Author Topic: what do you think the odds are of abduction in this case?  (Read 129930 times)

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Offline Mr Gray

Re: what do you think the odds are of abduction in this case?
« Reply #165 on: June 16, 2019, 03:35:26 PM »
Whereas I would call that a basic fail.  Your post makes that crystal clear.

you would call it a fail because you are wrong and cant bear to admit it..is what I would say...
perhaps you could expalin the fault in the post

Offline Miss Taken Identity

Re: what do you think the odds are of abduction in this case?
« Reply #166 on: June 16, 2019, 03:51:28 PM »
I'll be as specific as you like. He had the knowledge and two e-fits in his possession of one man seen carrying a child, a few hundred yards from the apartment his daughter had been abducted from,matching her description and never decided to publish those details to the public during the YEARS he was conducting his own private investigation and public awareness campaign. He could hardly make the public aware if he was withholding this information, could he? 

I'm still waiting on an innocent explanation for this delay?

15 pages about statistics?   &%%6


So about the dogs...
'Never underestimate the power of stupid people'... George Carlin

Offline ShiningInLuz

Re: what do you think the odds are of abduction in this case?
« Reply #167 on: June 16, 2019, 04:02:50 PM »
you would call it a fail because you are wrong and cant bear to admit it..is what I would say...
perhaps you could expalin the fault in the post

You got it wrong?
What's up, old man?

Offline Miss Taken Identity

Re: what do you think the odds are of abduction in this case?
« Reply #168 on: June 16, 2019, 04:06:49 PM »
False alerts are 200/1 according to the dog handler's report! Those are part of the incalculable odds.

 &%54% No no more about the dogs p l e a s e    no more.
'Never underestimate the power of stupid people'... George Carlin

Offline Mr Gray

Re: what do you think the odds are of abduction in this case?
« Reply #169 on: June 16, 2019, 04:07:18 PM »
You got it wrong?

An empty false claim when you cannot offer any explanation.

Don't say you have because you havent

Offline Mr Gray

Re: what do you think the odds are of abduction in this case?
« Reply #170 on: June 16, 2019, 04:07:51 PM »
False alerts are 200/1 according to the dog handler's report! Those are part of the incalculable odds.

He never said that... 200 to 1 referred to false, alerts to foodstuff
« Last Edit: June 16, 2019, 04:10:50 PM by Davel »

Offline Mr Gray

Re: what do you think the odds are of abduction in this case?
« Reply #171 on: June 16, 2019, 04:12:04 PM »
Cite for where he said the dog had EVER alerted falsely? I can give you one for him saying it had 'NOT'.

He doesn't know if the dog has ever alerted falsely... No one does... It's impossible to prove... He simply doesn't know

Offline ShiningInLuz

Re: what do you think the odds are of abduction in this case?
« Reply #172 on: June 16, 2019, 04:14:34 PM »
An empty false claim when you cannot offer any explanation.

Don't say you have because you havent

49 factorial.  WRONG!

49 - 6 factorial.  WRONG!
What's up, old man?

Offline Mr Gray

Re: what do you think the odds are of abduction in this case?
« Reply #173 on: June 16, 2019, 04:18:11 PM »
49 factorial.  WRONG!

49 - 6 factorial.  WRONG!

Doesn't have to add up to 100 ..WRONG
Hitch hikers guide to the universe ...wrong
Dogs sense of smell... Wrong

Offline Vertigo Swirl

Re: what do you think the odds are of abduction in this case?
« Reply #174 on: June 16, 2019, 04:36:36 PM »
Well do you agree that the sum of all the probabilities of the possible events (expressed as a percentage) must add up to 100%. 

Could you quote the bit in concern?
SIL has just said Davel is WRONG but not told us why.
"You can't reason with the unreasonable".

Offline Vertigo Swirl

Re: what do you think the odds are of abduction in this case?
« Reply #175 on: June 16, 2019, 04:38:16 PM »
I think there is a way to progress the Smithman sighting.

Should I give up this aspiration and simply leave MBM to her fate?'
A Non-sequitur, answering a question I did not ask and and which was directed at another. 
"You can't reason with the unreasonable".

Offline Vertigo Swirl

Re: what do you think the odds are of abduction in this case?
« Reply #176 on: June 16, 2019, 04:42:57 PM »
No.

Go to the moderators thread, and read where I explained why stats don't need to add up to 100%.

Scientists use stats to understand when they they know they don't know enough.

Rigidly defined areas of doubts and uncertainty.
Rob, do us a favour, go to the moderators thread and read SILs explanation and then tell us why the three possibilities don’t need to add up to a 100%.  Ta.
"You can't reason with the unreasonable".

Offline ShiningInLuz

Re: what do you think the odds are of abduction in this case?
« Reply #177 on: June 16, 2019, 05:55:37 PM »
Rob, do us a favour, go to the moderators thread and read SILs explanation and then tell us why the three possibilities don’t need to add up to a 100%.  Ta.

If you don't understand basic science or basic statistics, is it Rob's job to explain these to you?

Thanks!

 (&^&
What's up, old man?

Offline Mr Gray

Re: what do you think the odds are of abduction in this case?
« Reply #178 on: June 16, 2019, 06:06:06 PM »
If you don't understand basic science or basic statistics, is it Rob's job to explain these to you?

Thanks!

 (&^&

Robs already explained he thinks I'm right and you are wrong

 
I tend to agree with Davel on this one: "This is statistics and when working out the probability of an event the sum off all possible events have to add up to 100%".
« Last Edit: June 16, 2019, 06:08:54 PM by Davel »

Offline ShiningInLuz

Re: what do you think the odds are of abduction in this case?
« Reply #179 on: June 16, 2019, 06:19:20 PM »
Robs already explained he thinks I'm right and you are wrong

 
I tend to agree with Davel on this one: "This is statistics and when working out the probability of an event the sum off all possible events have to add up to 100%".

What he actually explained was that you got it wrong, not just once but twice.
What's up, old man?