Being @v@ a vector of integer numbers. Starting in any position @p@ of @v@, jump in the vector according to @v[p]@: When it is positive, it must jump @v[p]@ steps to the right; when it is negative, it must jump @v[p]@ steps to the left. The process is always repeated, unless it goes out of bounds.
Write a function
string exit(int p, vector<int>& v);
that returns “left”, “right” or
“never” depending on whether the process goes out of bounds
on the left side, on the right side or never ends.
@p@@v.size()@
The value of @v@ at the end is not important. Moreover, notice that the parameter @v@ has not been declared as constant. Take advantage of this fact to write a function as efficient as possible.
You only need to submit the required procedure; your main program will be ignored.