…how many people understand hexadecimal?
Answer?
57005
Don’t get it?
Most of us have been taught to count exclusively in what is known as a “base 10″ system. What this means is that our ones spot in the number (if you don’t remember using this terminology, in “51″ and “10001″ the ones spot is equal to 1 - the next spot to the left being the tens spot, then the hundreds spot, then then the thousands spot, then the ten-thousands spot and so on and so forth) go up to 10 values. We have ten digits, or numbers, to represents values in each place. So each spot can have 0-9 as a value. Then, when we go past the tenth digit, we reset the particular spot to the lowest value (0), add another spot to the left and start with the second value (1).
Let’s change things up a bit, though. Let’s say that we want to have 11 values in each spot. This would be a base 11 counting system. We can use any symbol to represent this new value - say, “A”. So our counting would go “0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 1A, 20.” With the number “20″ having a value of 22 in a base 10 system.
This is how hexademical works, just it’s a base 16 system (”decimal” = 10, “hexa” = 6 - so, 6 plus 10 = 16 = hexadecimal). The counting order and values in hexadecimal are: 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E, F. Ever tried to mess with colors on your Myspace page, bulletins, or messages? You might have entered a value something like this: “#00FF00″, which is the hexadecimal value for bright green (if you want to know more about how the hexidecimal color system works, let me know and I’ll write something up on it).
So, what is DEAD? A number, not a word. Hence the confusion you may have had. Translate DEAD into base 10 (also known as “decimal”) and you get 57005.