Instructions

If the language you are coding in uses $1-$based indexing

Add the elements at the odd$-$numbered indexes to the total.

subtract the elements at the even$-$numbered indexes from the totat.

Note: Index $0$ is considered an even index.

Then, based on the running totat, return a value according to the following rules:

If the total is divisible by $2($but not by $3),$ return the total multiplied by $2.$

$-$If the total is divisible by $3($but not by $2),$ return the total muttiptied by $3.$

If the total is divisible by $6,$ return the total multiplied by $6.$

Otherwise, return the totai itself.

Write the function calculateRunningTotal that does this.

Example $1($assuming $0-$based indexing$)$:

Input:

$n=3$

$m{y}_{?}$list $=123$

Output:

$\mathrm{.}4$

Explanation:

We add $1,$ subtract $2,$ and add $3$ to get a total of $2.$ Since $2$ is divisible by $2$ but not by $3,$ we return $2$ multiplied by $2,$ which is $4.$

Example $2($assuming $0-$based indexing$)$:

Input:

$n=3$

my$\_$list $=803031$