What is the most efficient for speed algorithm to solve the following problem?
Given 6 arrays, D1,D2,D3,D4,D5 and D6 each containing 6 numbers like:
D1[0] = number D2[0] = number ...... D6[0] = number
D1[1] = another number D2[1] = another number ....
..... .... ...... ....
D1[5] = yet another number .... ...... ....
Given a second array ST1, containing 1 number:
ST1[0] = 6
Given a third array ans, containing 6 numbers:
ans[0] = 3, ans[1] = 4, ans[2] = 5, ......ans[5] = 8
Using as index for the arrays D1,D2,D3,D4,D5 and D6, the number that goes from 0, to the number stored in ST1[0] minus one, in this example 6, so from 0 to 6-1, compare the ans array against each D array. The result should be 0 if one or more ans numbers are not found in any D at the same index and should be 1 if all ans numbers are found in some D at the same index. That is, return 0 if some ans[i] doesn't equal any DN[i] and return 1 if every ans[i] equals some DN[i].
My algorithm so far is:
I tried to keep everything unlooped as much as possible.
EML := ST1[0] //number contained in ST1[0]
EML1 := 0 //start index for the arrays D
While EML1 < EML
if D1[ELM1] = ans[0]
goto two
if D2[ELM1] = ans[0]
goto two
if D3[ELM1] = ans[0]
goto two
if D4[ELM1] = ans[0]
goto two
if D5[ELM1] = ans[0]
goto two
if D6[ELM1] = ans[0]
goto two
ELM1 = ELM1 + 1
return 0 //If the ans[0] number is not found in either D1[0-6], D2[0-6].... D6[0-6] return 0 which will then exclude ans[0-6] numbers
two:
EML1 := 0 start index for arrays Ds
While EML1 < EML
if D1[ELM1] = ans[1]
goto three
if D2[ELM1] = ans[1]
goto three
if D3[ELM1] = ans[1]
goto three