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February 14, 2009, 01:05 PM | #51 | |
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It is similar to the "a man demands you keys at gun point " scenariio. The best answer is give him the keys and let him flee. Most gun owners would never say "pull your gun and start firing" because they realize the severe disadvantage they are at tactically and that he is likely to take the car and leave. If the man then says "get in the car" you fight back for all you are worth and take your chances. |
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February 14, 2009, 01:09 PM | #52 | |
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February 14, 2009, 01:10 PM | #53 |
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Nice try. I wont be baited. You made the claim...now back it up with actual verifiable numbers. That's YOUR job, not mine.
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February 14, 2009, 01:13 PM | #54 | |
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February 14, 2009, 01:15 PM | #55 |
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Good form
So, I gave the perp a 9.3 for form and completing two full gainers, but deducted .7 for not throwing his gun far enough. btw: that move is called the "OC" or "Oswald Curl" And if you freeze the frame where the guard first draws his weapon it looks like a flat-topped Glock, and, I'm guessing it was either a .40 or .45 and not a 9mm. |
February 14, 2009, 01:17 PM | #56 |
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Thanks for proving yet again that your full of bluster and very little fact. Your shift away from the claim you made by asking me to disprove yours is classic PBP tap-dancing.
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February 14, 2009, 01:17 PM | #57 | |
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February 14, 2009, 01:18 PM | #58 | |
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Compliance IS a better strategy if the victim is UNARMED. That is NOT the case when the victim is armed with a firearm. In the case where the victim resists with a firearm the statistics indicate that his chances for remaining uninjured are better than if he had complied.
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February 14, 2009, 01:23 PM | #59 | |
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You would have to be able to show statistics on how many times a victim presented a firearm and how many of those events ended in injury of the victim. Those numbers would then have to greatly exceed the percentage of people that just do not get injured without resisting. Also, how many of those instances would have involved no injury without the firearm. Is there a big difference if any? So if 95% of all robberies do not result in injury to the victim and 94% of robberies where the victim presents a firearm result in no injury to the victim it is still safer to not resist...and vice versa. It is something that would be worth researching. I would love to see the statistics and see them examined. Your example is a valid hypothesis that can be quantified if someone has the means and desire to do it. |
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February 14, 2009, 01:23 PM | #60 | |
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Now, how does being a business owner make you an expert on anything again? Especially self-defense and casualty avoidance? Also, I have been mugged not less than four times while I was growing up in NJ. Each time, I was beaten and injured if for no reason other than to add time for the mugger to get away and ensure that I would not follow or be able to call for help. |
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February 14, 2009, 01:25 PM | #61 | ||
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In the general case that offers a better chance for remaining uninjured than compliance. Quote:
The only thing that the number of cases affects is the margin of error in the resulting conclusions. In other words, if there were a million cases where a victim complied and with victims remaining uninjured 75% of the time and there were 2000 cases where the victim resisted with a firearm with 83% of the victims remaining uninjured you can still say that the odds favor resistance with a firearm. The difference is that the compliance figure (75%) has a margin of error that is virtually nil while the the resistance with a firearm figure (83%) may have a margin of error that is a percentage point or two.
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February 14, 2009, 01:26 PM | #62 | |
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I think old Andrew Jackson summed it up best...... "Take time to deliberate; but when the time for action arrives, stop thinking...." |
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February 14, 2009, 01:27 PM | #63 | |
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We need to work out a proper formula to test the hypothesis. You never know, you might end up with something publishable. |
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February 14, 2009, 01:28 PM | #64 | |
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February 14, 2009, 01:31 PM | #65 | |
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February 14, 2009, 01:37 PM | #66 |
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Still looking for your "exception to the rule" in my case...
Of the four muggings I experienced, loosing two teeth was the lightest injury I received by my merry muggers. Three weeks in the hospital with a broken arm, three broken ribs, two embolisms and fractured skull was the worst. Tell me again how I should be compliant. |
February 14, 2009, 01:38 PM | #67 | ||
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Search that page for Kleck. The statistics are stated in terms of the percentage of victims injured so smaller is better. Self Defense Method Against Robbery vs Percent Injured Gun--->17.4% Other weapon--->22.0% No resistance--->24.7% Other measures--->26.5% Threaten or reason with attacker--->30.7% Nonviolent resistance and evasion--->34.9% Knife--->40.3% Tried to get help or frighten attacker--->48.9% Physical force--->50.8% Quote:
AGAIN, these statistics do not differentiate between the case where the attacker is armed with a firearm and I'm not aware of any that do. It stands to reason that an armed attacker is more dangerous than an unarmed one, but in the absence of data it's hard to say how much that affects thing over the general situation. I believe it's safe to say that resisting against an armed attacker increases your chances of being injured, it's just not possible to say if that increase is enough to overcome the 7% advantage of resisting with a firearm vs complying.
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February 14, 2009, 01:38 PM | #68 | |
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February 14, 2009, 01:43 PM | #69 |
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Well, lets see. Based upon my personal experience, you would be wrong. Since I should base my future reactions upon my past personal experiences, and not upon some conceptual study based solely on statistics where the situations do not exactly match mine, I am 100% sure that the BG is going to hurt me.
If I know my gun is going to blow up if I pull the trigger because I have experience with that gun, I am not going to convince myself that it wont because everyone else's gun probably wont. |
February 14, 2009, 01:48 PM | #70 |
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JohnSKA,
One problem with those numbers is it is not dealing solely with "Armed robberies involving the assailant possessing and brandishing a gun." It is including all reported robberies. The number of robberies that result in injuries includes unarmed robbers or robbers armed with a knife where victims are injured during confrontation (whether the robbery was successful or not). You would have to break down the figure to clearly show how many of the victims that presented a firearm and =survived unharmed did so against an assailant who was pointing a firearm at them and how many of the ones that did get injured did the same thing...and vice versa. Meaning if there was 100 cases of a victim defending themselves with a firearm and only 17 of them were injured by the assailant, but all 17 where injured when the assailant also had a firearm and the 93 that did not get injured happened when the assailant did not have a firearm you get a different conclusion. |
February 14, 2009, 01:49 PM | #71 |
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We carry guns to protect ourselves and others from death or serious harm. We're not police...we don't have vests or backup or snipers on the roof. We're nice people who want to attend our kids' weddings and play with our grandkids. Show poor muzzle discipline and the risk is on you...
Milspec
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February 14, 2009, 01:49 PM | #72 | ||
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I mentioned it in my initial post and was in the process of adding a reminder to my last post as you were posting. Quote:
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February 14, 2009, 01:53 PM | #73 | |
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JohnSKA,
You responded before I added this part... Quote:
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February 14, 2009, 01:53 PM | #74 |
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PBP, didnt you learn in Statistics 101 that once you manipulate the criteria, any statistical analysis can be made to indicate anything you want to advance as "proof". You continually keep trying to refine the criteria of the data sets to such an extent in your quest to question the veracity of John's casual study that anything but a very specific situation would warrant the compliance you are so desperate to advance.
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February 14, 2009, 01:55 PM | #75 | |
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