Binary is a number system with only two digits: 0 and 1. The conversion process is not difficult, but it does require some time and effort.

The conversion process starts with the conversion of each set of numbers in binary to decimal notation. This can be done by dividing the decimal equivalent of the binary number by 2 and taking the remainder as the next digit in decimal form. For example, if we want to convert 1010110 into decimal form, we would divide 1000000 by 2 which equals 50000, then take 10 (the remainder) and add it to 50000 which equals 55000. The next step is converting each set of numbers in decimal notation back into binary form. This can be done by starting with 0 and adding 1 to each digit. For example, if we want to convert 1234 into its binary equivalent, we would start with 2 (as the first digit) then add 4 which equals 2, then add 3 which equals 11 and finally add one to both digits' last numbers (so that it is now 0100100).

The final step of the conversion process is merging the digits that were merged together in the last step of the conversion process. For example, if we want to convert 5551101 into its binary equivalent, we would first merge 2 and 1 (so it is now 00101) then add 5 which equals 5, then add 3 which equals 11 and finally add one to each digit (making it 10000001).