boring, correct answer wrote:
So you don't understand logic at all and just assert whatever you want. Shame.
Yes, you are boring and here's the correct answer. A lesson in simple logic:
- You say support for A does not infer support for B. That's correct, as far as it goes.
- But if B is a necessary consequence of A (as a given penalty is of a prosecution) then support for A logically includes B. If you do not support B then you cannot support A without finding yourself in a contradiction. If you express no view about B but support A then the necessary inference will be that you support B also. (The latter is where you find yourself.)
You're welcome (although I don't expect you will have followed that, since you only appear to grasp your initial statement without the qualifying condition.)