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New thinking * Learn from you the sixth question on page 72 of the first volume of the fourth grade mathematics people's education edition.
This problem is a game problem, the essence of which is to control the other party's possible choices.

Because "two people take turns to count off, which must be a natural number of 1-5", the largest number in a round is "10" and the smallest number is "2". If the first player (replaced by A below) wants to win, he must count off after the penultimate round, and the total is 294, so that no matter what the opponent reports "10".

But because 294/6=49, there is no remainder, so the person who gives the number first in this question can't guarantee victory.