Fallacy logic

Can anybody tell whether the following statement is true or lies?

"I always lie"

if the statement is true then how can he say that he is lying? on the other hand if the statement is a lies that what he said is incorrect which in effect means that the statement is correct which ineffect means that statement is incorrect which implies that what is stated is true....


This will go on & on and will never get resolved. What does this altogether imply? It implies that some statements cannot alltogether be proved by affirmative logic.
If the statement would have been "I always speak truth" then that can be proved right away. The statement earlier said could not be proved by either affirmative or negative logic.

Now this affirmative and negative logic also cannot be explained completely unless...
This reminds me about the language we use.
"What about the language"
"The language we use is uique or can we something like dictionary to explain its usage?"

Now this a separate post to write about......