Two logicians Anshuman and Akshat were playing 'Dots and Boxes'.

The rules of the game is as follows:

Players take turns alternatively joining two horizontally or vertically adjacent dots by a line.

A player that completes the fourth side of a square (a box) colours that box and must play once again, without passing it to the other.

When all the boxes have been colored, the game ends and the player who has coloured more boxes wins.

In the given image, if its Akshat's turn to draw a line, then who among them will win this game if both play optimally?

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