<prompt> Theha algorithm eo XOR e nang le likhoele tse peli tsa binary.11001101 le 01111101  <response>: Instruction in English: Create an algorithm that XORs two binary strings. . Response in English: Here is the algorithm for XORing two binary strings:1. Take the two input binary strings you want to XOR, in this case 11001101 and 01111101.2. Check the lengths of both strings. If one string is shorter than the other, add zeros in front of the shorter string until both strings are of equal length. In this case both strings are of equal length of 8.3. Initialize an empty string, result, that will store the XORed output.4. Iterate through each character of both strings simultaneously.5. For each pair of characters, perform an XOR operation by comparing them using the following logic: - If both characters are the same, 0 or 1, the XOR result is 0. - If one character is 0 and the other is 1, the XOR result is 1.6. Append the result of each XOR operation to the result string.7. Continue iterating until all characters have been compared and the resulting string is complete.Applying this algorithm to the input of 11001101 and 01111101:Lengths are equal, no need to add zeros.Result empty stringIteration 1:First character in first string 1First character in second string 0XOR result: 1Result 1Iteration 2:Second character in first string 1Second character in second string 1Xor result: 0Result 10Iteration 3:Third character in first string 0Third character in second string 1XOR result: 1Result 101Iteration 4:Fourth character in first string 0Fourth character in second string 1XOR result: 1Result 1011Iteration 5:Fifth character in first string 1Fifth character in second string 1XOR result: 0Result 10110Iteration 6:Sixth character in first string 1Sixth character in second string 0XOR result: 1Result 101101Iteration 7:Seventh character in first string 0Seventh character in second string 1XOR result: 1Result 1011011Iteration 8:Eighth character in first string . Response in Sesotho: Mona ke algorithm bakeng sa XORing tse peli tse likhoele binary: 1. Nka tse peli tse input binary likhoele u batla ho XOR, tabeng ena 11001101 le 01111101. 2. Sheba bolelele ba likhoele ka bobeli. Haeba khoele e le ngoe e le khutšoanyane ho feta e ngoe, eketsa li-zero ka pela khoele e khutšoanyane ho fihlela likhoele tse peli li lekana ka bolelele. Tabeng ena likhoele ka bobeli li na le bolelele bo lekanang ba 8. 3. Qala khoele e se nang letho, sephetho, se tla boloka tlhahiso ea XORed. 4. Pheta tlhaku ka ngoe ea likhoele ka bobeli ka nako e le ngoe. 5. Bakeng sa para ka ngoe ea litlhaku, etsa tsebetso ea XOR ka ho bapisa ka mokhoa o latelang: - Haeba litlhaku ka bobeli li tšoana, 0 kapa 1, sephetho sa XOR ke 0. - Haeba tlhaku e le 0 me e mong e le 1, sephetho sa XOR ke 1. 6. Kenya sephetho sa tsebetso ka ngoe ea XOR khoeleng ea sephetho. 7. Tsoela pele ho pheta-pheta ho fihlela litlhaku tsohle li bapisitsoe me khoele e hlahisoang e felile. Ho sebelisa algorithm ena ho kenyelletsong ea 11001101 le 01111101: Bolelele bo lekana, ha ho hlokahale ho eketsa zero. Sephetho khoele e se nang letho Phetolelo ea 1: Tlhaku ea pele khoeleng ea pele 1 Tlhaku ea pele khoeleng ea bobeli 0 Sephetho sa XOR: Sephetho sa 1 1 Phetolelo ea 2: Tlhaku ea bobeli khoeleng ea pele 1 Tlhaku ea bobeli khoeleng ea bobeli 1 Xor sephetho: 0 Result 10 Iteration 3: Tlhaku ea boraro khoeleng ea pele 0 Tlhaku ea boraro khoeleng ea bobeli 1 Sephetho sa XOR: 1 Sephetho 101 Phetolelo ea 4: Tlhaku ea bone khoeleng ea pele 0 Tlhaku ea bone khoeleng ea bobeli 1 XOR sephetho: 1 Result 1011 Iteration 5: Tlhaku ea bohlano khoeleng ea pele 1 Tlhaku ea bohlano khoeleng ea bobeli 1 XOR sephetho: 0 Sephetho 10110 Iteration 6: Tlhaku ea botšelela khoeleng ea pele 1 Tlhaku ea botšelela khoeleng ea bobeli 0 XOR sephetho: 1 Sephetho 101101 Phetolelo ea 7: Tlhaku ea bosupa khoeleng ea pele 0 Tlhaku ea bosupa khoeleng ea bobeli 1 Sephetho sa XOR: 1 Sephetho 1011011 Phetolelo ea 8: Tlhaku ea borobeli khoeleng ea pele 