I provided the answer. please don't give me this same answer. Can you please provide the answer I gave drawn in the next generation box with x's. Thank you. Please don't give the answer. I just need the drawing of the answer please begging you

[5 marks] Consider the following Margolus Rule: MS,D5;15;1;14;2;13;3;12;4;11;5;10;6;9;7;8. Show the next generation of the given pattern and state if the rule is reversible and why you think that. Start with the block in the top left corner. To apply the Margolus rule, we need to divide the grid into non-overlapping blocks of size $2\ times 2$. Starting from the top left corner, we apply the rule to each block in row-major order. The rule MS, D 5; 15; 1; 14; 2; 13; 3; 12; 4; 11;5;10;6;9;7;8 can be interpreted as follows: Split the 22 block into four cells, numbered 1 to 4 from top-left to bottomright. Swap the values of cells 1 and 2 . Swap the values of cells 3 and 4 . If the value of cell 1 is odd, add 1 to the value of cell 2 . If the value of cell 3 is odd, add 1 to the value of cell 4 . If the value of cell 2 is greater than the value of cell 4 , subtract 1 from the value of cell 1 and add 1 to the value of cell 3 . If the value of cell 2 is less than the value of cell 4 , add 1 to the value of cell 1 and subtract 1 from the value of cell 3 . Swap the values of cells 1 and 3 . Swap the values of cells 2 and 4. We start with the block in the top left corner, which has the values: 10 00 Applying the Margolus rule to this block gives: 01 00 Moving to the next block in the row: 10 00 Applying the Margolus rule to this block gives: 01 00 Explanation Please refer to solution in this step. Continuing with the rest of the row, we get: 01101001100100010011010011001000 Moving on to the next row, we get: 11001100011000010011010011001000 Continuing with the rest of the rows, we get: 0011010011001000 1100110001100001 0011010011001000 1100110001100001 Therefore, the next generation of the pattern is: 0011010011001000 110011