The official FIDE rules (paragraph 9.3) say that:
"The game is drawn (...) if (...) the last 50 consecutive moves have been made by each player without the movement of any pawn and without any capture." (Emphasis mine)
I'm confused by the word "and". This implies clearly that both conditions must have been met, not just one. Is this the case?
I came upon this while studying the Philidor position, specifically from this diagram:
As it is stated, the FIDE rule implies that as long as White remembers to move his pawn every 49th move, this game can go on for over 200 moves without Black being able to claim a draw.
Surely this can't be right, can it?
Yes it is correct. In combination with the threefold repetition of position draw, you seldom see 100+ move games.
The official FIDE rules (paragraph 9.3) say that:
"The game is drawn (...) if (...) the last 50 consecutive moves have been made by each player without the movement of any pawn and without any capture." (Emphasis mine)
I'm confused by the word "and". This implies clearly that both conditions must have been met, not just one. Is this the case?
I came upon this while studying the Philidor position, specifically from this diagram:
As it is stated, the FIDE rule implies that as long as White remembers to move his pawn every 49th move, this game can go on for over 200 moves without Black being able to claim a draw.
Surely this can't be right, can it?