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PostPosted: Fri Aug 06, 2010 11:02 
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weepej wrote:
For instance, I don't think it 's acceptable that the "safest" knife thrower kills 10 assistants every night. I.e. "Safest" is a very different concept to "safe".

So now you're grouping all drivers with 'a knife thrower who kill 10 every night' :roll:

By your logic, nothing in this world can be considered ‘safe’, even getting out of bed! The word 'safe' should be removed from the dictionary as it cannot be applied anywhere!

To get to the point: "safest" are those who (for whatever reason) have the least “crash involvement rate”

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PostPosted: Fri Aug 06, 2010 14:13 
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dcbwhaley wrote:
Johnnytheboy wrote:
]And Safespeed doesn't assert it anyway.


It most certainly does http://www.safespeed.org.uk/speedlimits.html but it doesn't back it up with reference to original research


Sorry, what I meant is that Safespeed didn't come up with it.


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PostPosted: Fri Aug 06, 2010 15:57 
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weepej wrote:
For instance, I don't think it 's acceptable that the "safest" knife thrower kills 10 assistants every night. I.e. "Safest" is a very different concept to "safe".


If you're going to draw analogies, make sure you're not more than a few orders of magnitude out. :roll:
Using your analogy properly, the average knife-thrower would kill one assistant in every 700 years, and the safest knife-thrower would do even better.

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PostPosted: Fri Aug 06, 2010 18:58 
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Steve wrote:
To get to the point: "safest" are those who (for whatever reason) have the least “crash involvement rate”


But that “crash involvement rate” might be so high that it would be perverse to describe those drivers as safe. A semantic point, but important.

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PostPosted: Fri Aug 06, 2010 19:18 
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dcbwhaley wrote:
Steve wrote:
To get to the point: "safest" are those who (for whatever reason) have the least “crash involvement rate”


But that “crash involvement rate” might be so high that it would be perverse to describe those drivers as safe. A semantic point, but important.


Sorry, you've lost me slightly.

Are you saying the safest group may still be not remotely safe enough?

In which case, fair enough point. But one could argue that if they only differ from a less safe group in one respect, then that one respect is a 'signpost towards safety' - if that makes sense.
I.E. in terms of crash involvement, they may be bad but they're the best of a bad bunch.

So in the case of the 85th %ile, the assertion is that going fairly quickly, but not very quickly, is the safest way to proceed, relative to other positions on the distribution curve.


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PostPosted: Fri Aug 06, 2010 19:24 
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dcbwhaley wrote:
Steve wrote:
To get to the point: "safest" are those who (for whatever reason) have the least “crash involvement rate”


But that “crash involvement rate” might be so high that it would be perverse to describe those drivers as safe. A semantic point, but important.

My bold!
Don't tell us that, we didn't bring it up; Weepej did for apparently no reason at all.
The original phrase (and intent) was about "safest"

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PostPosted: Fri Aug 06, 2010 19:31 
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Johnnytheboy wrote:
So in the case of the 85th %ile, the assertion is that going fairly quickly, but not very quickly, is the safest way to proceed, relative to other positions on the distribution curve.


Yes. But other measures, such as road engineering or driver education, might push the peak of the accident v speed curve downwards.

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PostPosted: Fri Aug 06, 2010 19:57 
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dcbwhaley wrote:
Yes. But other measures, such as road engineering or driver education, might push the peak of the accident v speed curve downwards.

It might also push it upwards :)

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PostPosted: Fri Aug 06, 2010 21:41 
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weepej wrote:
malcolmw wrote:
weepej wrote:
Of course "safest" could mean anything.

Could you give some examples of what "safest" might mean in other contexts?



For instance if you have two knife throwers and one kills 10 of their assistants of an evening and the other kills 20 then the one that kills 10 is the safest right?


No, he's the safER of the two!

This goes beyond grammatical semantics too. The example is meaningless because the sample size is so small. "Safest" needs more than two and, of course, ought to be as many as possible to have any real meaning. If not, you end up with the ridiculous kind of statistic that I saw in some "research" recently, in which the "safest" driver age group was the 12-14 year old drivers. Clearly these shouldn't have been on the road at all, but they were the safest age group! Why? Because there were only a tiny number of accidents involving 12-14 year olds!

- and if you get a minute, I'd be interested in your views /answers to the points at the top of P5 of this thread.


