Build a heuristic$/$metaheuristic that solves the above problem. in a tabular form and include all necesseary details as many as $10$ iterations the following data given is : Outpost $1$ connected from Settlement $3$ to Settlement $6$

Outpost $2$ connected from Settlement $5$ to Settlement $6$

Outpost $3$ connected from Settlement $2$ to Settlement $6$

Outpost $4$ connected from Settlement $6$ to Settlement $6$

Outpost $5$ connected from Settlement $5$ to Settlement $6$

Outpost $6$ connected from Settlement $2$ to Settlement $6$

Outpost $7$ connected from Settlement $3$ to Settlement $6$

Outpost $8$ connected from Settlement $4$ to Settlement $6$

Outpost $9$ connected from Settlement $4$ to Settlement $6$

Outpost $10$ connected from Settlement $6$ to Settlement $6$

Total Cost: $6396624\mathrm{.}0$ and this data Main$-$Settlement R $\backslash$theta Access Distance

$1$ Pioneers $9866151$ L$,$S$,$A $1489766$

$2$ The$-$Martians $4007322$ L$,$S$,$A $1290254$

$3$ New$-$New$-$York $22613$ L$,$S$,$A $2938$

$4$ Finally$-$Alone $3308305$ L$,$S$,$A $1008940$

$5$ Humans$-$Only $311640$ L$,$S$,$A $124640$

$6$ Robots$-$Welcome $918584$ L$,$S$,$A $771540$