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I have a doubt in this game.How can we find the solution, that in a clock we only know the time and in days we also only know the time and time after the end point.

You can’t.
Let’s consider the game.
It starts with a number of sequentially numbered blocks. What you have are instructions to the player where to put each block.
The instructions say you must put each block at the location nearest the marker.
If the block is at the right end of the line, the instructions specify the end marker is at the right end of the line.
If the block is at the left end of the line, the instructions specify the end marker is at the left end of the line.
In which case, the left and right ends of the line are represented by the end markers.
(If there is more than one, the instructions specify the block is at the end marker nearest to them.
So, how many blocks are there exactly?

If the number of blocks is even, the number is zero.
If the number of blocks is odd, the number is one.

For your description, there are two blocks.
There is the instruction to the player to make the first block at the end marker nearest to him.
There is an instruction to the player to make the second block at the end marker nearest to him.
The end marker nearest to the player is the right end marker.
Your description is a game with one block.
If you have n blocks, your description is a game with n-1 blocks.
If you have n blocks with 1 instruction given to the player to make each block at the nearest end marker, your description is a game with n-1 blocks with 1 instruction given to the player.

If the player makes every block, he wins.
If the player does not make a block, he loses.

In case of odd number of blocks, the player makes one extra block, and in case of even number of blocks, the player does not make any block.
In case of each player makes a block, the player wins.
In case of one player makes a block and the other player does not make any block, the player who makes a block loses.

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