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PostPosted: Fri Aug 06, 2010 21:42 
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dcbwhaley wrote:
Yes. But other measures, such as road engineering or driver education, might push the peak of the accident v speed curve downwards.


What makes you think that there's such a thing as an accident v speed curve?

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PostPosted: Sat Aug 07, 2010 07:23 
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Pete317 wrote:
What makes you think that there's such a thing as an accident v speed curve?

http://www.rta.nsw.gov.au/roadsafety/speedandspeedcameras/speedingresearch.html
http://www.safespeed.org.uk/speedlimits.html

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PostPosted: Sat Aug 07, 2010 12:16 
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dcbwhaley wrote:


Your second link shows an accident v speed distribution curve, which I have little problem with. It's not an accident v absolute speed curve.
The less said about the contents of your first link, the better. It's difficult to know where to start to describe what's wrong with the referenced 'research'

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PostPosted: Sun Aug 08, 2010 10:04 
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dcbwhaley wrote:
Johnnytheboy wrote:
So in the case of the 85th %ile, the assertion is that going fairly quickly, but not very quickly, is the safest way to proceed, relative to other positions on the distribution curve.


Yes. But other measures, such as road engineering or driver education, might push the peak of the accident v speed curve downwards.


They might do, but why is that relevant? Surely the priority is to reduce absolute numbers of serious accidents, not what speed they happen at?


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PostPosted: Sun Aug 08, 2010 12:06 
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so here,s my take on this subject ,i have been driving now for 30 years, car,s motorcycles,trucks,and even the odd tractor :) ,and in that 30 years[touch wood]i have never had an accident ,i partly put this down to the fact that i ride a motorcycle and i am a lot more aware of the road conditions and the idiots that are out there,,[ that you know are going to say when they pull out in front of you i didnt see him officer and get a slap on the wrist ,],now my point to all this is that it,s not speed that kills its the bloody idiot behind the wheel as most of us know ,so this is why we need the funding srapped for the scp and put back into more policing of the roads as someone said earlier you never know were the police are going to be,,


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PostPosted: Sun Aug 08, 2010 16:23 
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Johnnytheboy wrote:
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Yes. But other measures, such as road engineering or driver education, might push the peak of the accident v speed curve downwards.


They might do, but why is that relevant? Surely the priority is to reduce absolute numbers of serious accidents, not what speed they happen at?


Pushing the peak of the curve down reduces the area under the graph. That area is the total number of casualties. I trust that that comment is relevant and "on track"

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PostPosted: Sun Aug 08, 2010 20:29 
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Why can you assume that moving the peak reduces the area under the curve, without knowing more about the variables that create (and modify) the curve.

And this time, yes, you're bang on topic. :o


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PostPosted: Sun Aug 08, 2010 21:20 
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Johnnytheboy wrote:
Why can you assume that moving the peak reduces the area under the curve, without knowing more about the variables that create (and modify) the curve.


I am assuming that the shape of the curve remains Gaussian. If you are saying that we have no knowledge of the shape of the curve the discussion becomes futile.

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PostPosted: Sun Aug 08, 2010 21:31 
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Johnnytheboy wrote:
Why can you assume that moving the peak reduces the area under the curve, without knowing more about the variables that create (and modify) the curve.

In case it's not clear, he's talking about moving the peak downwards, i.e. reducing the maximum number of accidents, not moving it downwards in terms of speed.

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PostPosted: Sun Aug 08, 2010 23:11 
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dcbwhaley wrote:
Johnnytheboy wrote:
Why can you assume that moving the peak reduces the area under the curve, without knowing more about the variables that create (and modify) the curve.


I am assuming that the shape of the curve remains Gaussian. If you are saying that we have no knowledge of the shape of the curve the discussion becomes futile.

I can think of no reason to believe that it wouldn't be Gaussian, which does to my mind reveal a huge flaw in the whole automated enforcement policy!


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PostPosted: Mon Aug 09, 2010 08:56 
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PeterE wrote:
Johnnytheboy wrote:
Why can you assume that moving the peak reduces the area under the curve, without knowing more about the variables that create (and modify) the curve.

In case it's not clear, he's talking about moving the peak downwards, i.e. reducing the maximum number of accidents, not moving it downwards in terms of speed.



:oops: I get you. I was thinking exactly what you thought I was.

But then - now I know what everyone else is talking about :lol: - why would lowering the number of accidents at a given point on the speed distribution curve lead to an equal volume under the curve being maintained?


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