 Let's take one more example in Nicolam method, where we will divide 20,135 by 96. Now the first step again we will have to do is to find out the supplement divisor. But what will be the base in this case because 96 is closer to 100, the supplement divisor will use base as 100 and so 100 minus 96 it will be 4. Now because our base is 100 and the divisor is 2 digit number, we should write our supplement divisor as 0,4 instead of 4. Let's try and solve this problem using Nicolam method. The divisor is 96 and the supplement divisor is 0,4. Note that why we are writing 0,4 this is a very important point here because the way we write the supplement divisor impacts how we get the result and it's important to get the accurate result. Here the base is 100 and so it has 2 zeros so we will place 2 digits from the dividend on the right hand side which is 35 and rest of the digits like this in the central part. Now let's see how we can complete this Nicolam method. Now let's pull this to downwards. Now our supplement divisor adds 2 digits. We can see 2 digits. One is 0 and other is 4. So if you first multiply the 0 with 2 and 4 with 2 later. So 0 times 2 gives us 0 and then 4 times 2 gives us 8. The result is basically 0,8. We start writing this result from the second digit of the dividend. So we write 0 and 8. Then we have 0 again here and with this newly formed result, we again have to multiply with the supplement divisor. So we again make 0 times 0 which is 0 and 0 times 4 which is 0 again. We write the new result 0,0 from the third digit of the dividend and then we complete the sum in the third digit column and that gives us 9 and now we multiply 9 with 0 and 9 with 4. So we have 9 times 0 is 0, 9 times 4 is 36. So we start writing the result from the fourth digit now. So this is 0 and then we write 36 here. Let's sum 36 and 5 which gives us 41 and this is 3. This 4 flows as a carry towards 3 and this basically becomes 7 and we have 1 at the units place. So we can basically write this as 71. And now our result in the remainder column is a 2 digit number and we can clearly see 71 is less than 96 which is a divisor. This is our correct remainder and this is going to be our quotient. So we saw how we have to write the supplement divisor as a 2 digit number when we are dealing with a 2 digit divisor and how we can write the multiplication results starting from the second digit of the dividend. And so this is how we have completed the Nicolam method where we are using the base greater than 10.