Help creating model for study of probabilities

For example I have the following sequence of n = 19: s = [1(1) 0(2) 0(3) 1(4) 0(5) 1(6) 1(7) 1(8) 0(9) 0(10) 1(11) 1(12 ) 0(13) 0(14) 1(15) 1(16)

1(17) 0(18) 1(19)]

The numbers in parentheses indicate the order of the sequence I two matrices of the form: if true % code s1 = [s 0]; s2 = [s 1]; end and I would be as follows with two sequences of n = 20;

s1 = [1(1) 0(2) 0(3) 1(4) 0(5) 1(6) 1(7) 1(8) 0(9) 0(10) 1(11) 1(12 ) 0(13) 0(14) 1(15) 1(16)

 1(17) 0(18) 1(19) 0(20)]

s2 = [1(1) 0(2) 0(3) 1(4) 0(5) 1(6) 1(7) 1(8) 0(9) 0(10) 1(11) 1(12 ) 0(13) 0(14) 1(15)

1(16) 1(17) 0(18) 1(19) 1(20)]

As you might create the following matrix:

[0(2) 0(3) 1(4) 0(5) 1(6) 1(7) 1(8) 0(9) 0(10) 1(11) 1(12) 0(13) 0(14) 1(15) 1(16) 1(17)

0(18) 1(19) 0(20)]

[0(2) 0(3) 1(4) 0(5) 1(6) 1(7) 1(8) 0(9) 0(10) 1(11) 1(12) 0(13) 0(14) 1(15) 1(16) 1(17)

0(18) 1(19) 1(20)]

[0(3) 1(4) 0(5) 1(6) 1(7) 1(8) 0(9) 0(10) 1(11) 1(12) 0(13) 0(14) 1(15) 1(16) 1(17) 0(18) 1(19)

0(20)]

[0(3) 1(4) 0(5) 1(6) 1(7) 1(8) 0(9) 0(10) 1(11) 1(12) 0(13) 0(14) 1(15) 1(16) 1(17) 0(18) 1(19)

 1(20)]

[1(4) 0(5) 1(6) 1(7) 1(8) 0(9) 0(10) 1(11) 1(12) 0(13) 0(14) 1(15) 1(16) 1(17) 0(18) 1(19) 0(20)]

[1(4) 0(5) 1(6) 1(7) 1(8) 0(9) 0(10) 1(11) 1(12) 0(13) 0(14) 1(15) 1(16) 1(17) 0(18) 1(19) 1(20)]

                                   To

[1 (15) 1 (16) 1 (17) 0 (18) 1 (19) 1 (20)]

[1 (15) 1 (16) 1 (17) 0 (18) 1 (19) 1 (20)]

In this case use a sequence of n = 19 inical After I think two sequences s1 and s2 of n = 20 And then calculate subsequences from m = 20 to m = 6. I wish I could change "n" and "m" to generalize the model thank you very much

[FRANCISCO]

set where they begin and where they end brackets, that the sequence is long and therefore do not take into one line