot

Sounds like Carson is playing the "prove a negative" game: He makes stuff up and leaves it to others to prove it didn't happen.


He's Superman.
 
It’s getting hard to tell what’s up and what’s down these days with GOP candidate Ben Carson. In recent days, he’s come under scrutiny for claims he has made about his past that don’t seem to align with reality.

Now the Wall Street Journal has gone back to fact check a claim Carson made last month, in which he says he shielded white students from rioting after the assassination of civil rights leader Martin Luther King, Jr. in 1968. The Journal could find no evidence the event occurred.

“It may have happened, but I didn’t see it myself or hear about it,” Gregory Vartanian, a white high school classmate of Carson’s who was on ROTC with him and is now a retired U.S. Marshal, told the Journal.

In Carson’s account to the Journal last month, black students unleashed fury and grief over the slaying of King on white classmates at Detroit’s Southwestern High. As a junior, Carson had a key to the biology lab because he worked there part-time. Carson claimed he hid a few frightened white students inside to shield them from the unrest. He could not recall any of their names.

None of the half-dozen former classmates of Carson or his high school physics teacher could recall white students hiding from rioting the in the biology lab when interviewed by the Journal — though they all remembered the riot itself.

Barry Bennett, Carson’s campaign manager, told the Journal there was no evidence Carson’s claims aren’t true.

“There’s no facts saying they are not true. We are guilty until proven innocent,” he told the paper. “You have no reason to believe that they are not true. There’s no evidence to point to the fact that they are even questionable.”

More: Another Ben Carson tale implodes: No evidence supports claim he shielded white classmates from 1968 race riot

Sounds like Carson is playing the "prove a negative" game: He makes stuff up and leaves it to others to prove it didn't happen.

I saved the planet Earth from an alien invasion when I fought a space being from the 16th dimension and then broke his crystal interdimensional transponder which caused him to return to his dimension without the coordinates to our planet.

Prove me wrong!
 
It’s getting hard to tell what’s up and what’s down these days with GOP candidate Ben Carson. In recent days, he’s come under scrutiny for claims he has made about his past that don’t seem to align with reality.

Now the Wall Street Journal has gone back to fact check a claim Carson made last month, in which he says he shielded white students from rioting after the assassination of civil rights leader Martin Luther King, Jr. in 1968. The Journal could find no evidence the event occurred.

“It may have happened, but I didn’t see it myself or hear about it,” Gregory Vartanian, a white high school classmate of Carson’s who was on ROTC with him and is now a retired U.S. Marshal, told the Journal.

In Carson’s account to the Journal last month, black students unleashed fury and grief over the slaying of King on white classmates at Detroit’s Southwestern High. As a junior, Carson had a key to the biology lab because he worked there part-time. Carson claimed he hid a few frightened white students inside to shield them from the unrest. He could not recall any of their names.

None of the half-dozen former classmates of Carson or his high school physics teacher could recall white students hiding from rioting the in the biology lab when interviewed by the Journal — though they all remembered the riot itself.

Barry Bennett, Carson’s campaign manager, told the Journal there was no evidence Carson’s claims aren’t true.

“There’s no facts saying they are not true. We are guilty until proven innocent,” he told the paper. “You have no reason to believe that they are not true. There’s no evidence to point to the fact that they are even questionable.”

More: Another Ben Carson tale implodes: No evidence supports claim he shielded white classmates from 1968 race riot

Sounds like Carson is playing the "prove a negative" game: He makes stuff up and leaves it to others to prove it didn't happen.

I saved the planet Earth from an alien invasion when I fought a space being from the 16th dimension and then broke his crystal interdimensional transponder which caused him to return to his dimension without the coordinates to our planet.

Prove me wrong!


Hey, I still have the scars to prove it. What the hell more do you want, anyway?
 
I don't know if Carson shielded classmates during the 1968 riots or not. The real point is that the leftist media was unable to do much damage with the West Point tale so they've moved on.

You gotta wonder why the bleep they don't simply attack his stand on the issues. Of course we know why. They'd have to muster some basic common sense arguments to do that. Instead they create controversy about stuff that he has or maybe hasn't done in the past. I'm reminded of Romney and the -family dog in the crate on the roof of the car- outrage and the -he was mean to some guy in high school- outrage.

It's pretty pathetic when petty BS is all you have to offer when you disagree with someone.
 
I don't know if Carson shielded classmates during the 1968 riots or not. The real point is that the leftist media was unable to do much damage with the West Point tale so they've moved on.

You gotta wonder why the bleep they don't simply attack his stand on the issues. Of course we know why. They'd have to muster some basic common sense arguments to do that. Instead they create controversy about stuff that he has or maybe hasn't done in the past. I'm reminded of Romney and the -family dog in the crate on the roof of the car- outrage and the -he was mean to some guy in high school- outrage.

It's pretty pathetic when petty BS is all you have to offer when you disagree with someone.

So your position is that the substance of the allegations are irrelevant as long as the denialists hold sway.
 
I don't know if Carson shielded classmates during the 1968 riots or not. The real point is that the leftist media was unable to do much damage with the West Point tale so they've moved on.

You gotta wonder why the bleep they don't simply attack his stand on the issues. Of course we know why. They'd have to muster some basic common sense arguments to do that. Instead they create controversy about stuff that he has or maybe hasn't done in the past. I'm reminded of Romney and the -family dog in the crate on the roof of the car- outrage and the -he was mean to some guy in high school- outrage.

It's pretty pathetic when petty BS is all you have to offer when you disagree with someone.

So your position is that the substance of the allegations are irrelevant as long as the denialists hold sway.
My position is, why say everything this guy says is false? It is very easy to allege something isn't true. I'm saying this is a distraction from the issues and is bullshit.

Did you give Barry Sorento as little slack when he was a want-to run, as you're giving Carson?
 

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