I am having a weird result. I am dividing the binary number $10101010100000$ by $10011$.
In binary division. I get $R= 0100$ which is 4.
However, If I consider the decimal representation of the numbers then I will have that $10101010100000 = 10912$ and $10011 = 19$ And we all know that $10912$ divided $19$ gives a remainder of $6$ and not 4
I checked my results using all software you can imagine. And I still observe that the binary remainder is not equal to the decimal remainder. And I am going crazy !