Suppose that $3$ vehicles are available

All customers have unit demand $($i$.$e$.$ one box of cheesecake$)$

The vehicle capacity is $15$ units

Consider the following TSP tour

tour $=[0,27,36,23,26,11,39,34,33,13,16,22,30,6,25,7,12,21,8,18,3,31,10,20,35,40,38,2,15,37,29,28,1,24,14,4,19,5,17,32,9,0]$

tour$\_$length $=1940\mathrm{.}1$

Construct a feasible VRP solution