jmc

Instead of adding large numbers together, we can find the residue for each person for easier computation. We convert the amount they earned to cents and find the modulo $100$ for each. $$\begin{array}{rl}2747& \equiv 47(\mathrm{mod}100),\\ 3523& \equiv 23(\mathrm{mod}100),\\ 3737& \equiv 37(\mathrm{mod}100),\\ 2652& \equiv 52(\mathrm{mod}100)\end{array}$$We want to find the modulo $100$ of the total number of cents. We can add the separate residues to get $$47+23+37+52\equiv 159\equiv 59(\mathrm{mod}100)$$Therefore, they have $\boxed{59}$ cents left after converting as much of the money into bills as possible.