parados wrote:Ticomaya wrote:
If your going to start with the assumption that Plame is a member of C, then it follows she must also be a member of B. Again, that is ASSUMING she is a member of C, and I've been pointing out that is the assumption you are making.
Except it isn't really an assumption. It again is a logical conclusion based on known facts.
1. The CIA referred the release of a name of an undercover agent to the DoJ because it possibly violated criminal code.
2. The only code that has been presented is one concerning "Covert" agents
The only logical conclusion is that in order for it to violate US criminal code she must have been covert.
No, it's an assumption. And this little exercise of ours has shown me why you have made such an error in your "logic."
But this is besides the point we've moved onto, which if you've forgotten, is your equating "undercover operative" with "covert agent."
parados wrote:Ticomaya wrote:But while it's true that a member of C is necessarily a member of A, it does not follow that A=C. For example, suppose D is another wholly contained subset of A (perhaps this group are undercover operatives working desk jobs at Langley that have never been overseas), which contains a subset E (outed undercover operatives working desk jobs at Langley that have never been overseas). While it is also true that a member of E must be a member of D and must be a member of A, it does not follow that E=A. For if that logical analysis were accurate, then C=E, and that is not true.
Not much there Tico but obfuscation. There is no E because you can't get there logically based on anything you have presented. E doesn't exist as a crime so it can't be applied as the CIA did to Plame.
If you had any logical ability, you would see how illogical your argument is. Instead of addressing the logical problem of your equating A with C, which was illustrated by my example of subsets D & E, you argue that E doesn't exist. Use any subset of your choosing if you're dissatisfied with my merely hypothetical example. I've presumed, up to this point, that you had a logical mind. Until shown differently, I'm no longer going to work under that presumption, because it appears you don't.
Again, we are looking at your equating "undercover" with "covert." It does not logically follow, in your illustration, that A = C. My usage of subsets D & E prove this point. But this is such an elementary point that it should not have to be proven. To me, it simply illustrates that you are so stubborn you are unwilling to admit when you're wrong.