Patricio Elicer
Obsessed with Reality
Someone started a thread a time ago about whether the million can be won by chance. Seems the answer is yes, especially when there are flaws in the protocol.
It appears that Kramer and The Amazing himself made a gross statistical mistake in the protocol design to test a challenger who claims to be able to improve/change the sound quality of a music CD by applying a special "treatment" to it. That's bad news, and a serious concern, IMO.
The good news is that the error was detected by forum members, so it's pretty sure that the million is safe. BTW, it proved that plublicizing challenge's details in the forums is well worth the effort.
For details, go to http://www.internationalskeptics.com/forums/showthread.php?s=&threadid=53829, an explainatory post by Randi is in there.
For those who don't want to go through countless posts, here's a summary of the proposed protocol:
1) Two identical sealed CDs would be purchased. One of them is to be treated by one person from the claimant party, by whatever method he chooses to
2) Following strict double blind procedures, a second subject from the claimant team would attempt to identify, by listening, which of the two CDs is the one treated.
3) Step 2 is to be repeated a number of times, say 10, with the same two CDs (the claimant says he can have success ten times in a row).
This protocol looks fair at first glance, since the double blind procedure would neutralize any cheating attempt by the claimant "marking" one CD by means of a scratch or a distinctive smell, for example. This way, the odds of getting 10 hits in a row are 1 in 1024, pretty small.
But there's a trick to the case (here the credits go to a number of posters, Timothy being the first, I think). A flaw in the protocol is introduced by using the same pair of CDs in all the trials. The "treatment" can in effect introduce a distinctive "mark" (known to the tester) in one CD. So, all he has to do is pick the marked one (or the other one for that matter) in all ten trials, and the odds of being right will rise to 1 in 2. So a good safeguard is to use different pairs of CDs for each trial, so that we'll end up with a set of ten independant events.
Pretty clever folks!
It appears that Kramer and The Amazing himself made a gross statistical mistake in the protocol design to test a challenger who claims to be able to improve/change the sound quality of a music CD by applying a special "treatment" to it. That's bad news, and a serious concern, IMO.
The good news is that the error was detected by forum members, so it's pretty sure that the million is safe. BTW, it proved that plublicizing challenge's details in the forums is well worth the effort.
For details, go to http://www.internationalskeptics.com/forums/showthread.php?s=&threadid=53829, an explainatory post by Randi is in there.
For those who don't want to go through countless posts, here's a summary of the proposed protocol:
1) Two identical sealed CDs would be purchased. One of them is to be treated by one person from the claimant party, by whatever method he chooses to
2) Following strict double blind procedures, a second subject from the claimant team would attempt to identify, by listening, which of the two CDs is the one treated.
3) Step 2 is to be repeated a number of times, say 10, with the same two CDs (the claimant says he can have success ten times in a row).
This protocol looks fair at first glance, since the double blind procedure would neutralize any cheating attempt by the claimant "marking" one CD by means of a scratch or a distinctive smell, for example. This way, the odds of getting 10 hits in a row are 1 in 1024, pretty small.
But there's a trick to the case (here the credits go to a number of posters, Timothy being the first, I think). A flaw in the protocol is introduced by using the same pair of CDs in all the trials. The "treatment" can in effect introduce a distinctive "mark" (known to the tester) in one CD. So, all he has to do is pick the marked one (or the other one for that matter) in all ten trials, and the odds of being right will rise to 1 in 2. So a good safeguard is to use different pairs of CDs for each trial, so that we'll end up with a set of ten independant events.
Pretty clever folks!