\(M_1\) | 1111101101011001101100011110010101011101111 |
\(M_2^1\) | 111111010111011110111011011011101111 |
\(M_2^2\) | 11111101110011001101001011010111010111111 |
\(M_4^1\) | 11111110111110111101111101111111 |
\(M_4^2\) | 11111101101011011100100011111001010111111 |
\(M_4^3\) | 11110111010011001010111101101110011110111 |
\(M_4^4\) | 11111010111000111011011010001011111101111 |
\(M_8^1\) | 11111010111011101111011110111011111 |
\(M_8^2\) | 11100111111010111101100101111101110111 |
\(M_8^3\) | 111101111011111000110010110101111101111 |
\(M_8^4\) | 1111111001011110110011101001110110101111 |
\(M_8^5\) | 11110110111010110110101011100011011011111 |
\(M_8^6\) | 11111011011100101000111111101100010111111 |
\(M_8^7\) | 11110101100110011111010111001001111011111 |
\(M_8^8\) | 11101110100100110111110001111110101101111 |
\(M_{16}^1\) | 11111101111011111011111011111111 |
\(M_{16}^2\) | 11101011111101101111111110011110111 |
\(M_{16}^3\) | 111110111110111110001101110111011111 |
\(M_{16}^4\) | 111101110111111011110100011110111111 |
\(M_{16}^5\) | 111111100011011110111011110111110111 |
\(M_{16}^6\) | 1111110111110101011011011011100111111 |
\(M_{16}^7\) | 11110111011001001111011111110101011111 |
\(M_{16}^8\) | 111111011011110010011110101010011111111 |
\(M_{16}^9\) | 111110111100101110010111101101101101111 |
\(M_{16}^{10}\) | 1111100111011101111101001110010010111111 |
\(M_{16}^{11}\) | 1111011011011111110100011010110101101111 |
\(M_{16}^{12}\) | 11110101101110110000111001110110111101111 |
\(M_{16}^{13}\) | 11111110010010111111011101001001110101111 |
\(M_{16}^{14}\) | 11110111010100011101101000111111100111111 |
\(M_{16}^{15}\) | 11111011000110100110001011111111011011111 |
\(M_{16}^{16}\) | 11111011110101100011101110000111010111111 |