Given:

Total money = Rs. 100. Alok + Bhupesh = Chander + Dinesh. Alok has Rs. 5 more than Dinesh. Chander has half the money of Dinesh.

We assign variables: A = Alok's money, B = Bhupesh's money, C = Chander's money, D = Dinesh's money. From the relations:

$C = \frac{D}{2}$, $A = D + 5$, and $A + B = C + D$. Solving the equations, we find:

$D = 33.33$, $A = 38.33$, $C = 16.67$, $B = 6.67$. Thus, Alok has the maximum amount of money: Rs. 38.33.