I haven’t made much progress with the bmrf.us beep code. But there’s something weird going on here.
If we write the sequence as centiseconds (instead of milliseconds like I did in my earlier post), we get the following number sequence:
14,11,5,5,11,7,4,11,11,5,11,11,5,5,9,4,5,5,7,5,5,4,8,5,9,10,8,11,24,11,11,5,4,5,14,5,5,11,11,9,7,8,5,5,11,9,5,5,8,16,11,8,11,24,5,11,15,14,18,8,14,5
So, each number represents the duration of a beep in centiseconds. The commas represent the pause between the beeps, which lasts 8 centiseconds.
The set of unique values is: {4, 5, 7, 8, 9, 10, 11, 14, 15, 16, 18, 24}
There are 12 unique values.
The weird part is that if we take the interval of integers between the lowest value (4) and the highest value (24), [4 … 24], we get 21 values. 8|
The frequency table has me stumped as well:
Value | Frequency
------+----------
4 | 4
5 | 20
7 | 3
8 | 6
9 | 4
10 | 1
11 | 15
14 | 4
15 | 1
16 | 1
18 | 1
24 | 2What I’m scratching my head over is the large number of occurrences of 5’s and 11’s compared to the other values.


