What is the smallest or fastest way to return the index of a list, where the number is ~2, starting from the index of A?
So
Code:
A=2, L1 = {~1,7,~2,1,~1,6,~2}
would return 3
and
Code:
A=5, L1 = {~1,7,~2,1,~1,6,~2}
would return 7
You can use this to find the index, where N is the number to search for, and A is the starting index:


Code:

A+sum(not(cumSum(N=seq(L1(X),X,A,dim(L1


If you are going to run this many times, replace X with [recursiven].
Here is a routine without seq( to return the first instance of N starting from A. Since it computes the entire list, it will be slower when A is close to dim(L1 and both are large.


Code:


cumSum(1 or L1
min(Ans+ᴇ9(Ans<A or N≠L1

Thanks to jonbush for fixing
lirtosiast wrote:
Here is a routine without seq( to return the first instance of N starting from A. Since it computes the entire list, it will be slower when A is close to dim(L1 and both are large.


Code:

cumSum(1 or L1
min(E9(Ans<A)+Ans*(N=L1


This is almost correct. The code below should work properly:

Code:

cumSum(1 or L1
min(E9(Ans<A or N!=L1)+Ans
  
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